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    <title>산시기</title>
    <link>https://nirvana8.tistory.com/</link>
    <description>각종 지식을 다룹니다</description>
    <language>ko</language>
    <pubDate>Thu, 11 Jun 2026 17:24:08 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>sansigi</managingEditor>
    <image>
      <title>산시기</title>
      <url>https://tistory1.daumcdn.net/tistory/6562958/attach/a9e23b5d1736400cb10b2a9a79bf6412</url>
      <link>https://nirvana8.tistory.com</link>
    </image>
    <item>
      <title>서식 조건부서식 및 페이지 설정 컴활 1급 필기</title>
      <link>https://nirvana8.tistory.com/89</link>
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&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch2 (스프레드시트 영역) &lt;b&gt;서식&amp;middot;조건부 서식&amp;middot;페이지 설정&lt;/b&gt; 단원임.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;셀에 &lt;i&gt;보이는 값을 어떻게 꾸미느냐&lt;/i&gt;가 시험의 절반. &lt;b&gt;사용자 지정 표시 형식 4섹션(양수;음수;0;텍스트) &amp;middot; 자리표시자 5종(#&amp;middot;0&amp;middot;?&amp;middot;@&amp;middot;,) &amp;middot; 조건부 서식 5종 &amp;middot; 페이지 설정&lt;/b&gt;까지 매년 2~3문제 단골임.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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Kg1NutVqtWITSIXupIb0b0c6prhk3nY2e1qtVh11E1WL4SXrHVeG05w1kEpVlPWvWjQ0qsmXBj9yCoSuF7m6Th3jyS9ZINKgBQLxl8J67HIH2qIt2o7QNvECoa/76y4prNbX7nZ1u9tryRfMMscGLkX0mvF4SSD8ot09/eLd/gRC45mGm0COrnhGSlnXxzy6QPgysFWnQJb4gekmjiyQ3bQJZMXve921iL6yuOjzc4K2aIu2vtsmXiAki7a9iG5Zl8vKp87Q7iIQbahiFQi/4JHaGUog9OzbLgI5zes92rYKhLzAWKvjEEiJsd+y2YqbQBrmw9MhkHm/73VM4wVgUiReIDVjhCFN47UUNR5YQ3vbGG4Ys205R2YayRRIQxSxa0dHX79+bfkUCA16llwE0iWZdd/UGGvR8xg1kHWVMZ7QatoFUuMPp56td2wCkbJeKRGIXyAQACZF0gXCRwYiemvf75v6wKG73a4+obBrND5VjWUY2joRaVUer7LXrQKh8oNKx6hRlkzxJxAK9drvVoGUGctTwYWeZ7dSUYRAjvggp07/Va86VoG0uO+oprNuL6LTyEt7aRCIBQgEgEmRdIHQt3otqNoF0tSsYAqE4jlrnboLhO+o2pMFskvVcLYsKhSlXb8C4TFRE5BFICVRtSDB1Hn8J4HU+RhnKXvKb1HcBJLlxrEKhOYG6EUQCMQCBALApEi4QE6FCHqSQCzzdQ24KUTU5hGdJvda9gU54oFc3TUFIo7d00oqJfsIhEdwGS1/diruKDsFQm64qtPEYPXIEAh/Fkp4nZL0Kp4pLJtAhDiFpiAQCxAIAJMi4QKhcEviWDdrILueAuF1Z8Zau25F9CXG1JYW97URCIX/JRqvnD5Q1Y5fgVDGq6Rlw6wCoSUpgm52tVxuiYess5KYRZZt9p7YaiB5xt6IV1TuWQRCAxCF/k/dg0AsQCAATIpkC4Rq3LVdqkF3TIG03NgV8bvGl+wdOQVCR+ota+dCr4FclfXVIEfOGoiHQGgApNBwRq04p/H2+DBH219RL6Jbd0e0CKTHjVbVn8EQyCkZqrqkzTCDQCxAIABMikQLhNcPtvnCvda6ZRaWC0c0UlnljZVdu0AqpIMOHyJcnVoWEmazR/XVpaurJ7QW3QZF8F1R1KDtqogqdanKj6B2Tx0LCY/q7W39OKVWa9Amum2eVCvZBcJzasopr4OU+P0QiAkEAsCkSLBATvlc3ZJeCFmXBXK63aMNRlhLuaprG+NSI+VU5JHUtkUgp11quySSXKzWkAXSEdUKovXmdIBAdnnjsr7ko+cQSDZ7uv6gV8qXSl9XK56DGWMEQiOZGm1nslRtmwKhzhs5NqZ2IBALEAgAkyLBAhGDCVoKsVujqC0JhLYlMVNLFKn5t3W+VK9D9fOORSA8R5QnO2xTxD6SBCImSenwZ+snkJbeiMY7ascpkK7UM1qR3l8gYh0j39lLKqLzG7v6eKeHEYgVCASASZFkgZwqYqf2bHa3VDuSBMIHEqpSKpfEMISqDHXGWkIKuyXWtaWwyoyVxJHWa2xdSmHxKVW9aqVTWV/lI4EBKayqtnl8Nnt6xbade2H9JoSgaloSy06y+ZoJz6WZL5Gnr0h8kkBOFaaK5ZDZhqKcQiBWIBAAJkWSBZLtdI2c0pG8Ep1yW9pdfHLsMv10VTaq1XV7Ef1IWdWPdFqXV6LTor83+j3yYyz79+qUs9krs0u7zs0UyQKtNvXjtMPHT87XZLseyGm3VFrioyypBtIpGy1Od1FEtwGBADApEi0QK9bNFHVbrLu/Pj9XJNQEom/FyKfODhKIFbtA6HD6ZWxpdYdL3LdfkVDHcUVCEwjEAgQCwKSYSoHQKrvWldiNVzX2TwwiEF6fzz9oV7e7/NJUfCxDXLnNFdYvVuspEJ4RKz1oV6vdpZqbcSCQ0YFAAJgUUykQsS2IgdvL8ykQMb/XHGK4XV69D44aCO2bKJX3rUtAOBDIqEAgAEyKqRRINlst6ZFaLbuMP/wLJLvLRx5i1pRYADgEzllY8uGW3XTkJRC6POIuBOIDCASASTFFAtleXpaC9Wmlvt3ernc8xgzt5WVtIpMLjeXlZWnCbrO6urzcXbdO4fXF7tLSkmP9Yafe7rbb6y6jD6JifW7bQ13vbC8tJfYv+AACASC5TJFAQAKBQABIMBAIiBIIBIAEA4GAKIFAAEgwEAiIEggEgAQDgYAogUAASDAQCIgSCASABAOBgCiBQABIMBAIiBIIZCC5dwY5H80/vDV41f9o78bel/ETt/6kDggERAkEMpD3/zPY9NH8ldn8s8vdn8y7Xw/fl83h+jIOJIfNz38w+/N26CO9em3wfixdTQMQCIgSCCRsgXyacoFIgvwwokD6nykQskDEDk74GT9nff88EAgkbiOQdx9MHHdCIMAKBIKf2fh+HggEEjeBfO7XYKIC+fDK4GMwgbz7aOKskUAgIYAUFoiSRAvk3auhcX6p5/RrkVqBvHJ9smEE8tG8+3/OMw+BhAAEAqIk0QKR45NP3CZGzc/n+rUYLJAP7yUkAfwh3awfFgJxOxIEEhQIBEQJBBKGQHw88dtEC0SyAwQSKyAQECUQSCoEIs2YFZz7eZDrk40sEKMq8ta8EwIJCgQCogQCmZBAIk1hvXtt7877yEYg8rk2gECCAoGAKIFA0jACOf/fiAIJcQQCgYQKBAKiBAKJm0DkwUJIApGeUwcCmRIgEBAlEEjcUljyg3KhCMSZwJqUQGRz6UtJIJBQgUBAlEAgMRuBWI71IRSBSA8aSiBvbU/2mZff/wgokE/abRBIqEAgIA0Ceby4uOL3AL7bvtO3vZVC0aa5Ga4cOPXbpCXVfQUi9WGgQB77Ednbj5uc9wMEYkk3vVrxK5A+58y1d0MKhE/acgxkbAJx9uFVKAIZy3tnWtpCICAhAvH7XncTyMrMzMyMz0/K8G3fWYKa65f5XN/jvrMLRG47SCA+++ssRLgKRJbh/zbtx/USSJ8+5KSq/HACObcF+AECcenDW5eR3dACGe97J+ltIRCQDIH4fq+7CWSRHrzo63MSoK0/gfQ5rtySp2LktoMEYj/uu0+v+MVAPr0LIhBLlH5t76+XQPq8NouRhhLIZ1s1ZoBAXPogz/7aDCqQ8b53kt4WAgHJEIjv93qqBfLhrRR2P29+HFYgtnzTq5EF8kGqWQwnEPms8hL48AL57PaM5+fn5/ZNXyCQoG0hEJACgfDhy2Nfn5MAbYdIYbkfVw7bPDDLbX2lsETbD44FF+8/DScQ2wHePx4iheX62qTeWw48PxC5gMG16ieFZemDZbDxWp5Sxtv63MpkvO+dpLeFQECCUliPgxbRVxYXfX5OArT1J5A+x5WDu9jkQ2o7sIiut829dfu2v/luCIE4Ct6GfwYU0b1em8UCwwlk095+UBHd0QfrS7bMX6C2fvfCGut7J+ltIRCQkCK63/f65K8H4lMg3sh1gs9Bt3PPOdd7iwN+8C8Qx3jhc26kabxuS0B8CuSd1YYfBwtkwPxhvYFxuSzshRUCEAiIkkSvAwlNIHKk+yOoQDz88b//vf7gVyAuBe/zkQTi2afBArH1ZXP4dSA5q3E0SWAdSKhAICBKIBDHF/93wQTiPtvJjNY+BOKy5YgtMA8pEMsB354PIxDH2OXj0CvRX7mm4yCQUIFAQJRAIMTrPmUHnwLxmO1kBlft8q5vvQXy0f0Qm4EFYpHA59xQAtn0Sqb5F4h9AYp4TggkVCAQECUQiGMrkreBBGIJuK/fv7eu5zCf3nsrk1deCnr/IaBALH36OD+MQFyWr28OKRBn/Z6rGQIJFQgERAkE4gh174MIRM73b/I+vJOF8GmgQN5ZDWT59v7H21wQgVgksDk/jEA+uBXf3w4lEJf6/WvKDkIgoQKBgCiBQJzpmncBBPLRpZHbbV4C+WTN97yyjQBev303tEAse5hQ7PYvkHeu258IR/gViFv9nmYEQCChAoGAKIFAnAscPgUQyCe39Q7mI9/Pz398xdl0EUjOpg9qbq/J/3H+6t1wArEcgXai8i2QD+7++N//3r/zLRD3OQVvIZCQgUBAlEAgznz/ZgCBvHIbwJhB9LNbSUATyMe39mTPHx/m53OOJSGvhxOIparPJwP7FYilGPPamlp7lfMnEK85aW8hkHCBQECUQCAuX/bfjSQQt5L3+z4CccbaV65pJLp1CIG8txnJr0Bs27G8tdUyPr/1IxCLdSyvfPMd3wdriL2wQD8gEBAlEIh9vZvjy/SwKSzjilRS6D3vIxDHfutvXQvZPOT7F4hjJyt/AsnZ6kGfc7aOv/UxAvlgGT29t+rks5Hi87uVCegDBAKiJNkC8crVe+MiEpfInhtaIJLDXmsR8p30wFd9BGJfP/jWvRTxYSiB2JaAzPsegdgyZ59sybT3g1NY9i3BPtrXyOi7g0EgIQCBgCiBQNwuuPR2+HUglihL1wM5l6Pmh34CsSV83Kf2ii75FoglD6UZzZdArBmrTdtQ6PWHQUX03Cvb+dx0Zun+ENvcQyAhAIGAKIFA3ParFTWDoQTiug2JXMPuIxApaL+2TgF79VpeQuFfIJbe6C391UDkh77P2ZbIW0dSLgLZtOcDP/O1H/YZAfzAEEgIQCAgSlIvEPf9as+H3wvL48Ibho/6CMS879y+Edc7LR+kecWnQCwFeM09vmdhbVqDP/Hxtfmc/QXy1l3FtnqOuBUCCQEIBERJ6gXi2PPJkUjyKRDXxdvSwfoJRHuO95ZLZmi8o1m+utB8CsQSxo0xjU+BGPahVR/6i/tsCKW/QOxjDf3JP/3hPLsQSAhAICBK0i4QOayfy4f7NPR27vrXdAciXH6kwsjbt24LCcWEsXM3fRC5T2JzFN8C+eg+mPK7DuSjy2goR06yVy7caiDWgvmrPtfsgkDCAAIBUZJygVjC3UfZJn98HFYgHgu4X0uDGe+tTF7ROvPB+BKIZVqAVM7xvRL9rbPbtD7E315Y0v1/yAWdT6/tOTUIJAQgEBAl6RaIJe302VoPMaKfb4G4XtNWn7M6eDfe0ATi2MNEw/9eWO8d3TYZOI333Lniw+pXlyuLQCBBgUBAlKRaINYhg2OtxqthBUJb8FoO+fqtPJ0rBIF8emtgv2yJ+ar+8BDFEJspOro9hEB0DTscpPnVaAiBRCKQ3W6pptKjALCj1krd3fQIxOC1y1duuRLwYXDRglbb2daEiCrAMAKh+Pnp7eb5+/fvN9++cnvW0QTiB8sSEL4kRUN+cZ/7S6gP74xrmn/Izb9zExp/ie8/eWyTok0NhkCiEcjuV0fQAMBCeQiFpFggthmnr1xWc/ALcQwpkAGMXyB95hPbCeH1uLHprg/igzEfAAKJQiB1jD3AQNQ6BDJIIB9tcfa9+6ze129HFUjuHX1nf/dO++Kde2dib/r29RBsjl8g74Yh5y8DJgGBTFwg3cHBAwDGuhBIX4F8tF/uSJ+s5NgDN7hAch9fvT3/bBYk/vh8/vbVx2G2BQ4W/EMTiLxH5WCc10QfBAQyaYHUo45LICnUIZA+AnFe8dt4lH0P3FwwgXx4+979Eud/nLuWRqZQIO8+mrjO6YJAJiyQXeSvgE9Un3WQdArEEaqlrUssa6ZpYDK8QHKf+gfx809pEIh8/l3XSEIgExZIz2/0AKAHgfQRiG3HDWPTJ7tB6GBDC8R+gVoXXDctgUDAOAWyG3VMAkliFwIx+dB3sYTFH/KaaR5ghxSI/ZJMfuMtBALGKxBU0EHodfS0CsQSvez36gsMhViGE0juPHjwhkDAGAVSGiZ8gLRTgkBMXOrWRqCXNp21bB2oh73hBLIZPOKmTSBgsgKpRR2SQJKoTbdAPm3KSAmp9/pt8lDg3NLaMmGX1grOuy4T0ULiUALpe10pGx/HI5Bzr5Ujlof3X0siztAw3YFAYi8QzMECQ6BOt0CGCrZWXksBzrbhn8RHPboOJRDr1/8/aEOTV69efaL/vN387H3VKp/4vqStG//zvReW4N37gUhSgkDiLpBhogcAWQikr0Dm3/7v9at+6/rmA2ymKD/P50/2o78zLlHL9eLjyaMUiA+kUR4EEgkQCBgTEMgAgeT86GM4gXy07c7oQNq+1mOLx75AIMAKBALGBAQyQCA+GUYgcgnEvfHrkcIqBAKsQCBgTEAgkxeIZQTitn+HZRMVjEDAqEAgYExAIJMXyKAayNuU1kAGM7xMAQGBgDEBgUxeINarOdGc4rdvtVlYb9+e22ZhBdgcHgIBViAQkAaBPF5cXPF7AF9txywQqQ8DBSL392OIMdPlPHgKxM85CyKQAce1CMTWNjSBhP7emaa2EAhIiED8vtfdBLIyMzMz4/OT4q/tB75N+KdXr65fffroC7PtcH0YJBBrf0dZiT74PHgJJPzz66+tLBB727AEEtVrS0ZbCAQkQyC+3+tuAlmkBy/6+pzEru0ggViPO8peWIP76yWQqM6ZLBB727AEEsFNJEUAACAASURBVLf3Q7zaQiAgGQLx/V5Pt0B8Jtf+eBWovxDI5F5bMtpCICAFAuHDl8e+Piexa+srhfW4z+XWXXj/IVh/+6awIjhnjhTW4zGlsGL0fohXWwgEJEMgvt/rrkX0lcVFn5+T2LUdWER3HvejvLujgz82Pwbtr2cRPaJzZimi29qGVkSP2fshXm0hkLA5C/Voh99YUsmGKxDf7/UotnMfJ4Guif7u1aZ191udz5uvXC8QPoFpvGMA03ijJkYC2d/Z2blg7Fj842BvZ2dnn7GTnZ2dk3E8/cU+EeDQJ/yBepcvMq69D8bhfmbHvgnyxc7OzrFxOmS0M7ezs7MTrsXiIRC/QCAaHz693Xz/+bUYjPzx+vP55ttPI8bJJAlk/t0wRNL9KSBGAjnOZDJ7jO1kMhlXgWQymWPGTjKZjC1whgMdnz+D446dnZ1v7r471PvNe87ZMX8MAZejXYheaqdDhjpywdizTCYDgUwPHySCHQHxEaREIDQC8Yh/FDH3xyuQnZOTPW6Gs5OdnT393xOtQ+qFySFj+5lMhgtk7+TEjPN0lBA7dZHJPFM9BbLvegJ3IBAAQNoEst9fIBQ490Xg1PJM6tnZIWOHZ47W386+6fdq7VRLu4uT/T3jl719Efv39IB8nMmc7Wcye8eZzAX9qwvkMGOyJwlEdH3PMWTQe2fPQYmOGL1ztDs72T8xhmDm8c729/kjzoRAtNMho525nUwmw0dM3/b3rSOnbyf7x8fHJxeTuTQYBALAtBMjgWiBmgLzN6ZSpNPuuDg+PhaB80QETi2kftPaO9JOxxRaxb3EGQ+oRrsLirCZzLEI4Pt6IJYFcnIsBLJ/7CGQCw+BfJNu5LftZTL2cH3CxyimaKztvomMmJ40O9ETVfTynx1qT7FvnA4ZceYYHYAaHlIuyzSIuideNx3nZBIKgUAAmHZiJBAaWxwKj6g8k7/P1H362r2XyTwT8XtPBE7t+/kFb89tYeWZZppDt3Z0ABGjeRSlKMtjtywQPsjQ/6UOnVwccqcR9IhDD4Hsm4WJQ97PE+q6FW4yca+zHY/6PMh/M3rLf6Kn40+iCnNop0NGO3P7/HRpRR3DMUKbz3Z2+BO4FXXCBgIBYNqJkUAo329WEXYoFFOUvNC/hYuBAN2kRb+9TIY3tAtE5SFZ3Cva0XF3tGBKgXRnn8LoiX+BSHV99ZnoIEX0vb29Q4tA5AyWNu5xlES4yc48xkd01J196qMmomfaEU+MTuyIf52ZPvMEHjsEQg/fEZ093HumDWbGCwQCwLQTI4F8E4H5TMS/Y/qHvn/vUfCj0L4jvvE/M5JC9lyQdKAzOXTzn1StnTZ7ib7p8/I0H18wm0Aogu/p/9oEohdh+JBAC+K6QA6lqK6Pe46HGR9RfmqHBjvGgagXxj38hR8Lg2qnw/q6j8UB+SP4S9SaUGfNvJW6H26p3x0IBIBpJ0YCYSLwHYp/eIy7yNC4Yd+I2NRqR8S+w4uL48zOxcUe5ZfkhMzFxUkms6fd62xHoZman+hSuNAq1n2L6MfHuhd4junQQyBUoOFhWr2gh15cXDzLHFMvDM4uKL5r9x5a252JXu1pBxKDhxM91n87OTGqNvQcx8YIS0cVr+Cb/tBD/RE8CWiZGk21HTZmIBAApp04CeR4hwe1Hf4PD5x7GfpmroXnE1o/R7Ns9Zq3iZzEkm/PqI529LWcmjlmMQ2chcU5pOwSj88kkOPjY71AsWeN9vKzyl/2tbyYXoq3t9ML4KrxMOqndaSxJ86DdjqcJ1B1LMQUmUBC1UYhh8/GPwSBQACYduIkEGdC/yRDtQGK5I77AwqEIvaxHlQtEbhvDUQXyNkzI5PkVkQ35kwFFQgdnrejH1RLFX0E9jXnXdAEswu+Tn1/9KMOAgIBYNqJrUAocLL9zF5mhw8JHPd/26OIv0dhfs9c1EEi2DvO7Oxp98rtnlE7Oiz3hPkd379AzvhNYv25q0CMSVjq3t6zzPEePfZkT7bfxR611e49NNrta+1oohRvt6Mf/duAZYFne5x+TQ61co9IuonaycX4c1gQCADTTlwF8o1GDns7mf3MM1q/YK6s866V95nmZLa7kAXyzF0gzzh7+r+aQNQTy/oRV4HoFW/imba8wz7dSS/9n7gsA6FhkXg5eqlGSj+5o5Vi+i3O3xNPxqcP8Fle4rBj2VFMAgIBYNqJq0CMRW8aLntUBZrmZJY+6KiuArFzdiKK0WIhhRF2Bwgk0DKQ8QjkmB+Kqv8nPMu2bxbcxwkEAsC0E1eBnF3QAohMhlItNIXIkaI5o0L32dnZTubYspfJt7OLTOZEu/fQbPcss0/tzgaPQIydeSUOtaqMPq3JO4UljvHtbC+T2Ts7O87smHuWiG1MeIf5vd9s7VQpr3bsN4WldbWfY3b4C9UK/FpXVYxAAADTKhAeQi8yO+xZ5sx10YKtVm7/Rq7VLxztLEV09xqIvmpPhodwsYnU4cXJyf7JnmWLK0cNxFYrN7iwjaos7c7caiAhFNEz/IVqM3e1gtI31EAAANMrEArKmWO2QyOQ49AEYnhDN4m6ty+GFYMFok9kEthGI9ZpvEEFQt7Qd1h5Zp3Ge7Z/MuQeu99O+MBEFS90R7wKbR3myfh37IVAAJh24isQmsDE5/BqWXsb8vSlPUkgZ/I0p2+2dtpXe1VaqqdXlS0COTyToBZnbnoyN5RyLCS8ELO+xAQwKYX1jUry+pywC6OduFHbYEvfuFFY80QzCd/Ca6iY/02Tl0Ug2nAO60AAANMsEBp48FWE+iqGAbXys/19EV9FQZrf69JO2zTe2DXeGCPIAjmT6x/S/vJ8Ucn+ycXFHp+SZVwtUBcIxexv7rXyE23XeNvWwGISgNFO1xqfg6YfWqyf5E89zAk80UY5Zgrr+BtVljKH7BAr0QEA0yyQC1qycEKzXt2nIYnNrYwtE81v6Dw461tfObZW5HtKfeMRmn8H53Or9nymsHaMXXLNwYL2s3i2Z0ZfrXOJVWMBu5iwa24hvGNtRwH+gq9X1LaxojnMRpeGGjVc8J4bu2ZpKyrpJVBnxj0HCwIBYPqJr0B4BobvpOieuhHLQMSqCvn7tv1qIM6tFS21iTM9tPsRiLYRL4cC8oXLdu77buMeHsy1zRv7jY+khfOigTEJi++v6JgT3Jd9UfbRe8d/PdH2ix+/PyAQAKae+AqEX7/pQkRUt2lIZ9pVObRcEG/HAyzft11kityWi/DdrOQYShNpXQSydyihWi4aaxzmm10gxiVobeMecRGSbwPHR2ZZ/Vg8pVGWD1K3UMUEXhrL0dHOTqgodLh/fGy7UuF4gEAAmHbiKxC+HdSZ+O7udgE9Wy6If0PPuFwJ0HHVkEP+VfyZUQOgdSIuAjm2LAQRt/PO7Ozvn/DCiDk5zLykrZ7Dso2PzIGUPj668FpOf8KHCPumsvSxytnQ44ZDrYs7Exlx2IFAAJh2YiyQYTnUNnr30fLs4pvhJOn6S8cX2oJFRwpLzx1ZtmbUBglntGG8LhBjO0U7JDh/F3FSv12Y10c3VyvSkGe4gcOhvgslv/ztZC6ELgGBADDtTJFAvgX5nv1Nu5C47obj/gJhh/xahrzlhSXppAmESgxnfdJJQ2IMQFQamAy3dnyPXxVY/EgDJ2M+2IRUAoEAMO1Mj0DoG/rwa+POMpln4lF7fOvEfec6EI78RGcXF+YYgbF9seeitHzF5XnoIoDD7x1y+My4puDwaahjMxGmVYiORe5t7BN4BRAIANPO1AhE+r49FMd8n6vwUE/c8kwXO9KqkWGOdqFH+z3jmoh+uZCvKyV2orfOHhgzEAgA087UCET+vh0/qDQSrqiG5uzkmLJvx8NuiBIYCASAaWdqBLJn1CTiyLcdebuV6FAn+FwQCADTztQIBMSNLAQCwJQDgYAxAYEAO7lmJdfn7mKlOMHOgBCAQMCYSINACsViYT5lDPuaKwsLdf3n+sJC1btlcWFhIYhBqgucmPwl0vWegEDAmJh6geTWtylutdf7fanWKTQalYDPU1iQmB+VXKPRCP7oQr1NvdjuO5DwFgg92Hhko9GwHqWysLCwPmmB5MSD29vroYT9ijg/tlcWwrsgpkAgYExMu0CKPFTw4OMj9BQXFrZjIRA6WuAHU4gXVHNBBFKVzgJF7pxjBNIJ0Kv1er0+qkCIEGJ73XhPFEN+F8QUCASMiSkXSIH8sb2+Xl1YaOfGLZB2VSfgMcIRSJOrY51GXv47IgskVzG/mjsFMl9cD+IPTnsUgVSr2/zbQHN+RDriPUEjU9dXAoEA4JMpFwiJgweJ4rafyDWaQEKMOiMIJNdeWBAvtrkdLIVlOZpTICMwikDa9G9xW/thFKjGQ6+p2XYfzUAgAPhkugUipVt4FKxUKpZ/5+cLzQblVtaLNLuosr6w0K5wtAc11+vrWtNipVIo1tdzuUrdLXfuFAh/cNN4cKVSnM9V6nX6Al2oVAqF9fXCfLMukvrF9Uaj0tGCa4F3ZEHuyBA0zGxdzuxIXX/BnUqFXoLx+3yBemkIhHe0UhEnrVCpUDqswW+i9jlxr1RbKa6Lk6c1L9AN+u+59fVGpVkIUyD8L0qHqNAJK5r9KDTq9WYup/ecn2n95Nup6nmwnPxobVwlvwu0PxW/Q/+3Wanwgw9RX4oeCASkQSCPFxdX/B7AV9t1kcXR2+pfp42v1QWtssvzIhS0jeS4XEARY5j1hQWKpvUG/cfZB4dAOtqDi0ZZop7j9fw6zzKt00CBJ1PofjooZWkK1hqGj6//jvOwvbBgrb/rr6LJ21YXFsSr1iwjnmxdF4hWHqjyttQ9g4JU6NEtkNOb8z7Qq+L5M63ITsGeXqCZc2ovLBQD/Y0NgdAh6M/Bz+TCgj41Qjxttaj/aZryX85OfWHhQO5DTvvL83Gb/C6gP01TSwTq/24vLBS2PY4d+vs3rLYQCEiIQPy+190EsjIzMzPj85Pir+02/65ptLULRAR0TtFFIGZdnCRA30v5XUaV3NIHu0C06Kl/YRaRVNzQoWhkHssStoqmTfoLJJdzPw/02gqOMpCQJLWlr99meDS6uW4TCD9uc5BAjGp0lfrQXFioa0bm1jT8YwitvbDwT7+/m/ainH9jh0D0FyWydPZXYZrPrUpOL+vgsfm7cfLpYDaBrPxDJ8MqkHWPWRnhv3/DaguBgGQIxPd73U0gi/TgRV+fE59t6Ruv1NYuEIoz9WaxWCx2cvPzhU6H0j///PPPPx0edygYNoo05ZNi7ToFmPrCQoeiVc7RB7tA6MGVIsVqiju5//6hIvt6gZL461wghcrCQoMiMj1XodjpVPigZH5+/r9//iGHdDger2xdy805zoOjelI3X4UmkIVqp6hPiKKaQqXQIZPy0FvodDo0buPH/a/ToVPU5B3hJ45+MPNQdCaqnQ4d8p9FEZjbFf5UfAiSKxY7zQYdumAViNffrdO2TBCWXpshkJx2wop0wuhFrBt/qf/+qeqvgo/u+Ktym0awSF1qGzkoehX1YoG6XTHeBfwl03uHBLJoFQi1brhMZg7//RtWWwgEJEMgvt/rkxGIiF2eAqnY007FhYW2HLR4rpziYoGHbB75c/NeAmnXOU09jtMPFS18Lv6nqYQHIv6fIt2zLX9JpsGC6C+17vfC6PBt1/NAL0FumdNGAGQCCt40RzcnSu1Ns5v0q1FEp97px3UpopsCqYtjLbYXFg40gZDVGpa4nTNKDgMFIrvGQyAU3M3+kIj110httVdR1BrR+XQZwS3+J3JQWmpNH7boirAU0d0Ewu+kAan9uBAISBvZGAmED1+k1EI//LUVAclo6zYCqcpVXk0g4rh0Lw8/ItbqAuFHzTn6YOa71vXQpj8VBdUVUgIvyq6vVySBVHWB5IrFYoEGOPy4vgXiOA92gRjjpbYIslWtg3Ue1jt6PK7bBKIft69AtHLLysHCwvZjI5zTQbUAnKMF3xXzu7omkMf+BCK9Np6YKxQ6xpiDryUv0mnIidf4H7XVXNDQGxln18LKzMwBT4HV+SvTHS4X6g2B8BTWY6tAuA7pqQvjfv+G1RYCAckQiO/3umsRfWVx0efnxGdbkcIy2jqK6CJjby5vptBhHFePh9Sq4SYQSx9sAjEGN64BxyGQolzNn1/h45W+r6yhF3Ht50GLqQbyq1hfXHxc1RZSCIE09W42bALRj9tXIMKsYugh/tHrKvxf8qGgbimie/7ditYUlvTapIWEoupRMcpXOaFB3labCkDZRj4Y3HZf6bGyuPiu0ZbyXWLoqL9UyzRelyJ6R86lufd3MBNtC4GAZAjE93t9MtN49eit4RBIjmfozW+1ltBhOEB8aXcRiAzVQAocfp+RxtETOJZIbBeIVK1u+lwHYq03W19j0U0gdfEqrQKp6N2U14EYuZxBAtEnSdMIQHqcdhbN6r0skP7TeD2nDJiH0gdMkkAMDVIZ33qv96J5PvdKrscvDCUQevGJ2VQydQIRV8Q4nJszb3rxotWn/eWLHz9+vLiUbmq9eBH8uhrKj7XW3DVLAdmQBeKXyQiEvopKv+rRUP6WXqjwL/8VZ/7HCL1CQz4EIv1a0R+sf0vvJxCqQFQrnU5Tj+6OccQQ8Cq9CSXipHGUTSBG6NULAUbvpFNW8DECaTsFUl9YaDc6HUo7ySOQQC+KukHLdbR8I697NzudpjkCkcdR9GdvaPQRlqbUbZqbrTHvKRBdtdvS3xMCiSWtF9dzcz9qVoG05uZkPTCmrJl+WJvTuFaM2y7n5qzGuZQeX1tbU9wOtXZN/GCXcz8kgVxK/aj9Mqmx5JOdaoEUrTtf6NHQqG5oN1f1iGmJ2/qaNbqxM6xA5AcXBwlEL/oa0d0tbvtl3fpQvQN6McYqEL2bdLOrQFy+aJsC0R+kbd9rE4jeTsqOaXNwh8ecxqu/xnXppBrpQc1VpEUf+tWkKZd/rGUjuaCjb1Gs+9n2Hoo3qRKI+mvu+sevuTmFBHJ9rUXpy7m5F3KrmvT75dzcWk1lLeXH3LUhjRc241Aji3B+uBxqbe76169fLgIxZKXorpqbm4NAYr+VCWWoxHzNHEUYMcGUL/+QP/zG/uX8i65+Dx8X5ERCJDesQPi0phxfaSfcMEAg/LF8zqxoIR4eBF5f75hpLu1VkFdyDoFQr9b1r/SW3kln0LYloykQmstKS/jN6WqyQHSFShO8yDg0BawQkkC0P40+h4xeel3/y3k/xzqfkszfBuvaWbfsLcBPijzJV3uNukBoAQh96UjOfiepEsiLuV8q/68skNa1LWArkgFeGD+SdgQ1Go/IQ5A1UxPK3NyLtWvDJ9Kh1rQ2VoG8MA/LlCnLbGWnWyB8hVm7vl6v8o8/Zau2622KO9V1Wq+8Xa3Xq5QE17I+1KBdrdf5omSKj20qxPJ7hxMID9jbfFt1erAo0dbr9YKbQHjgazbrtERtu17UH847MnyapGK+5or2q3gVPIxbBaJ1s7pAeRwKprQVJMXIarUqon5D7wgfvhD0iGq1WhSBeoHfwCVpEwhNeG0219s04VXMbRar9LZtpfIAAuEbrHQqVfpLVtdz9lchlmJu1+vV7YrHxoz1df63Mdb70Eus6ksD5XcBr75Uqwv0TaDeEa+qXecPTs6e76kSyC8+clDn5lQzhVW7nvv1Y+5aHlKsUZLLHFwcqkytmSOQy+u5H7/m5CST+uKHPoz4QZq4nLtWHYdam/v14sWL2q9rWSAkL0NWyty1qsOmgGx6tnM3Vyzz8m5bXvKtZzyMwi/P+lTle4cUiPFg/v3deKKiaxFdq/ryrU1EfDc6EmDvWXMrFHlxufYabQLhDqAhi5H8MdAGZfp0p4qt3lyUV3yLbaKsAtG7weenCRvpr8p138YhBKL1emGdGymnd7JtTAUwyujrfTfeF/eKrUnMv471XSDWnW/zt866KIhJf9hkkDKB0NCgNTdHI5DLS5W1Ln/M0aiE/nvpmjay1UBql78o5Kv030uX0vs1H1CI/7od6PJaFoj6Y+7XtZEOk1JYv9gUkJ1ygRgTrbZ5UoL2SGp3eGarbW5bIe6Tr8WkTdXkcz21a1ENKZD53Lr04AECEXtKVQs8SjWlhwf7mlvQHlsV87/45ZP0K2rZBCLm2m7Tigp3gRgdWXcRiDb9mEYjToGIyzZtF/mjNGXQQnz6Kj+iQLRNzNbFXzCnvYo2LfzXDs2Xx7sLxJh6V9XrMTl9UnDH5V3AZ2ttFwqmQIp8py1fVyiLCakSyBppoPVj7gcJhJJHL+bmrnmZ+1IeCvSZhfVjTgxW1LVrW+WEUxPldSEq+3P/4CMLKYXV+jV33aIxjmqkvzScD08g2WkXiFjOJubWEnyabS4nZsHmCoWiNu/WxJiKy38Z5cqnQzw4VyhK/dI7IvV72Ke2PLbvgXKFQp9pwYM6knOcP8cJKMivik74fAiI5zVPGH8Vem1E3OD800qPtr0i3trjXSBOUCFnLjvs+6JjSKoEQvGfBhM1EsjaWou1Xlxq2SJVeeEcNaiKhRpjivmAS5fJv4rIjHkIRFEu1xRDIJdkrxofmlyv0egHNZDkCQSkBMpkjXy5qQFY9p5JCukSCFv79esXBX7LOhBPqFw+N0xiSRMIr4TYn1kcY80QCGXBuIKUX2Iwo5DUNDALKzgQCAgbymP5ue7kSEAgyaH1gxJWl9cWHFFfXbNwyV5YH3DpYhzVYwRySZmpy8uWOQIxLXHJFybK03gdR04gWQgEJJ5CXb/e7dhnRkEgCaC19uP6+vrXCx68L8Wqvbk58a8e9Wt6moqx1qWJNoCRHqCH+Zr+Q0tMCDYL49KhNFSlpsoLD6WuSc/VZ2l8YshCICDxGBdfsV5KaxxAIPFHuZ6bu/5FKz/MGK7aFpa3pHr6pTQqkFb8WYsVlHvSfuTq0DQidkz54ZzQNTdlxQ4PIBCQfPjiye1qv31LwqK6HWBpTtSkTCC/5viSDXVN8oFdIFT50H9em/sl0lcv+gjk0iyP0CJFepDLodjlD41f9PiaNN7gQ46aFZZ4shAISD6JmhM1eVImED25pEqLz+0CYZe/jKh/qY8gWn0EwtaudWO0rucow3XpcigT/vgX1gL9mmr93U+NP+ZkIRAAppyUCeTF3PWaUlMuf0lTqhwCYb+MO9fmfmlDhH4CUa/N3a9+aStFHIcy4Y+/tBboa+yHBec0rsSRhUAAmHJSJhBV/+L/q+VdA/khjSD81EBqv+S9tGo11fVQJtO24MMDCASAaSdlAqEFgGsv1qzbltgu77EmjSDkSoVxY8u2UvyHcz6vy6GY5+OnlCwEAsCUkzqBDEYddg5tSw3tUNMEBALAtAOBgDEBgQAw7QwhkKnYYxxMihYEAsC0M4RApmBpApgcNQgEgGlnCIGUJhh9QOIpQSAATDtDCKQbdUgCSaILgQAw7QwhkN2oQxJIErsQCADTzhACyfaijkkgOVz5e09BIACkRCC7mIcFfNLyNwCBQABIi0Cydb/hA6Sdus+3FAQCQFoEgjo6CLOCDoEAkCaBZOvIYoGBtPyOPyAQANIkkOzR1eD4AdJNz2f9AwIBIGUCyWZ3uyVpw3IAJNRaqTuEPiAQAFImEADCAwIBIMFAICBKIBAAEgwEAqIEAgEgwUAgIEogEAASDAQCogQCASDBQCAgSiAQABIMBALSIJDHi4srfg+AtmiLtj7bQiAgIQLx+153E8jKzMzMjM9PCtqiLdr6bQuBgGQIxPd73U0gi/TgRV+fE7RFW7T13RYCAckQiO/3OgSCtmg7qbYQCEiBQPjw5bGvzwnaoi3a+m4LgYAEpbAeBy2irywu+vycoC3aoq3vthAISEgR3e97HdN4AZgUEAiIEqwDASDBQCAgSiAQABIMBAKiBAIBIMFAICBKIBAAEgwEAqIEAgEgwUAgIEogEAASDAQCogQCASDBQCAgSiAQABIMBAKiBAIBIMFAIC5UlpYqtpt2l5bWHbfUR3+qN0urtlvaS0vZ9PAAAgEguUAgOkftXqn8YJd+bDO2nc3uLms0ySn8LB0t6RzRLcEj/dHRkfihxZRsNrutH7aezZYYy6aHBxAIAMklnQI5dYwnspUanQmmdg2BrPMbGGNdQyC7+k3s1KdAOsxCTbu5zNiRJJCyfv8bCGRkIBAAJkU6BXLE2LLtlhZjpauyylhdF0inRCiMdbu1Wk2MQL5yGGtl3QVyykcwQwukyw+r8KeFQEYEAgFgUkAggmVxS0VleV0ggipj3WVmOUsdxnpcIKXlZaswTkutjvW4p5XKEmPLlUqlzFi90nEXiKDE2C7/7/JyCNWVZACBAJBgIBBrRM8zVRfIUZvoMdbtVKvL0lkqM7bOBcIYsxbb64zZDZLNdhmrZrPZK64HDeEKq0DISOIuxsrZlPAAAgEguUAggp4W0WuUnRICqThrIJwHItBXGKuVSjZdtF0M4iYQRVePKZBOTdxWYqxUepNNCQ8gEACSCwQi2GasfJQ9XeZf/g2BKGVivV4ul/Sz1Ckx1iITuBfRXQziIpBTlbG2RSCnXVXrE2ogIwKBADApIBDBaYkxtdYScjAEop0YowZytE3zpWpcBB6zsJwGcRHIupGl4gI5rSzRHDCxIgQCGREIBIBJkT6BbHd0gZwun5o3H/W4JfIU/A2B9Nbr1faTXnV5+YqfJQrz6pJ4lFUgRwarFoOcVqs9xpaq1WqJsXZVmzxMz6XuGgJp0zMrWjkFAhkRCASASZE6gWxTeOcCOe2xkracj7O7vdwWkX+71apKNRCtZP6ABhOKWGroEIhYRaJjGuTIOo2XiifZbEdlJT6TSx+BtFplY10KBDIiEAgAkyKFAmGtDgnktMdY3iKQij6l6qhSOcpmK61Wq1ar5ctXHV0g8jKPSkWewmsVCK+7i0O1Wi3GVP5f1mpxgZzmGaNZvW2jBrJ76tKLVPAAAgEguaROINwgDcYelG3+oNm5ZhNjHYjG0EG3qwAAIABJREFU7vJyQwwo3lBR44h+upLu7+r7nlCyy1pgORL1DmO+1VGZRiK7omiu3XpFk79U+kNc0Sr39PAAAgEguaRPINwg/H9Wf5BA+MoPvvZDCKRXlqBK+BFjS7sPNIHwHJSd3Zq9QG8TSL0mKvXbPKNlCETd3eUC6elLDNPBAwgEgOSSQoHw0E31clugNjakIoRAVPmmB1JJ44gmUomCxiB/OATCWItnqbZVtm4KRH8KSm9l08ODqRNIrrnR7T4cO93uRjOHPqPP4+7zANIoEGEQuz9IIHz3K77/lRDIE2P33Z4hELWlkkBIN52B/qi02+1VxpR2u62yGo1udrNXJa14srstpbAYVUke8Mq968hmSnkwVQJpdsu2Yth4qZW7TfQZfR5Xn32QSoGQQRz+6F8D0RaFGDUQMfP2aND444nj72o7sK0GcsTfY5QsSwkPpkcgxUcTDRA6tUdF9Bl9Dr/P/kinQLLblgm8gjLtYsgp9xNIuV1mrMdY7Q1jNdum8JWWLX/VVezYtkk0ayA0Rim1GFtuMXaVmjr6g2kRyAHfwywaSgfoM/ocbp/9klKBuOFSA3ETCEdhakXbVNHazH59wUFYayAK5a/WVdfqynTyYDoEsqGwSFEChAn0GX0eHQjE4ElJwmEGcZZOtRlZnTLVP5ZHv/isJpC2NtHrihaQdPQiSQp4MA0CKVq+YR4ql1sT4FI5lJ+1VBylz7VS+eUEKJdq4fX58PJybQJcXoZ4nqNh2D4PAwQComQaBPLQnKynfN+8N0E2v5vfbtW7oH1++u/9CfLv0zD6/OLX3AT5tRZCnyNkuD4PBQQCoiT5AikYXzFrz2/uTZyb58YX5FIhQJ+f3t6fOLdPayP1+cX13MS5fjFSn6PGf5+HBAIBUZJ4gTT1uFI7vxcR50YXmkP2WflyPyK+KIH7/GMuIn4E7nMM8NvnYYFAQJQkXSAHLS0hH5k+uEK0UUjrYJg+tyLTB1dIK1CfI9MHV0igPscDf30eGggEREnCBbKhpbi3otQHJbK2RD/UDf99fhlB8krm9uXwfV6LIHklc702fJ/jgp8+Dw8EAqIk2QI5EDFCjXT4IdgUX3fVA599jnb4YRmE+O9zpMMPwa8h+xwjBvc5ABAIiJJEC6Qpgkktgtq5kxuRxmo1/fU54uGH4LY2VJ8jHn4Irofqc6wY1OcgQCAgSpIskEItRv64d+9G607BR5+VWPjj/v1bZYg+x8Ifc3PXQ/Q5ZvTvcyAgEJAGgTxeXFzxewC/bcUczdq92CCCVmlwn5X7cUEziGefHy8uPtb6PBcXrvv0WX/vxGb+rpVS6J8LCAQkRCB+3+tuAlmZmZmZ8flJ8dv2YazGH1IW625gn2My/pCyWHfef4unos8xGX9IWaw77/eOOM8x5C7szwUEApIhEN/vdTeBLNKDF319Tvy2LfIiqRojf9y7dyP6VOzf51aM/HH//m2rT58XZ2b+EX2OkT/m5q69+qy9d8R5jiO2Po/+uYBAQDIE4vu9PiGBiCRFDOZfyZzzTpX79zkG869kvvTp8+LMjOhzDOZfyfzw6LP23olpAsvZZwgEJJsHkxEIH7489vU58dl2IxbrPxyI9SAH/fr88n7MeOnd55UZoZe1uZix5t5n8d4R5zmmHIT7uYBAQIJSWI+DFtFXFhd9fk58tuWF1MNYJbDMMojSp8/xSmCZSSz3Pq8o8UtgmUksxf29E/H+7f1Rwv1cQCAgIUV0v+/1iUzjPYhjAstMYh149zlmCSziy6A+xyyBZSax+vQ5toS7nBACAVGS1HUgpZjN4DWpeU4xLcVrBq+EMqDPczFkQJ/jS99p3kMDgYAoSahAinEdgOhDkKJXn2M4ANGHIJ59juEARB+CePY5xoR6eSkIBERJQgXyKLYDkHv3eBXkb68+348ltb59noslffscZ/4O/ZMAgYCISKhAePB4HkK0v3n+POxxzHPqW82jz09HivO3t7fjKcE/7dfnF3Ox5EW/PgfnYm9vzKtIXPocHAgEREkyBdLkH8TAU7CeX9Zql8Ibm4wp1ju/j2qmG/c8hehz8Ph/+1QRyxQV50UMn45spn59jt0ULMF1vz7752xP45BdZDL77DiTsVyEPeY5LAgEREkyBdKlXtsCv282tfig3LgKZIux7yGU0bvufQ4c4u+kr8Xqne3Ol6MKRJTRPfo8F1P69HkI9jMa39wFcpLJnFgf8W3PwtnQAnH0eQQgEBAlyRRImXr9Pfh2I4eXl6qooWwyph4eyutJDkcurnx3XSXN+xw4zP9Lkfzu33///feO4ua/1ntrI8/ueurd55hmsLTFhO59HqtA9jIWbPf6wHOnggBAICBKkikQ/h1/M1h4v2TsUlvx95wLhLixRv/Rclibrolu3mdb4PfPS8bK+s9l+2p2Hv3to5IA87Dc+/wrtIj/g1KH4U3p+uXd5+EEcqYSzF0g+3SjQyDPTPYiLYJAICBKEimQHP8YBgzvqqaLc5682mTscGtryxDId8YolIxmEN69nFufAwd4OUn11CaQp4y11BENcuvd59AC/qUIn5fhFkFc+zycQL5pP7oJRH2WyTyzVtX3gow6LNj6PAoQCIiSRAqE10kPgwX3G/2R4gdrDWSzxpi6uakydhlwfMPhAajp0ufgk3i/MKaK4vktVUOk1SRfFMbUf/9VGSsFHt/cv3+/5dXnw7DivXY58xA31vLsc4AU1t4Z/8chEH73fsgCCfHKhBAIiJJECmRjhBr6DWOqq0BuzrcocNQ2hUdY7ft50GlevLq74dLnUvAAz1P7rVqNB009m3X75SXv6r/37/9LT6o8/RJ0mlfJq89hDRiuScvX15eMqddhDmnc+hyeQE4ymZ0dmzCsNZCdAAKx9XmSAtndXl2ecla3d8MJjik4VyOfv0QKhE+0oUJGEA616sl3fghKYT1//vxGq1yoWmX+OY8hQUchPLB9cemzUcYIwJ2R3FfuLJWLlpbbejpSlaXs1eewBPKDsZbmkbDKIJ7neUiB7F1cXBweXlyc2AVyuJ/JPDv89iyT2T8MUyC2Pk9OINVY7zMZHko1oDNSeK5GO3+JFMjdKDu5P2fscPPezXOVC0Iqoj9XL6XSx/mlujXSnu5dlz6PtpP77Ze7p0/vLGOMp2pJKn18KbdejrSnu1ufw0o4rWkuugz1kO59DqcGcnjyLJPZ+cbYt51M5tmJoZC9TObYnMV7MewThjuPdxiBHMV8l7AwKR2N4I6UnatRzl8iBfI3dTpweDe+WNBogwSiqiFf13DLZcMK3ueA4f32XxdCXpL+0qvPYUV7hSYE//pFC8gvwxSIW5+HYZ+SVDvPnmX2rQK5OKbxxTH/WeV5ruOLsGogf0cikCN656vlpSdTzlKZJj0oIxlEnKvLrVRyOcT5S6FA7m2JFd18uOFcSBhDgYirktt4mjCB1Bj78YuxXz/C21wrLIEIjq0CocTVjjG8ODvOZJ59cxuB7O0lRSD0nfrJz9kU8HOJvkOPIhA6V+bczLRxs+X7/KUvhcXr5c+fa/UNQyDPay48j0cKy0sgd4oLdzFNYZFA1hhbC1sgo6aw9vaJk5O9C1sKa2/fssb8bP/CfSHhTkJSWFXGWHU2JWwzxurB/VGN617fk9xTvD61AhmpiG7l5lIrfPAFhHa+x6OIfvvFhdtwRyZjL6KTQF4w9iJEgYRSRJf4dnJywfZOTgZspji6QCIpoiuMLc2mhiXGlOACUWJ4tezJsuXz/KVuGq/g5vllTVXVw0uaf8U517/BHzJ2qP98HptpvDaHiALIXUmjxlhN//kuptN4FcZ+XCvK9YvwdtcKZRovV4KVMe/GG8003l3G1FTkrwQ/VcYCz+alc5Xa/JW549PutApklIWEnHMzRIhSSJi78Y5lIaEtM3MX8m68E1hIqM++0mdjxWUhIbFjHVOMezfeSBYSbjNWnk0RZcYCz+XdDivBkWAu/Z2/9G1loiX4WjTD4pJCxfPQBTKGrUzGLZDxb2XyQktd1ULbnjGcrUyiEEgUW5ksM/ZkNkUsMbYaVCDLqc9g3aMc1uq0CmSkzRTFfuv6++O5vjA9RIGMYzPFO8bK+gTe8hgEMv7NFGnrwx/iSrS/4rSZoh2tiH6x78KFYy93gb6QJM6bKT5g7M1singzwg4vD0a+pEPy+e77bZWy7dyl/RTtP4ckkHFs534nTeF6OQaBvPTuc1jTsGgTE76N/mWstnP3EMiJdVBi7NzudXvst3OHQCCQYZhqgYx0Qamxj0DGcUGpcQtkAheUuuYlC8Za17G6oJSHQC6OXbgIRyCRXFAKAoFAhmGqBTLiJW2pBnK49f35961x1EDGcknbO8Za+tywVvgCmcglba9p+KFehna4fn0eWSBeqK4k4JK2EAgEMgxTLRCR6A4e52kjrLHNwnrukebmfX4azyL60359Du+ShNe/foV3gfUX/focnPFfEz3MEggE4gUEMhrTLRD+sRnhyrM3z2m9B2spxjqQ8ARy6LFZhehzwAj/pSdT/jdkgdT69nkulvTtc5wFEuJGJhCIJxDIaEy3QIr8kziWzQZubm5GWkN07pWlEH2WLgUVHre3t7cjz8Hy7nN4V6ENkR/9+xyYw8Nxz+INM4MFgXgBgYzGdAtkvjTiEGR88C/GJc8+By6jjxNlQJ/nYsiAPscX1z4HBgLxAAIZjSkXyAH/LMZwvzMxADnw7vNYhiCj8WVQn3/EdQDSp8+xxbXPgYFAPIBARmPKBTLPv4Aexm7Dmhue/1D69LkV8oU8Rue2NbDP4ZW+Q50T3K/PccWjz0GBQDyAQEZj2gUivmbGbsOBrX5fMkWfR7ss4Rh4ObjPYS0mDI21wX1OxQAEAkm6QNxKrjfnz8+ljTY2z8/Pb8Ks0/ph2gWiZbrP45jAKvfvc8ySWF/89PlHHBNYA/ocS8JchR4zgVSuymVjw/jOk1JNKevXH6k8KSlK6cmu3LpcfpIygZxvbRkLmLe2eOi6uXQGsRu+yzSraQp5LhbgXt5Yv6WO+7vz1AukKK4reBO3PZAZU4v9+xyvJJZIYA3s83X8EliD+hxHvPuccIFkV3niUBG//bzSXi/fANi4vrhaoV8rpVJvdrbOWD5tAuFbwH7f2rqhKz48v3ePL2S2C2TTePOSQW6MZU1Gvl5EGQhkVMTaujiVQUQBhN0N6nMtRga5rfnsc4wMcu2zzzGkT5+TLZAj8fqEQH6aQ8DV2dnZVeM3fvcCY6U4COR00gKhXVZvaK/uTZqruaktGbMLRKFPG78sOb9ihUK7NyiyMkSJDwIZGfEujdFc3trgJIXosxIbg9wqvvscG4Nc++7z1CewYiWQfM8YgZQY61WOKjXtBoWV67u7PcYYXdLqirGrGAikWutOWCC0ydEN/eec1HFz715NbIJjFchNTd3URh58CHK4pe++JO4/Z+xQhUBCoCACdi0mYxBtsFkr+OhzXAyi+cNfn69j5Q9ffY4Z/fucaIH8fLNLTtBTWPl1+qfOmEr/djr034r2W4mxdvQCqajeV0waVxGdnLDJDtlzcxNwtxrIjb4jkrQlBm0jJ+49ZIy2YoJARqfZilEWS8tftZq++hyPLJaWv/Lb5+sY5a989jlWDOpzkgVCmALRqDDGzN+utJJIi7FK9ALJthlTq5MVSIuxzXN2yb7fU/VNwF0EIji3COTGyLVskUnSl8J6vLi44vcA/ts2RL1JjcFcLO0queqAWZqPF//VGsZgLtaX1sA+i7+Ffp5jMBfrR/8+m+8drc8xwq3PI38uYi2QKmM1/edKmbHakVYt+RkDgWRp4//ViQqkxtj5c7bFLu8ZqXdPgTyX77hRdJ2QSZ4nUyB+3+tuAlmZmZmZ8flJGabthhYltiIehNyI9R8D/UGv7YvW55cRD0JuXw7us/630M/zWsSDkOu1/n2W3zt6n+OCW59H/1zEWiA9xnripytKwfTIH7PrjLVmoxDIadkGfRfpnU5QIJeMnW+x50y5MS5n5CmQQ2OK6U2Nf2kSxlC4epIoEN/vdTeBLNKDF319ToZr+6+WqTiMdBByrk2naB34eW16n1tfYjD86N9n429xoLf+EYPhh3efLe8dvc/xwLXPo38u4iyQDuPJKoKuE/lGLAMRk7CiEIjr3yV/OimB3ChkUZWpTCU7iMy7l0DOTUeICwxtGTdvJlMgvt/rExXIzL96tbQWmULOjS40/b22pv4AJTKFfFF89dn8W5h9jkwhPwb32freMfocA9z7PNUC+aloRQ9R/6B9JI+MSVhxEUitk52UQDbpEhKHKqNBBGOHSj+B3JBrbmSB8MlCVGi9vJdCgfDhy2Nfn5Nh2/5nzNg8dF7cY/zcPDd2/y4X/L62gtHn2tMIElm3T2s++yz9LaQ+v4ggkXX9wk+fbe8ds89R49Hn0T8X8RUILQZp8aQVZ3dbm9RbYuxJp9NZZUzp0KzeyGoglRZjZdfFIONKYZ0z9r3G7jF2bhTIPQRSk0voNzfn1OyQR3VWUxT6JnWojHjl7UhSWI+DFtFXFhd9fk6Gb3tnJrtr36UtZMbP5nfzO656N8xrk/qsPJ3kOOT2y0tliD7Lfwu5z2u/JimPX2t++2x/70h9jhDvPo/8uYitQHYVxlp8+q7OkcrYOp+EZbAdoUBoHu+V+2LCcQlkk7EtVb2nsueGNdwFckl7lzhuOde22tOwNoh/Ed3ve31y03h1ipRhNThULre2no+Zra1Lfk1Dg3JxlD63SuWXL5+OmZcvy6VWiH2+vFxbezFm1tYuL0PsczQM2+dhiKlAfr5RGVPkva9mZ2drtABEW7IeuUB2W4xdeZ+rsQjkhrFLVrtXY1tikaCXQC6dC6RpUtZWsgXil8kLZH7+IOIdvJUAe6yiz+jztAqkQyPzkp6g+ikq6bSjSX12V5sClWesVdZK7JEIpMd6E9+Nlwogyj2FXerrCGWBbCo1kZXiGSo9HX8ubiN1fL93sykgfWyON2GfLoHMzx9EmO4uBQwR6DP6PC0CqZRKJdq2qVQq1bXdr1o1okfrCdVaKU8DyZZZ9Ih+HUjndOICOWSH7PLeJTvk6wg3nz9/Tqbdev6cNi+hbOtzfa+r78+3tmjXxRuVKec3m1T8kEYqSSyix1wg8/PFR5FMuqn9PUKCAn1Gn6dDIFXzVbfl7RO1fRMFan02RgLpe67GIxDFSEQdamkpjS2x1SJTxJhE51z+TUpqQSDjodktTzRQ1MrdkSME+ow+T7lA1rXdZ3pyTSSVAiEdPOfiUBwC4XvzHupbsgrOxRp08YaSUlYQyPjINTe63Ye/jZmH3S8bzRz6jD6Pu88JEUh/fu52OraK+riJpUDOFUU55/+lXBX9q0G/3nw/JIFsmbcqVGk/p63dVeukXe0R4yS1AgEgRSRDIBEQS4EM4FDf4MTG+C9g6wQCAWD6gUCmRyDfLRu4RwwEAsD0A4FMi0DoUui1e7EBAgFg+oFApkUg3+NzbTwCAgFg+oFApkUgN4fxyV/dg0AASAMQyLQIJGZ8h0AAmHogEA8gkNGAQACYfiAQDyCQ0YBAAJh+IBAPIJDRgEAAmH4gEA8gkNGAQACYfiAQDyCQ0YBAAJh+fAtklbGl2RSxxNhqUIGsjn+vwtiz5e/8QSAApEEg24yVZ1NEmbFqUIFsj/tyfwng0t/5g0AASINAdhlTzcs5TT0/VcZ2gwqEzlWMFoVHwY3P8weBAJAGgWSVVOWwrhhTgvqDn6uU57C2fJ4/CASAVAiELvm0PZsStun668EFUrVcQDaFnPs9fxAIAKkQSJauDL+UiizWzyvGWDm4P8S52kptFutmy/f5g0AASIdAjujqqGp5aXXKWSqrdM3Yo1EEIs7V5dbzFLJ1OcT5g0AASIdAskf0vTollEfyR7rO1SjnDwIBICUCyWar9MU6BSgj1D/Sdq5GO38QCACpEUg2u1tdXZpyVquB5++m7lyNfP4gEABSJBAAwgQCASDBQCAgSiAQABIMBAKiBAIBIMFAICBKIBAAEgwEAqIEAgEgwUAgIEogEAASDAQCogQCASDBQCAgSiAQABIMBAKiBAIBIMFAICBKIBAA0rSVyfbq8pSzuh3WVibTf65GPn+TEsjjxcUVvwfw3bbR7XYXF1ea3W630Ldh7uBRr/e1+9+g4xY2fuv1Hh3kfPWheLDR7W4cFMbz2tAWbf20xWaKbiiBL4eevnM12vkbQiB+3+tuAlmZmZmZ8flJ8d+2zFhrZmaGPkN9BfKlJU6L+vK/fsfNPaR98BljrbvHg/rQ/FozTvbTf8bw2tAWbf20xXbu7pSwnftEzp9/gfh+r7sJZJEevOjrczJEW4Wx0szMTJmxWr9mX83TovzXp13PbNfr34di2XKy1Zf/hf7a0BZt/bQNcEGpJ1NOeBeUKr1MJaWxXFDK93t9cgJRGXs5MzNDHunT6s4iVu92B3K7L/36cKCNaExq/yQ9EKFtMtsOeUnbJ+m4pO0SfdRHEQidq5e391PK7Uvf529CAuHDl8e+Pif+2zYZY3czMzMqY1+9WxV5XkrpbohRw4ZnQz5m/do44KnPUp8+HPAjquXuQbPZ2PiN57JaTR8dHtN5QNsUt/UvkCpjrDqbErYZYyNcVIrO1d39FHPn9/wNmcJ6HLSIvrK46PNz4rNt7uFDSjn1Hj36jeL9w4c5j4b8E6bk9FSW4nnEmjZAIS+xmncfinz88cisumzQDbX+ZfyxnQe0TXdb/wJRGFuaTQ1LjCnBBaIw9vJ+qnnp8/wNUUT3+16fzDReHuYlWl4N+QDhgH4q8JGD51Ch2+12G9Ssv2f4SKXFD5griluK9Bx9BkEAjAvfAtllTE1F/krwU2Us8GxeOlepzV8Jbn2ev8SuA9mwzxrwaFeU7MKTWN1BR6YRDet53t3QhFR4VGOs1SuUFKXZVBlTNZsAEEeBbDNWnk0RZcYCz+XdZqx0P+WU/J2/xAqEf3AkpAFArpmzxfuSVE7/TTpI0Zl3yom5WDQU0SlY1EAW+jo/X9RmiSsqDWooO/Zw3qMLAEQvkGXGnsymiCXGVoMKZDn1Gaz7lMNanWaBiElYpA37JKwNldUa1pFKz/kzRfmSM/GkeUEepjxkTDEVkqM8WFEruWs0eUJNsXbBX1UdgMkI5AFjb2ZTxJsRdnh5wNjT+ynnqe+3VVIFUtQCvW0SFo/wZjDvSsMTPlG3bNz1t3NWVk5MqdqwF1t6lhGNIg6l9u7EFKwmr7SoRhtebOlTRQEgLCAQDyCQ0Zh+gVAMPzA9Ygn4ZjD/IsV/m0B4skpOPGljlFLRcZNVSF/FY3nFnUYsTTEgKVi64FnVByA8IBAPIJDRmHKBFLpdKkY87Hap/PC1+8U6iDAtIUuDy8QcrXyxFztEAd02IZevIzELJw+FdIy8GQmlKSojTY8uADA2IBAPIJDRmHKB2CdhSQmjZqnWK1iL6Ir0YZNe7ENFsa0r5EtLbE91UKr9lrMopstTVr8ZgtIEUvToAgBjAwLxAAIZjSkXCK9fSHhOu83xjJaI5qX+S9Fpnla5XO7bwEsglhQWAJMCAvEAAhmNKReIdTdDxu48W5aMu0V1ZMQwTymsv3kKK2+YTBTR+27oCMBYgEA8gEBGY8oFUizSV/9HxSKt4esVXRZ0WCod6oE+Q7d/aaL4W/nv/oahmkdPDERoqNKkbUwa3E3eaw8BGBcQiAcQyGhMuUA8J2E5EDNzmcL3KGZqc2Dbfjv7ippKTRvNlL7yjaNZuVtzlOMtNBuNBtaFgDEAgSRZIMPvl3J7f0JMvUBoWXnR8EgfGqqvVBdvytv0XUSeoyHHgXSREX1FYb+9sMgvGKCAMQCBJFggf/3+51/DPeDP34d7QHCmXiA9sdRC80g/pMt3WFd99N04q1/1pTQ/n9MM8rUgRjhf+2iHF/L71+YBCAQEkmCB/Pm78MGtzn2Nv/76Sxpq3Bq/3f7++5+T6FgaBFISs3M1j/Sl8BtXiFruk2US/MaYai4p8R6l0BlrPiqXvzZoScrX3qO+CapmCMV7ABIkkHpZ40r/XVHKxtVI1nuKUt6eTbtA/tJ08OfvOn/pt/9umuIvfveftxbljJ+pF8hwFA8OfO1vWDwo+JoA1m/A4bpopX9lBYCpEsgbfczf4r9qV4vWtgO+0pK/P1MuEN0GNoH8qf3yp2ST33///VZ2zviBQMaFyFnV7vTEWePvQY+487OLPADTI5AnFoEs67/x/YDbPB3AGNNGJ1EJ5DRigdz+/vvv950C+YvLw9AJ/41+FeLQTTJ2IJCxwafukkNK5V6ZtnPvX8QXBXdcLQSkSCBLjC11OHRxpxZjvZ8/rxhTj2ZnZ1uMlX9m6bLlu1EKpFrrRisQYzRBejBrIH9yR5Bdftd08pe48a+J5rAgkPFRkPdy97HtlVauASAtArlirG38Umes9VN4ZHt2dl27NGKNsdUIBVJRva+YNBmBGC74U85L3WqDDTLHrTCHdOvkclgQyBjJbWiXkxLwK673ocYXrwOQJoFU5eEIr370eNbqDWMlrUk5yhFImzG1GqVAjKK5VDG/rw859H/1+/R/jbzXuIFAxkvjYanWYqxVK98NXCL4tdfDMkKQJoGQK3p5pVehX0o01uh0ZhcYy/O7nsx2KrPbjCmR1kBoU4nV6ARiqoBXOf78U0y0+kurcogxhzHy0EYikyuCQCAATD8xEchuyaRsTrsSWao8Y+0KY+vbjNWETjoqq1Nia6ICOS3boFpm7zQWAjFr6H/qhjAEYkzN0htPpAgCgQAw/cRFIFJGV52dnTU3O63MziqMVZ8wtlTnAiGdrDJ2VREtJygQ5kb+NCKB0FDDJhC96GEKRE9oWW6GQAAA0yyQB6VydXeXpu+WuUC2VxlbFgIpMbbQZmxpfeIjEDd/1DrZ6ASiVT5uaUMTPu3qz8EjkElNw4JAAJh+YiKQ2Z8S5q1XhjKO8vm8SNU2AAAgAElEQVSjNq96lBl787Ok7Fb5fRHWQCo0n9h1MciEBSLQJu7+6RCItQYCgQAApk0gVnSNVPkoo8fYEv32hI9Hrhjr0W+r2mysqARC83iv3BcTTjiFpSEE8peliG7MvoJAAAApEUhZk8QbPspY1eZbKbwLbS11VRrvUvRBAtltMXblfa4iE8ht/2m8qIEAAKZcIE8YUzuzsx1agi4KJHW+gpBK6keMryesMMbWoxRIj/X6nKtJzsIyN73601SFNuTQMlpGMR3TeAEAUy6QDtXS83na8IpWgpRpK+yequWsaIov/22cy0B81EA6npthTWwhob53yV+3t3/J83j/MnSiLQcxKiNYSAgASM1minxDE0oX8Z0V+eZXR+IKOnyMkubdeLVqBi+ea9y3/G5sjWXdnBdbmQAAplogs9t8s58SX4k+O7tL135Wy9rmiUc0/GClcW6lmBCB6Ntbyca4r/8uUlZ88GFudmLZN2ucQCAATD9xFcjs7FFnV5rQ+3O34/lbSgViZKM0Rxi18Vu+e7tR6TC3dsd27gCAdAgkYuIvEMuMXJ9WuMUFpQAAoQGBJFcgAeoZf+KStgCA0IBAkiuQ4fNRt5OagwWBAJAGIJAEC+SvYccTf01sAAKBAJACIJAEC+T+X8MWxG8n5Q8IBIAUAIEkWSAx5mm8BPJ4cXHF7wHQFm3R1mdbCMQDCCRuAvH7XncTyMrMzMyMz08K2qIt2vptC4F4AIHETCC+3+tuAlmkBy/6+pygLdqire+2EIgHEEjMBOL7vT55gTTaVcc9zts8j1tst3O2W7p3/42nv1/u/hVtc0tLTXHbQXvdrWmz241r0ELb+LSFQDyAQKZJIHz48tjX5yRA226+7LjHeZvncQ/y+YL1lkY+/49HH7aXZJaH7W85/1C0LeTzmjeu8k/cmm7k8/y4zSsZW0cHvja0nfK2EIgHEEgcU1iPgxbRVxYXfX5OfLZ9I3jw6NGGLotGT2PJJpDlsgUtCBdLpYYkkA3tiG/eLJNA/jP7sKpDD3ySlyn77O+TEvVpfn6+nL97PL9BKsjny1dXV28sAumWNIpcIPy465YnLI5yztB2+tr6FsiqdlnAtLDE2GpQgawy9vJ+ynnp7/wNUUT3+16fzDReM6Y+0WVhhNqyTSDWoK8PN5r5vCyQK+P+EgnEjNQF4w7KOTUbjUajnc/nl+kHLQs1kKv8lfihnF+dn182+9KzCGRV8sRGPs9vyxUNDrwFAlKKb4Fs8+vJpocyY9WgAtlmrHQ/5ZT8nb/ErgOpVqvVcv6qWq02dFloofaBQyC5QqGcXy4UCsV8fr2gZ4FsAmlUq9WrfImOaxVIM58vi5GNfluxTJrxKw+nQIpNg6JNID3jIbpA9FcgDOmRwgJpxbdAdhlTx70Dboz4qTK2G1QgdK4ms+dtbLn1ef4SKxCil3/jUu9YdQiEB+6uGEwIZ7gIRD6QRSAHYuhhUNgo5UvkkG4hoEDm53PVXj5fFgfwFkihoBf3RccsTgFgGIFklVTlsK4YU4L6g5+rlOewXvo8f4kWSDn/YASBNPL5A5tAVvMlp0Aokhu/FFcp1dUrzhf4v8s+hyE9vTeaQKgCUs7ny4Xq1VXJUyCUnhOIV9N2mSwA0o1/gVTFtcjTwTZdhj24QOhc3d1PMXd+z1+iBVLSvtdrsihQ+onyUP4EspEXwVwSyFI+n3MIpJvPz+cazYJREOlVcwer1fkDUog/geTy2oE1gazzfhTL+dWurAm7QEqlB7kCp5svix/MQQkAQwkkW2KMLaUii/Xzii67Htwf4ly9TG0W6/al7/OXZIF09LDcpVjbo7DvXkR3FwiNAmwCKWv3N+iAJe3GJ/kyD/MP+HOtN8RcLFJXoSGGMAOhnjUkgWyIZ36Svyo0mz0XgRSbWr7qwFr/zxuTfwEYUiBHdJVZtby0OuUs0fVzmXI0ikDEuSq9fJpCXpaGOH9JFgiFdR7BeXwvU5hebhNVm0CKzWY5/6DZbDby+WqzKU2ualoE0tRHA0JF2iDEmJ7Vy1Exm0Ohf4gBwYN8Pr8kCURkz5olbjVLDaR0dXXVo+SWJhBjarKBaUAAhhFI9oi+V6eE8kj+SNe5GuX8JVgguVL+Kl+mAM4TPDkKy2ZGSRbIG+t3eBHzl/NlMY4wBbKUvxLaoCMZs7XK+Xw1N98s5/Ntc5BjsMHbtN+4YAxPivl8V+ubVgNZyudLvAZiF4g+hlpCxRyELZBstkpfrFOAMkL9I23narTzl2CBLOfLuVKe1oLrCwm9BLJxdVXO56/0/+pljo1mng8BdIFQ5eOKxhnWGoi22qNIw4KmdUliuVwWG6b0HGLJ57UpYvPzOarKXAlbaAKZP7gql682eE8kgRQbjWazWOS90QViHYNgHQgYQSDZ7G51dWnKWa0Gnr+bunM18vlLrkAO8vnqfJUrwC6QXNFYGzLvMQ+2WaLByxv+cE0gRZoOVcznr/hYxhmpe32GBF23P4S2GVfuCRUuyD9FUyASTffliHpfrVWQYRafgBQwrEAACJPECqSd5/mnpXz+qmgK5Grp6qpXyufz/QWS2xaxONfL53sFbSFhKU9l82o+X27IAsnx1X6SQHLVB1flcvnqyYavdSDNniisVHnFRheIZSizLL2skt5tl5Xo6xAIsAGBgChJqkC6FPnF1/sSTXKl28wCRfkq11cgBX26VY7yR1wgVEDn0Xkjn7cKhO83wlNYvGLSID/lxX8OfJqOp6r4RiS6QCzFFGkzRbPbzVVKr83PF6sGeiEFAB0IBERJUgWSKz/Rvv8fGOmqwsHBAe1PVbBG4hxtWvUkX2o0Gm9IDlTTaF7pkfggp6WwHvS0m5ob1hTWVT7/pPn/9s61qW1kW8NdQMpYZggEosjj+/gSG1NAqkxxckgmgMNlCEkYAsl82DkparJn/v8/OLW6W1JLlmwhY+v2Ph9mjLwky4rdj3ut7pbRrYohX3r5xW6LhKC3boOtLLIiSh006tdOYSmv4FiNd3QRYediihAIcACBgChJqkBy6vDZ8cu524shevziJ4RAdOWIDoHwla8Inmmi5bTca6E8gFACadlrZ2EaIXAAgYAoSaxAcsEFMlLdFkNvx98PRCmiGzSN40VV5Kv08ouq7IHshljbUBEI9ZYIZSIhnTZfzlHA9USFD7sMgsUUgQMIBERJBgQykUkCoUK2XMmEl7/tGsjDJ/VNroEo3I6msORtRQAQQCAgStIhkLK9hJRJz2ObD11r1RKT1sgWBX0oR2HVQ+STdsuiNN726RG11DUZ+Dhg5x0Jxd4ASCAQECWpEAgAWQUCAVECgQCQYCAQECUQCABZWspksPlLytkcPNZSJum/VlNfPwgEgASDxRS9KIa+HXr2rtV01w8CASDBYDl3b8pYzn0u1w8CASBbN5R6nnIe74ZSf77MJH9m5IZSAGSeB97S9nk2bmm7Qr+hpxEIXauXfz3JKH+9DHz9IBAAMiGQOmOsvpQRBoyxKW4qRdfqP08yzH+CXj8IBIBMCKTI2MpSZlhhrBheIEXGXj7JNC8DXj8IBIAsCOSAsUom8leC7xXGQo/mpWuV2fyV4K+A1w8CASALAhkwVl3KEFXGQo/lHTD255OM82ew6weBAJAFgfzC2POlDLHC2GZYgfyS+QzWE8phBbl+EAgAWRDIU8Z+X8oQv0+xwstTxv7nScb5n8AfKwgEgKQCgfgAgUwHBAJA+oFAfIBApgMCASD9QCA+QCDTAYEAkH4gEB8gkOmAQABIPxCIDxDIdEAgAKQfCMQHCGQ6IBAA0g8E4gMEMh0QCADpBwLxAQJJlUA2CoXVoAdALGIRGzAWAvEBAombQIJ+1r0EsrqwsLAQ8JuCWMQiNmgsBOIDBBIzgQT+rHsJpEA7FwJ9TxCLWMQGjo27QOrVYrHajOCFIZCYCSTwZx0CQSxi5xUbc4FUxR22I1gHGAJJk0B492Uj0PcEsYhFbODYeAvkd+GPiF56wmW5gkDmnsLaCFtEXy0UAn5PEItYxAaOjbVA6K5Ot9+/70ZxL6uJAqk3tiGQeRbRg37WMYwXgHkRa4EMGOt8X1r63ongbuyTBFKr+N8xCQJ5ErdhvACArAnklrFd+n+VsdvY9UB6jFV8DAKBPIFAAMgAsRZImTFtqd9f2mSsHL8ayDbzu+keBPIEAgEgA8RaIEXGBl3Gaj3GitEL5KrqosMY2/UqpUMgTyAQADJArAXSYKy5wtjTOmONGAiEefHCwyAQyBMIBIAMEGuBFBlr/s7Y5iAePRAvfzT6y7ETyP+95PxfhKcAgQCQBWItkBeM9U5fvDjVGHsRvxpIrcNY1XMySMQC+Y9w238iPAUIBIAsEGuBVBl7Tv9fkaOxYiUQGsd76z2ZEAJ5AoEAkAFiLZBfZOqqyNgvcRPIQYexW/9rFaVA/vo/zl8RngIEAkAWiLVA+oyx7tJSkzHWj51AdtnumGuFIjqDQABIO7EWCE0EqexWKxFMAwlQA+n7LoYFgTyBQADIAPEWCOWJiM7B3F8aq/FOBwQCQPqJt0CWDqj7UanO3x8QyJRAIACkn5gLZGnpe78/95V4CQhkOrIlEKN192MNgEj5cdcy5v3Jj71AogICmY4MCaS1XvRcpACAuVNcb831ww+B+ACBTEdWBKJvwx4gVhTv9Pl9/iEQHyCQ6ciIQHYaUTcXALhp7MztCwCB+ACBTEcmBGKUo24qAPCiPK9iCATiAwQyHVkQSEuOMmeMVd7/BkDEvK9YH8jGnEohEIgPEMh0ZEAgO+bX9f2v/+YBiAH//vre/EkznzQWBOIDBDId6RfIjqkP2APEiH9NhczFIBCIDxDIdKReIEPR/6j8GnWDAYCTX+VHcx5ZLAjEBwhkOtIuEEPUP9D9ALHthDTmUEmHQHyAQKYj7QIR46/eR91UAOCFMEh19t8DCMQHCGQ6Ui4QUQCBP0CsDbITH4FsMraylCFWGNsMK5BNxl4+yTgvg12/hApE5/MHK8hfgZjyL6+DNPTYCGTAWHUpQ1QZq4cVyICxP59knD+DXb+ECmSb/75D/RzEll/5R/QuNgI5YKwSybK40fC9wthBWIHQtYr2hrKR81fA65dQgfD1r5DAAnFPYhVjI5DlYqZyWLeMFcP6g1+rjOewXga8fskUSIv/ukMCC8SYf/mHtB0bgdQZY4OljDBgjDXDC4Su1X+eZJj/BL1+yRTIOjogIBldkPXYCGSZBi6uZCKL9f2WhsCF94e4Vi8zm8X662Xg65dMgfAMFiogIP5VkGJ8BHJKX5tKdWUz5azQbXRZ8XQagYhr9efL/8kgL/98wPVLpEAMZLBAUnJYRmwEsnyaocWrq1P5I1vXaprrl0iB8BJIJer2AYDx8JG8rfgIZHm5npG7rxWnqH9k7VpNd/0SKZA7OmmUQEASiiA7cRLI8vJBfXMl5WzWQ4/fzdy1mvr6JVIgP+ikf4u6eQBgPL/R53Q7XgIB4DFJpED+hkBAUgTy92y/CxAIiJJECoR/aSAQkASBPJvDdwECASkXyEahsBr0ABNjIRCQEoFM/b2AQEBCBBL0s+4lkNWFhYWFgN+UybEQCEiHQKb/XkAgIBkCCfxZ9xJIgXYuBPqeBIiFQEASmCyQ6b8XEAhIhkACf9YhEAAICASknafzEQjvvmwE+p4EiIVAQIpSWFN9LyAQkKAU1kbYIvpqoRDwexIgFgIBKSmiT/29gEBAQoroQT/rGMYLAIFhvCDtPMU8EACyI5CDweYvKWdz8FhLmaT/Wk19/SAQADIjkKwsEFgMfTv07F2r6a4fBAJARgSSpSXKy1jOfS7XDwIBIBsCMW8o9TzlPNoNpTJNMcU3lIJAQBKImUDoN/XzbNzSdoV+Q08jkIz3P1jg6weBAJAJgdQZY/WljDBgjE1xUym6VpmnCYEAECHxEkiRsZWlzLDCWDG8QDKfwCICXT8IBIAsCOSAsUom8leC7xXGQo/mPeANaOY5gEAAiI5YCWTAWHUpQ1QZCz2WlxJggAW5fhAIAFkQyC+MPV/KECuMbYYVyC8Rt9wxIcj1g0AAyIJAnjL2+1KG+H2KFV54qwieQiAKl5eXl75PeD8zQx7jNWfwjsbsGeagvvtEccnnDwQSIRDI1EAgguPj4+PL/OLi4uKN19P7i4uLW/m5cXN8fLzFX/RoVsfYWlxc3A914GP/a0EHPX6swy1O9faTAgQSIRDI1EAggr3FxUVbIFtbW1s3sxHI5d4Iowc+4g1xKIEcbW1tHZnH2HceQ31bkQpE7XVAIBBIVEAgU5NhgVBTK7l0CWTParsubzgeArnkTbVnf2U0zM7FXC6OsOU6m62bhwhEnODNSBvuIRD7bT1AIDfKiXE52S3+lqrBI/XFb0bfpaoW9cXNw6kXgIsOAnnU7wIEMgoEMjUZFgi1XJIbX4EoLaFDIDfm3vtj2zgr7PhmgkCUs1nceoBAblyNcxCBbB0fH+8FFciW2wKKQNQnphWIegH44SCQR/0uQCCjQCBTA4GEEsjNnle7OMKRq4E1BbJ1ZLI/rUCOQwhk35TfpIO73wME8uhAIBECgUxN1gWytxdGIJeKP8YUR5xtr8yJma9hn8SWmQ7iYVQUCS4Q8yUcAtnP34ijuQSyGEIgl0c8QWWe2t6WIhAr6zQikMujoyOK2ydJiqePjo7GC8R6HZkRg0BSJ5BeozEY83R/c7O2NE+SIpCPnz9/833y27dv71lkZFwgR6I19ReIqPdeumog4qf38daWaFj9RpuK5nBrS/y43h8rkJHeQyCBWCY7Vg+4Z3rFKRAuwy2Zwtp/WBF9zz5Pj6r3iEAc7+Zm5Bpxt3hdgRvl6kAg6RHI6QHnOWNPxaNTsf15w+KAr25ozmPsdhzUsy2Q/cXFt8qfH1+bfGaMLS4ufuCb33904K+cxwQCGS8Q7yI6b7aPrAbcp5njrfjepdWPubQEciQr364DP1wgVt7HarZFj8pTIEdq4FbUAtnLexyOnyIEkjqB7LrbnV339s6SQyBNZ/i4fkuKBfLtrWBvcXFfPqTNb62sxltVIB+cSeD9OZwgBDJJIJ4pLL7x2O6L+OSwePJny27ob8YV0UMJRChB9YIwx/GN6PY4BSJsczOmB3KkNOxOFh9VIDyHppwVBJJRgQxuOUXGbkcEUlTu/9TPpkA+jjYWToF8gECSKJBLMZ7VavEmzxDZd/ZAfAQi2nxZmg4gEN7/2eNHlM02z7WJ3UaK6PZ4Ld8aiK9AFGWqNZBjyUMFIgtPrsOZPpbnC4GkLYXV7zab3b6awhJ87zDWHxGIdMwsSahAPvL0FfnitUsgex9s6LnZA4HYAjEL6kGG8aoHmdzM8XZRtKzjBEKnsvcAgYgXVwViprT2jkYEYrpl8SiEQEQ2zvkaR2NGYY0XiOgmeXVo1N6UeeB0r2eSDYEsLX3ffEE3kaUb5r7QXEvG70pbQCBeVD5+fv3hw+vPH13bXy8uLn5zC4TNGwjEFoggSBHdgreN3kkf62XEnIvFPfmL+2YEq4UUAgssEFnTsAVyKYzCD7PlEgh/bo//58h3HoivQKzs16MIROy37yEQcaXEYwgkRQL53qCmkIrl/F7kDoPcMtY5HRVI54XNZlQCuYpaIB//sL5he2/Vuvh7Kowwt0C+Kczl/CAQX4Hc3BwdbW0d71Pr5iMQMR3EbOQvbRUoyB/7W5PbQfnDnKZ+ewnkaN+56Am32t6lLRBxNsfiOPtOgfBq/eKWKPrTuWw9RCBysNexl0DMNJZTIFtbW7zKYo3ytZJ+piZUH5nvS9b+RSAEkiKBbDL2QhYyakXGevYz33cZq4jRu/5FdKqQRCGQemM7WoGIJNbe/r74aWWP1/1GXy/eKfGrgcynNwKB2AIRLZ0pEItjX4GIFltu5030Hm9H85d2Y2kKhE9F98hfCbacP8y9iujWIFx3vcDugfAayqXY/UYViOiaUJBoovcuRwTC53TwDopcSUTF7GrcWK/CQ7bcvrEF4vsmlaPtjwjkWH2CnzFfZybNZEggB+LhwQtVIIMGY5XuklsgtSpRZKzIHyjCmadAahX/OybNRyBUL6exutIPZl3jG6+jC29AIPEsok8WiMgVmeVr699tn/JDboGI/ccKxJzTceQtEN7s7nvUtW2B3OwtHvPm9mh/y1kD4S0zucUaNuYWyMhEcLcorbkbzpnoDxcIP5o9ek0RCO8AWZd65DRSSUYEcuqZwqo979Bf5hgrRSCCTcZmlLwK2APpMVapRykQKnTsv6WaOI3lFV2Oz29FEVNowxbIZ14737dK6XM5QQhkgkD2jv1SWHLErPzLtXiH2vJdyhWxjsYLhNpU3iRfegrEMYvDHNhldWvEE8pkb6dASE7CLaQ9Cn6IQOggx9xvx0EF4phVLh9sqZk3a/SBfThhliPzCQgkVUV0rWwW0cs9swRyS38+twoipkAOupJbxm7Nx7L/MucayLbvTffmI5CKPWTXEsVr/vgPs6huq4Tzdl4DeAUZF8iWqI+7BSIXqrLr2x4CkbPRzT9v6MezLR5Xy2eOLrJXmzUTQeYat0IQ/GyOLz3ngRzbhXjTJ3aJYd+ddZI3ZKK3QW/iSOTW+HYeGVwgZlsvKh6XngK5vKEUmLOIbs0qd24VxRgz/accjm/ZuxRm3IJA0reUyfcVxmxdENXOijKgt1at8innv3u1VL/PRSBXVRfURdq9inAU1vvXb6mOvvfH29eyAlLZW9x7a4/JkgL5Q0LfIvPxHOroGReIxC0QOVjKzr6PCuTYPbmQL8t7w0vHi+LHtjLESh0G633rDJ4P21IK4KOjsG6UVeHdi+RaodbcDBvPJecD10BEi2/m8Rb3jlyLKVorZS0uBhCIWPzFrPOQEq3l3M0BCUIt+3x3CCQNAuma8wHLjJXNx7zu8f37900HtagF4tlKvriKRCAVczzV/uLiH8rYqo/fKu8dUN/OK7HhHvk7AyAQH4EcOxp4t0BkVVpdX9Fs3G+OzNt/mD+lraaWP03N86hArGVPRF9l8jBeP4GMbjePwV/CsX+QUVhW1d0ac+azGi9dwIkCEYk+0ZGSk2Pk4ZQOnbgWEEhqBDJOCKfOrc4UlspBdAJp9P1axdnyzUsKPBHoqpfLCekQSGwFQjMn1KyOqGJNmIEurHHkLJeYzbhLILxx5q9wvLh4fDQHgezt7R0HGcbLeyU31kn6LudOnYYAPRBlRswWF5M8HL8AvMwvTgOr8aZHIL0XHvT8BSKp9Z7f3j7vzXCB3sk1kFqHsarnZJC4CSQiMiwQx1S+CQJxse9qOX1eQDxrlUaO1GacUk2qgI7MVvnyeM+7BuJEuYEfPwUz6+RKYfkKxPugHgK52bNLL5db+2oNRLyWKOIcqaqwz4v+z6vmZqnneHHfSo/dkJStFJZV5uf3c0cNJHU1kNN+rdms9R2rmDhwjMLq0bgtTqMXmUBoHO+t92TCOQjk/QcP+DMflQ2KQCqvxQCt/bev5YiFmZNhgTh4mEAcw3z9V7V1/kI/Ht+M21NHvEdh+aKuUzXC9ALJH7lmYgS4J7rr+qiX4NL9juw7oriegUDSJJDT57YQ1EK6WgOpKgKhAVqsUyx2ZjiPcKJADjqM3Y5rFedA5fOHD2//ePv2w2ulJP7NWtD99WtbIJ/V0aPzWQoLApmlQBwG2QrcjD9gOfdHFgjdh2riGu/TCST44SCQFAmEmmLGOo0G/z/d/GNpbAqrz1hlk/dVTjcrYqnFKASyy3bHtoqz54PyXdqXUwqZHMlrIbslPOaPt2//4N0QK3imQCBjBOLi8sECyd/IW07tWUOhXHeI5U/OUSBOQrXPQQTiAwSSVYHcMvaixjse32svGFuxnjiliSE25o0/espiiruOpU/mWwPpX0UrEF7s2DeH51pV8ddeAnlLa2GJ57/tOW9BNTsgkDACeQg3NKHE/vPxBTKWaATyKIeDQFIkkKoigR5jVeuJU8aKHvF1xl7IRNf3ImPNrK7Gu7+4uP/eLql/UFfife8YxsvYH4uL++ZkTRr4mzmBbBQKq0EPMDH2gQKhYVazEYiLQAK54RV2CAQCeZTvRQwEojHGqpv1ZrNOlQ6m+fVAyqY1Oow1VgbN5mClwVjHtf57dgRCcwg/fP788fPn1zQn/bUikD8UKsqyJ69ff+Cl9ETeDyToZ91LIKsLCwsLAb8pk2MfKBDB/v6+HEmqjnIyeZQGg88DceLXSh7v79sjlkJC7+jG95VDHX1rf5+vUOz1lE+aahzH1iIn/qeeaYFM/72IgUBEUdxEKYq7aiDMHKPVb6jzMJayKhDKRdkIUbCRFJYY26vcqVDe7TZxAgn8WfcSSIF2LgT6ngSIDSUQAGInkOm/F3EQyNLB79UXjU6n8aL6uzon8Lva/bB7IEtL33tlUXi3l87KoEBY5bWoftDtQOyy+GtPgbCPcpnFxX1lqZMkCSTwZx0CASBTAgnD99PTmckjIQIhKu+/fZN1jsmx3z5+/DavSSDxEgjvvmwE+p4EiIVAQIpSWFN9LxIrkFmTEIHEmaePKpDAn3XPIvpqoRDwexIgFgIBKSmiT/29gEB8gEDiVkQP+lmP3TBeACIhI8N44wkEkqphvI8KBAKSAAQSIRDI1EAgAEQIBBIhEMjUQCAARAgEEiEQyNRAIABECAQSIRDI1EAgAEQIBBIhEMjUQCAARAgEEiEQyNRAIABESKwEsqkutJ4BVhjbDCuQzekb3zSwCYEAEB2xEshAXWg9A1QZq4cVyCDiljsm1NMqkL/ppCEQkASB/B0TgRwwVpnp4lPx4nuFsYOwAjmIuOWOCQdpFcgPOmkIBCRBINsxEchyMVM5rFvGimH9wa8VKC6nVSB3dNLvo24eABgPv93cTlwEUmeMmXeVTT2UhGqGFwhdq8zTTK1AWnTSlaibBwDGw1febsVFIMtlxthKJrJY3+kWV9Xw/hDXKuNUl1MrEIO/wU48//AAACAASURBVH+jbh8AGMe//GOqx0Ygp5SYqVRXNlPOSpXMXTydRiD8WmWagNcvkQLJ8X/dX6NuIAAYx6/8e5iLjUCWTzP0u7o6lT+yda2muX7JFMg6nTWKICD+JZD1GAlkebmekR/WxSnqH1m7VtNdv2QKhBdBkMMC8c9gtWMlkOXlg/rmSsrZrIcev5u5azX19UumQEQOC10QEPcOyKwzWA8WCACPSUIFss1/3aEKAuJdAWF3s/4mQCAgShIqEL1B511BEgvElH/5GN7GjMdgQSAgWhIqkNwO/32HJBaIcwJr1rMIIRAQMUkVSE6MsoNBQIz9UZ399wACAVGSWIEYHWEQZLFA7PhX+KNhzP57AIGAKEmsQHItnmRmFVTSQcz4VX40Z7yKCQcCAVGSXIHIMgg6ISCW3Q/GhvP4FkAgIEoSLJDcjvihx9j7X+EQEAv+/dXUR2Uu/oBAQKQkWSC5Fh/MK76u73/77VcAIuS3396bP2kYa8wjfwWBgIhJtEByRtVzJRcAIqY6h/o5BwIBUZJsgeRyO3YnBICY0Jj9/A8TCARESdIFktPvMrxoJogjxbuZzz+3gUBAlCReIFQKWYdDQEwors96/V0nEAiIkjQIhIohrbvttXUAImRte6c1r9KHBQQCoiQlAgEgm0AgIEogEAASDAQCogQCASDBQCAgSiAQABIMBAKiBAIBIMFAICBKIBAAEgwEArIgkI1CYTXoARCLWMQGjIVAQEIEEvSz7iWQ1YWFhYWA3xTEIhaxQWMhEJAMgQT+rHsJpEA7FwJ9TxCLWMQGjoVAQDIEEvizDoEgFrHzioVAQAYEwrsvG4G+J4hFLGIDx0IgIEEprI2wRfTVQiHg9wSxiEVs4FgIBCSkiB70s45hvADMCwgERAnmgQCQYCAQECUQCAAJBgIBUQKBAJBgIBAQJRAIAAkGAgFRAoEAkGBSJpDz83C7XVycuLedXFw84GD3FxcXVyNbTy4uLjzDH3bw4CedOCAQABJMygTy7jBw6NX9/T015W/evLk6y+dHdjzM57+MP8C5xdXyRT6fp+b85Pr62v7fdT7/xnPfQ/OJqy8OzgKc94kU1Vk+/2456TyFQABILikTyJfxbb7KYT5PzfVJPp9XBPLOavInCuQ+b3FvCeQ6n887/mcJhJwiuFAFknegvOL5Jye8x3J1+CWfz5/xk4VAvIFAAJgX6RLIuWjFPaAWnbfpwQTy7t27s+ACuVz2EsirV6/OFIGIMyDOVIEoivjieEU6ogrlwu7PzEPcc4F8kV5JLk8hEACSS7oE8s4jFcW5fzMikHfUkl/dn3sK5NLdH/Dg6pDzhRtBFYiDCQJZvrd5NyKQNyZSIJ/opEg0+VdcIHJzgnkKgQCQXNIlENGYe/BKNN2uTW/IF06BUOBVMIEIrt7wTJLoL7xRBfLly5c3LoEcjqSwln1TWHTEK6Wzc8E7WPw86axPIBAfIBAA5kWqBEINrGcOy0wHqduo/T0ZEQhtPV9ePjmhp4IIRDTmDoEcHh6+Gq2B0DPWOK1wAjH3urrM569RA/EBAgFgXqRCIEoOKJ8/NP+yn7/6ks+/ITW4ZXN48e6VQyBUEaGHh4eHnwIJ5DAvmnFq7mkQlVIDEVWNAAJ5Z5XXqXMyXiDilN6YAlHfZSJ5CoEAkFxSIZBDkXFycEnDaCUklmuqHyj70J/5NyeuIjpX0Jv7kRTWhd3GK8ddPqejnFEzr9ZADq+v33nXQBwCOTyk16R6xqHNyTiB0KYLeahzpLB8gEAAmBepEMjyOdWVHZydODsbr7gx7G3UwtMwpnOHQHjhmoLdAjFHP6l5sPPDM3NAlGcR/ezsbFwPRIzecqWwFB94CIR6UpeveH7sDEV0PyAQAOZFOgSyfGX/5Oe8U2eF02DaE4dAzqnxfXdOmrhWBHJ9mc9/oob708X5+btJAuHSupSv5CGQCTWQIAKxRvjKZ87FYDL+fvgw3levMIzXDQQCwLxIiUCWl6/NtpWaV8fPcmqsD0XOSh3Ve3ZFwnhl90C4Vd6c8IFYby6cEwm9BEJpqHdmR8cUyL09PZ22fvr0yTeFJbJh906uxs4DWT7hmbf8K3opFNG9gUAAmBepEcjyidXIf3JUlk8uxdheRwrrIv+KmurzT/e2QO4p4USJIiqf3weYif5OWf3q/vr6Wv51/s7BuCL6tWu2uTXjnE7RmgEiHsjt9xfXF+L9QSDeQCAAzIv0CESmhSgr5dhM4qAf7M4aiJX5uX/16tXVq7Oza7LKJ9GhOPxyHmApEz5f/f6KO+L+7EzUQtTzEL2hUYGcnN9LgThDBc6c1LnHwOR7Kumf32MxRW8gEADmRYoEYvdAfFasIuzOybkysOr6+pqvhKju6BDIoUeXgk83PKHji+G/J5MF8urTp7Mvl/n8RXiBiNWwCHJe4nkKgQCQXNIjkBMvS4wRiKvsLobxHp6dvZLPT6yBcIF8ElMGz5WWn5b5ldjTPZyLnFyrT4zFLRBrNSzCPNUE8xQCASC5pEcg9Gv+8ppPCbkOLRC+QJbg+tWrd5MFIrfIQv2kHghx+eXsldkDEaOwrh8gEDrrT4fXF9c00dFn4a8kAYEAkGDSI5CzfP7sXEwJceSwTiSU+TlRZ4co+atLD4E48E1hnfEJ7lR/z3+5GiuQq5OTE2t+/ESByBK6UkR/84bixMpbnE+uN5pInkIgACSX1Ajk3pz8cfUqf+m1wIdrKRMHEwXiuxuvgdyLwbWfhEEO8/lLZW65556TBeLsH4nEl5h8IhNXNFgMAkmmQH6Uyz8euMuzYnFtdOuwWCw/1kmNHnxnp1QqFoujz3z1PJlWsVjU/Q72d7Ho8c9MhzemPlEQHakRyKE9+eOa/1YPK5DLM5sJs/Qu6aYfYvJ6nnJLYqgtCUTpsFxMFMgX5RXN6HNlm/ocn0H/7vDw8B11epJfRn+aSYHsMrbLHxQbjZa5UW8of3jt8tV8XC6Xd8SjO8Ya416n6OLuIWdZZGzYZqxi/l0qWSegnIzNkDHmFMjfjBWdb3m4rZDLlRhj1lFBAkmPQJTs1MlDawOqQFQmrBNi1kC+UF6JZq7zLohraJXnXA2/1XgnKoH6HeMPnSxSJ5CvzAVvf+/sv7dVgXQYG5p76kz5Q7DmaICtNlseZVQgd3bj3Ka/y+6T8eg3OClZGE6B6M86jHWe6apAdtYVhoEEsuu8MhBI0kmNQKbCFsgbBxMEYoadv6G9D+Vcv4cJxPmCnn0nJ9efhLfevEr4MlgZFciOSyDbLZPpBaK8LE+RfS0TDfq7yB/Kjosvhn2AZw6BGEWxVeSopEAc73XNQyBfxent7OzslCGQVAKBEBdTzskTxQ91/a0JnDhWbn8oJ+cX58mfQ5hOgdztcqi9FY94s98Sj6uMsZZLIA4CCYRa+b+9BGK4BSK2coFUA529r0Co4W/QgXYfIhDqARm5XEVE0K4lacpn9H8IJPlAICBKUicQpekcbRl3GOvkphYINdRlL4G0rZ6G0tdoNRijlr8cpFitrxUZ212rMPb3UBUItfnbudw2Y6xtC0Q3DMMoM1al/+ujAilJkykCMTevi3QZ7QKBJBkIBERJSgVS8i44UB6HGltVIM92TEYFsm77QREI9WMqJQ+BUHPcdp7HHZms0/6bdtkdBnDIVzqJDjeBIpCvUlnSHGoRnQRiv7xDIDxf1SnlhsPhUKawCNJQ0a7QQCBJBgIBUZJsgRjVatWzUaY23mzkbUgRbdlsBiqi7/Iei7G2tkY9A9lmU2/AbLSdAqFKi3o6VPem1FMrl9sWvYCG8wX0arVaCiKQImN8ANed1fSrAil7C+QHY5UiYw3+CpYz+cF4KQgCSQEQCIiSZAvEL4X/jLFK2Ww6LVodakTdAlkbmowKhJraEs9MEaLNLjUYK1dEEsglEGqxczm9ZEqEq6axpt+trbXau2STjrNGoY90WWyBbG83bIGYcfJPVSCUIfMSCHWz2LNShbHOmqEKhM6SekW5nbW1dQgk4UAgIErSKBCD+h9rJRr2qo56GnYYaxi5H7u7u41gNRBe0r5zCoSO0jHoa1tuuQVCGa8WCaqxLRry3d0fVLMv8kqEvvOsKgdvBRCIKKdLgdAf3ErygSIQHmeMCuQrdXnKem5I/y8qAqFu2E6RsQ69VxTRkw4EAqIkfQJpr1OT+VV0OFjxh2ygDRqy1JF/BCyiU7GAlUWtuiqOSXqoDHM6z5GtuwRCGS9ZsC6rXQ0hEA8eQSD8HLdHBfKD0mz0V7vIR57Jt8wvQznXpjdebUEgiQcCAVGSNoFwa8gWtfSCP6aiQWmdtjfMxtr+Oe7CWVARcy/aShHdoP4HWUanLFnJJRCeHStW+bDd9VzumRyQRQmvhvl4GFQg63TKUiBWHHWGnCksfo4NfTSFVSya3a8de+4k7480DHmdIJDkA4GAKEmuQIqdToeXFTqdjr1clM7nSpRyRokW/hhS87ot0jY0AMuMUirKY7hjrGMOfzJHYd1VdmWD2/667U5hFRmrtGSvoGKMzkMXGTFJWZ5/pdPpNCYV0RtiAiS9kYZDIEPGGmYHxykQPZcznOi5nF40xxOXqnQJIJCkA4GAKEmuQPjvfIk6Eqq6TS3ittzY3t6ldpMK38o6V0IgrTUP7KoJpXmelcxJg+YwXmcfxTUPpNUSrTHVr3dyuw0PrOOL7pGAT04ZJ5BdOeyrKsxnCYQmKa7t8KyaxzBel8Foz7bVL8lRrb/U6XSwmGKSgUBAFgSyUSisBj1AsFgfgUhMgUjuvrbV4wqB8PKBGzkkdqPws0HVciqM8wFX6lImE8+Xejw/JsROEkiJBLIjBSJHiJkDxUyB6GV+jvTfu8JqEIHIc/i5s7a+/mx76Lt4r/97Q2ysYiEQkBCBBP2sewlkdWFhYSHgNyVgbGs4HFJDfXc3HLYmCYSvPPi/P8zjThTI6sIPSi/dyZxYsW0LhOoRKg3rfPWW2QOh85IDroy7r9VysVjefTZ0vjc6f2ryt+n/5kkOaQ0WXjRhlVWa/PFTLmVCLijz/8i/vsr6OKW2aMAZq/4cEciO0rOiGe7m9f1hyddKyE33b4HYyGIhEJAMgQT+rHsJpEA7FwJ9Tx4SSwmmn56xowLZZaxsHlcIhI+uItapMGAizuEfamPXzXkfRX2MQKzzLVn+oTFaXAo6H01rRg7d722kiK4s+sj+UQVCZ8GPUbIFQsIQJ0Ul8c7P/7oFwh0lkckvem+yYyLOrOO/gv3s/t0Q+2ixEAhIhkACf9YTIBCDVku3eWZlruxz+G9F+IPKzZ2SksLSdxVotqJ9vtTIr+k5/W9rYBRf9aRYrVbFkrzDSQKhqYeVTqdY3l0bFlSB5Eq82S+LDsPIiiY/y+xu4b/BUlg0wPd//0uBJZqr2Ehmw4lYAQQCMiAQ3n3ZCPQ9eUisEIgSK4ZbuSgqAvE87qhAVhcW7v5rxZZ8ayBURLfPl796p8h/2u+Yo27XZJteouSU672NCERXvOZIYdEBhkMz3yTNYVgV8dWF/y4sBKyBlBn7X/Mc6ATHJbFm9O+G2EeLzapATvsHy7XugXPjVbPJt5weKIhF2tUtp7M4oaur0UcZ4OnDUlgbYYvoq4VCwO/JQ2JJIP+osRME4nPcUYGMnoO/QJTYNes1RQndsdgtv7uT87ge80AUlCK6i9E7EtJxvQTy1b5DldnpqjJWNc9h4mq8s/l3Q+yjxWZPIFe8ga5pzeW6VnM9pWlcIDVNQUhG3eLaSz3AQa3b7PYtA/RrNn0lrta1EUc70DS5l/0oCzwNLJDAn/UoV+NtVT0Qqahdxhrq1vZYgYwwRiDq64v6d1UWFmjeYeNHq2SU2js0BVwmxULe0tYm4C1taZ1FdYiyXeEvb7dKpfaQKjSzu6c7mAPZE4jQhi2QntRC3RbIgdXqdzVN9DdsEfQUgVzVB2onpi+P1atJBQwU7fSUQHV7nW850LTTKw4EkoLl3D1Q78VHtGYhkFxOb7fadivOZ35bBLolyOMKxIEc7LXu6J5hHmGigUB6Wm8wGPRUgZyeiiRWv18zBeLeX9A3239OTdPq/YODflPTmvJ5SztNh0DsdFjTFogNBJJCgXztOJmRQFyU1s0hs5WyNQk9IK3h0JiFQHLDqum14o+JM0FArIFAeholl2qqQMxOCUcIRN1kC+TAUgVpx3rmQOPHVOk7BGLDX1ceSaS0mhBIKgUyhvbOjmsd91GG29seA15LAfY0WsOdnaHSLXkIxs7OTtCToVjHqxija5lI9PZw526nhUnoiQcC8RBIrdulokX/4KCmaWKvnjZomihy6JvJquXl5a7dGzEf2j2Nro9ArEjUQLIrEACSSvYE0tO6y/1+c5xAiKt6/ZQ2D8y93H2KEZpa13zYl7vVfWogNl3ZhTnQNLvsAoFMAwQCwLzInECuKOtEDfoEgZzyx1dXsgTS0wZ1Eztr5cCjB1LX6nb1fax1UAN5NCAQAOZF5gRCLfVVrVb3F0hfbcvNKkhvYl9CqXwcmCO1RgYKj2D2bE77ChDINEAgAMyLzAmkK6Z2jKmB9AcurHFYE/JYXU1r9k9PD7qaVhcOqGvdUwtLC12rmtJsalq92V2+sqNcsWnnKQQCQHLJmkBOexp3xdgi+pUK/W1NAWmKB64Z7CY1s5/SlQJQayC2fBxb+UyQkU6Pzwukj6cQCADJJWsCaWrNK0owjR+F5UpgXbnbd6ta7uKq323Wm7VTR1+jp/V4Z8MurwjqWlM+Wj6wRvDKsbwzWS0ljkAgACSYbAnkqkuK6NOIJ0Ug9W63W1cF0rfWGWkKgSgrkjh6IFddWwu+0IAv7+1uD6lF/IzwFAIBILnQys/s+XJGoMGyvFjRH7uUiV2SoBVG+J59u1uh0Ne03tWjCOSg282kQFaYec/WRwMCAWBe0OL87HY5K8jBtAdKCktZY9cvheVbP6chXVIsHr0UeeC6VpePxgiEz1S/qtezJpBbZt8875GAQACYF/wWZNXlzDFhNd6eLYKrcQOwDuqmQE7ddZLaSLFczkn0F0gGqVr3rng0IBAA5gXdgow1ljPHBIEM3Hf/6Gk1e5CtssvAtMJID+TUsWi7vXC7r0BGSywZoOFamPYRgEAAmBcGXxQzQy2WpD/oBrwfiGjlvScSXjUnr3Dii0sgXgN+U88B//g97oqsEAgAc6NI3+Bspk9870ho3w/E6g4oc/+adk28OXGm+biXbyo7O2aiZ2YQ73LPvmPfowGBADA3+N1dylE3JAnFkc0CD+cFe/B98iYCgQAw3yIIm+KHNABhqfEPn/9duUMBgQAw5xwWuiAgAsozyGBBIADMkW3+K1C5MysA86HOP3oPvdPqJCAQAOaHzkdSdrI3EAtEzEGHjyF/7LtiQyAAzJEdcXv7zKwgDuLBKU+ePvIsQggEgDnDM9GsDIOAOXIqPnbVR/84QyAAzBODpxJYEVksMDcORP+jYTz6xxkCAWCutCr8y9xBJR3Mibr40VJ53FVMOBAIAFGUQRgrYz4ImAM1kb5ibDiDD3OqBWIYjz3mAIDp2RF9EMbKPSSywEw56Jn6qMzCH5EIRO/3vRt2o91+UIvf73vk9Er9kvlwoInndV0PtsMI7bYR6CQ94rwP6xFo4nlyfuie0e22/1sB8aHFB/OKtHT1duUXAGbAym1Z+aDNIH81T4EYrRa1eH1N0/uabNjdtP2ecB2qJJpJXdO61rZ2TTbNda0ut+naQDxoapp44LlD0wxzvYqm9XOaVnNvr3mcpK5pI/88A+s8JF1tQIHOAxqGvCrGyFNjKWmax5oE5vtrt1Qev3IGpsTgd2YAYF5UZ9QKzE0g0hojAhlYCzkrAnGsxtlsun5WN7WeSyCGuJtM3XAIpG8+PSoQvSluOmMEFIheqw/kaUiBlKwbD9gCqfVM9KAC6fEzUgXieu+Of3ejOxh0DZdASs1BvaU73p/z5jrolcSQHfu3IQAzpvHo8z+iEEgpp+ttX4G0FIFYG+WK/RMEog80rd6saxo13LZAulqfUj39fl3T6H9GTt1hwHcwXAIxzDucOQRC8cJxlkCsuxj0FIFYZ2wLpGS14gEF4rqxmtr6l3rWJlsgNVuFXj2QJgQST/Q7MbQSgBlTvJtdLXhuAqlRi8fbYadAdINo8/bQEkiJL9Rf17Qaf+DqfdV5A60IpGY1ql1VIANNt9pvoSirgRXNr9HTmoEEUte0Zm0gTGYLpCuaaIdA6M10HyAQbUQg4iYFA01r8wfKP73e03rdVo9r0hJISdMGta4mXkxJ0TnEDWJJax0OATOmuP7I6+9GJBBqg70EIujyTW1N69bsBla22G70ntxf17Q6z/CbCuDusARi0INS3aZmNbBd2YfhO7oF0tYJVSAl/j99wANtgSgWtASiW/8baINarcRberKK7ikQeguilW/3HU/1PNr9Ft9m8DdhCWSgDXR+5ehSyfdntFrdbpdnwOqDYHUlEA1G6257bR2AGbC2vTPzAui8BMJ/2Rt+RXSD7MKbQc0sV4jf7q4yAofuR8nbSd3Mb3X5j3JqTJuKQGqjhW1TIC3Zh+GxIwKxHpkCkccXHaTgAuGdnpJlQS+BtEXaTd5i036KNtAVccDfnszgmQIx5F68L2UJxJkFg0AAAEkWiD7Q6gNK1HsKRB/wYgQ1p/VmU9noNTBJbKef5zoVMqi0XdK0eskoNXmjagmkKX/DUwG8LkrPpkAMTRuUjFKXH3+yQGTLLZ4bEYiu64anQHrNZnuCQMgyXe6LASXsrLPo0Xt0dT3NfbnHTIGYWT/xJkyzdrvdVq3d7pdKRlO6EgAAkikQGiVVKmlar+0lEIMS/u5hvLSRWj8rqa+XRENIVeGB1iupo7C69kguWyA9WWoXBfCeSPE0RUXFLHeTGEyBlAxbIPXBgCfQRJstKt20e2u0iC5HgHkIxKyBWALp1WpSAvy1+Hlz67mG8ZI/DIdQSqbRxBF5Zqze7ZbMl6QjuWsg7VpfGXEAAACJFAhVLWqinjsqEJ1af9FU2gLhG/s5va5pA1FHNnq8QaZ2tUt/aE1qcs32stTsab06b19NgZRkDqiuaa1SW/Rx7LFUtINW59qSAhHDlaRAhHRGBdKdJBCqOwz8BGLlqbp8I73JJvmtWVMFwt97SYwUE++9xE3nFohGp2oKpDUqEJHVava80oAAADAjgWwUCqtBDxAott/jTXWpVXAP46W8k+gdKAIpUZvc+7kqG1OtrvMWUmRutCYNQiIhWALh50DtqG6ULIG0RHssiwQiyaRpvfqgJc/X3EEIhAoqXUsghmFQYbtgprDMmkvNkcIS1XZZAykUVn2G8do9kK5Imm2Ivk9TowK4MdAGbVsgNPZMG/AMHb809UJhlS4Cr+rzq8gvHzml1SrRJZM9kB4/7ohApvp3QyxiEYvYBwpkdWFhYSHgKwWM1a1Yw8jpJZmNklXkrvmXKRBD03rDfxb+oRnnZBhqCPui3Nzsicq4XutbKazucDgc1uv1AU2T0E2B1MWxTFvV6Sia1qVzaIkBSmIHQ/ZARB7NUQP5uSB6FvKQogvgU0QfLiwslNom3gKRNZDVhQE/rsHNmNNb1C8zBUKJvpYuZtvTe6fjtjU6RfPt8k6HWQPh3RF5iqsLmjZczeXqYjIj6UfSn8e/MWIRi9isxXoJpEA7F4K9UODYms/AoC5fWUo3SiUjZ9RqwiXtPh13KH5d62IeSJ+PSDNXtSJ0KlI7ph32Bk1TILrM/ZsC4YVw0R4v2BO1e4OmKRCDlww8BSJlIeZ3jBGI4zp0mzUfgRQW/mn9pFi7H1av63qvx3eocbuKmkZO//kPHbfNr4tlOhqeLM9TF+k13sEqkEAKI9Mweaor9L8bYhGLWMTGViC8NyHr3Mq6HYpARtD73Wa93uyak+x+DlutFtXV7aG59jom8ne7aHClQH62arUa1fX5Dl6jsIySrghE79EqKX3RFXIJRDf6ikDsPkhbLmzIBaIbpbauCMS6ZmIapYnybqVAHNe3r2ldnZJ6bWUeCP+TakWGJRDHMd0Hfui/G2IRi1jEPjiFteG7S7hYXdc3/vnnn39OdN21HCGNt9IGIp/UVo/rI5C2WNCDjCPCN+gcrNFGUiC0jgmHZmnTgh40306msPj5iv6Eh0BE9qevCITbrycWPlEEMhjwc9Z0UyAbVNawccxE10pKCsu6ZmLmi0ltVCCO69u0j2sJhAYo0FnUKFbThjy21J40+3Qm/8aIRSxisxXrWURfLRQCvk7w2D6VHYZDXnxwCoQGsoqBVuoTq4WC1cQ7D6Rpg1a/VOqba4uIc3ALhNYx4Yg6vFgsStO61vn6CkSEk0DMIjotk2itNzWyFladC6TFj1uzV0HsOQTSq9sCUa5Z31p+kazlIRDH9RVLQNIgAmUtLO5f4TmriB5g7O4s/o0Ri1jEZit2nmth+aSwzEGy1kDVkmyCaYCrQF3hqSmnnfMf3/Y4I5dADMUKRq3bEqZRRyl5C0QvlUolnvNxLueu981bbUiBUCAlh6xRWO43LIvoPEnFozzXwrIRw8X6Y9873YxErham9NZKbTOZ9wCBAADAtMxTIP2ShdqzkD/VRUKnNJLX4b/fvQUiZ4ibm1WBtEeXFQwkkHnfD8TxemKQsItBiPuBQCAAgDkw19V4+xbqQoE1mtFXMkr9rihU0GAsN64UVrtkGDQ5UFls0SUQcx2TpAmkNPLW26EEoik3lPJakRIAAKYmohSWo8mmOYKyPGw86Ehi3KunQHqe9fcHCaTXKz2qQFq9+mSBBGWiQBS8+mIAAJCgG0o57rPnbNP0WrM+GNS7AW9cobe7FN503JvcvM9trjngy354LuAxGLRGd+gO/Bf7GAxGBdLjg7GcZyTncDh27XlMBNcHA7/xUYb/U97RHh2LXk/e76SrMtP7AQAAssvcBDJfjBruogQAALMlpQIBAAAwayAQAAAAoYBAAAAAsLe1uwAAA29JREFUhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAABAKCAQAAEAoIBAAAAChgEAAAACEAgIBAAAQCggEAABAKCAQAAAAoYBAAAAAhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAABAKCAQAAEAoIBAAAAChgEAAAACEAgIBAAAQCggEAABAKCAQAAAAoYBAAAAAhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAAPB4AtkoFFaDHgCxiEUsYhGbzVgvgawuLCwsBHwlxCIWsYhFbEZjvQRSoJ0LwV4IsYhFLGIRm9FYCASxiEUsYhH7aALh3ZeNADsjFrGIRSxisxvrWURfLRQCvg5iEYtYxCI2q7EYxgsAACAUEAgAAIBQQCAAAABCAYEAAAAIBQQCAAAgFBAIAACAUEAgAAAAQgGBAAAACAUEAgAAIBQQCAAAgFBAIAAAAEIBgQAAAAgFBAIAACAUEAgAAIBQQCAAAABCAYEAAAAIBQQCAAAgFBAIAACAUEAgAAAAQgGBAAAACAUEAgAAIBQQCAAAgFBAIAAAAEIBgQAAAAgFBAIAACAUEAgAAIBQQCAAAABCAYEAAAAIBQQCAAAgFBAIAACAUEAgAAAAQgGBAAAACAUEAgAAIBQQCAAAgFBAIAAAAEIBgQAAAAgFBAIAACAUEAgAAIDHE8hGobAa9ACIRSxiEYvYbMZ6CWR1YWFhIeArIRaxiEUsYjMa6yWQAu1cCPZCiEUsYhGL2IzGQiCIRSxiEYvYRxMI775sBNgZsYhFLGIRm91YzyL6aqEQ8HUQi1jEIhaxWY3FMF4AAAChgEAAAACEAgIBAAAQCggEAABAKCAQAAAAoYBAAAAAhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAABAKCAQAAEAoIBAAAAChgEAAAACEAgIBAAAQCggEAABAKCAQAAAAoYBAAAAAhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAABAKCAQAAEAoIBAAAAChgEAAAACEAgIBAAAQCggEAABAKCAQAAAAoYBAAAAAhAICAQAAEAoIBAAAQCggEAAAAKGAQAAAAIQCAgEAABAKCAQAAEAoIBAAAAChgEAAAAA8nkA2CoXVoAdALGIRi1jE5jIZ+/8rpJg7xvpXnAAAAABJRU5ErkJggg==&quot; alt=&quot;셀 서식&amp;middot;조건부 서식&amp;middot;페이지 설정 한눈에&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;사용자 지정 표시 형식 -- 4섹션 구조&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;사용자 지정 표시 형식&lt;/b&gt;은 셀의 실제 값은 그대로 두고 &lt;i&gt;보이는 모양만&lt;/i&gt; 바꾸는 기능임. &lt;i&gt;세미콜론(;)&lt;/i&gt; 으로 최대 4개 섹션을 구분함.&lt;/p&gt;
&lt;pre class=&quot;css&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;[양수] ; [음수] ; [0] ; [텍스트]
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;섹션 수&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;적용 규칙&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;1개&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;모든 값에 동일 적용&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;2개&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;양수&amp;middot;0&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;음수&lt;/code&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;3개&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;양수&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;음수&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;4개&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;양수&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;음수&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt; ; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;텍스트&lt;/code&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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Th2W+/UM/CbpZ7x3o4sSdlWXLkN7qAcdX5sfVjtsq8x8Rd+lg46vTc8qy/tXLtd9Gn14q2TP83oG/pPxL94fK6FbujnaQQwCqTms6/ycNe8f0XeDQcfX5ocNTnjkdt0HHYcbF8/rGfjPXI0FwooqZ6tLx4aOvgw6vDY/Lymfr7i0OfYGHV6bn36Xlkh23W8GHYYbl02v6xn4zxX/4r1Hyq6uatOxk45pTOrTij7lkveYxqQ+rehueX8YdBhuXA698hTUvhvWMeK977DZlyGQ+gjksUveQyD1EYhb3mMerOPNh+WWp8B/bPkcKk7RDqIXb83po3w+5ZL36MVbcz7wynv04j1eP163PAX+Y8vnUAGB1AcIJDggEP+BQOoIBAIgkOCAQPwHAqkjEEjNeNrX17d1ogGAQIIDAvGfBhdILpdb1xoGCKQKtjYmJrzUsL21Lf4q2IfRb+Tz+TAOa2kogTxbe732zH3R6uveQRpwnB7sf2xPsjY4OBjGqYUbRSA7+wf7u9HGIKQCSc/Pz68UTxKJRJb5f0z0dDrN3tQbTiCQStnuYwOVtPRL54vaN17Sqc73bbsKZCKkA+sbRyDPPuBvBUr2ukyy0qnOVqH3rjrmDNE7wkdDCGT/kGdt/iMPh4Rr1HwYBbIy+zBCPJy1O+TBQ0HOXSA522dNW1q2MasFBwRSIX3K08DLLbf3w9LlsiEE8nJ83NTMU1oUwkqthhHIB0re9z9zfUGsyaDFIK/pK4+SS5A0gEB22cA8Tvpjx+K9d4W0picPwzN3V/gEoudeRAxmreWJ58b3WpkC4SpSeKAFBwRSEdvsdTUGyQ1Xf2haeku8qUnTFo3lhfAdTyMJZNX6SqDkmnNawv7Xa89WV5+9vq7bR7EMh+94GkQg+9ZpCDdthZADY/FhWMohoRNIetkS7x+uVCKQWfqFZXUQSOMKhDlAz4/39bHKKi2tGGSLotbLiY0+uqVeOgXy1FBLyGgQgTAH6MPXH3/Qy/N+zR6Jey0FjkF7AURLh68IEnqB7PC83vzo3XSBzVJYsHhiX3mcDsvsK2ETSPoBC/PLuYXcEiuJPFcN8jwSeThPrLgLhOTzQrcLZDansKAFBwRSCeNKxdV2H53V5LYlDrOZuzZ0TUtzgRReGi0lE+IiWAmdQRpDINeViqtVVpmVWrVF4uFV9ZMikDUR5lKhM0jYBbJLr2fSP+bS2Nm0T7Kyx97elC7wZsF30VAQNoEskTSWuDTSVCMVeaBbBcL+0FdWXARC30Ui63aBlGiNrx8QSAVsWHdoI2mZauWl0WhO6tiyNqJvj7PyCd1o6acnwkVDCGTNukNrSVsl1Rrlb+r669dra68/sFZYrbIarV6KdenXHeEi7AKhaUGSZvPGO9o1pbWDfc7vRqNHIZqCPmQCWScDmIWEeSqE5KxVWNSGvjTPyyk2gTD7RB7qNoEszCsE2UkLAqmAghTG1vj4U1HU0LeKCmSbSijbE+PsHOdPbLB/V/qcHbgCpCEEMiyEsdY73P9aCENXCxT22Y76eXFkde06q6UfXmXO0VIfhOotWSEXyC7lMgnj6HBzekcIpWAupwcifceYwfBNNAyETCAPDGHkZmfXuVCepx1tIMuuAlk3G0i820DmteCAQMpnS1ZZUeVVQVZp9RWrwmJtIKzwQQu3T5zYEGVPPUTFkEYQyDOdV1l1stzrF1Vaj9Uka6zcIUiKRazwIXSyxupbNE0PUTEk5AJ5J6qsWN2VfiDqrIx29B3N8Ml+eFpBwiWQFaOVe4FqskShYr08gSwwebywGgQCaVCBPJW7o0mBkFLYH+wDq6RanHA0orOaLy3Zp9RlaWmz7SRwGkEgr8XuJLXB1/3sXbvPqFhhTbTW2Ts8mBoc7jVLGazmS0t2KnVZWto6RCRQQi4QuoZ3mB023yWZKt6pBY0jc0/ZewDD8RascAkkJ3WRfi4EMi/+NdtAVlZWVqhMYhNImtVfLbNVRB6sqAJ5+EAhyAYRCKR8qLzB6p7yG2nhjTwra6iBmJO0dOMtaHreLHFs0UjEEB1WQwiEyhtr1Hr+wRrJhAQxqGnJ0j/s1/Th19aRiCE6rLALJMmlsHtwsLuXZwLZUaeaZ00gQidsDoBoGAiXQEgCrMJqKfLgIRfHc7XnrWxEX5lfsQhEn+ddth6kZUPI8jqv+EIjeoMKhBo5RMFBCoS+chkIkpcDCRe3aGaTrQlbecPxRaA0gkB6NU0TBYdng1qK/u1XxpYPp115RlOf2Mobz16HqAAScoFQsUJUSxXSWoEaQ/bUmioWqo/436wjViha0cMlkOVI5Dn9ux6JzAuBPBBfmY3oz+m/OVUgrLxCf6blYBCjNxYE0sACOeEUyLZtKhPdayqTsNIIAqFBhDzwr6XEGELzK/FqcSeh67XbaAIxbZHXteQ7q1NEqD4QCehvCMSBsEX6YWRWEwKRTrEOJIwsWUogzBkvcqINb501fPByC/35wDKXiRYcEEj5UAFD9LlyrcJibBu9sqRAlAHqKuYI9aBplCospoPXaS3FWzjUKiwvgdjnNxGEpxU93AKheimqt9rb3d3bK7DmkB11JIhahcUGjETDQLgEQtVPOmsOf7D8IvKc+mM9tFVhMV48nLUIJP0i8jBndtbSFx7IpndHIzqtPyggkMoCbZ9FINs69c21sTXxtK/v6cQWQUURCMQHqJNupwi416khpGNVV8YKrrnjmCBLAIGUSUHT9F0misOjFBPIG3XAIGtEF9NjUaxLRsNAuARCJYl13pbOm8RZvyyz0LDCRqGzNnTN0ojumLp3RXTdgkAaVCDU5ypvEYiiFJlm3JgbSNRkQSB+QH2uSBeiJ+5rHnqVHVx12IMKLBDI8fiYC4KNR+dVV1RTxQZ+GN14N+1/Bk24BDIvrLG+vr7+PLI8z5XiPvtImmZuLznr+/qCHS04IJAKyBv7U8jTgMItemywjAmcsAwKzbPqrK0NAXUDzssPG+FpRm8EgbBKqs6Ojuv9jLWOZ0lN05Uxgby/rt0Sz6RN2ORYhlvC04wecoGQFtI70ejudD5VeLPHCyBKZ13W9WrXiNrhmMskXAJhBQZRdlh+kNO0lReRyAtLnFh6aGNJaxggkApgL/Qw28W38nLooPENK0uuFF4WCqwgYq3e2lBHjYSIhhDIa+sIwGeDlskTvQRiWYwXSlXOoZiqRHCgm63mUTEwXdvcE5MqUm1XCAiZQGgw4AtzrN8KmwvRkoJPtqgQZKt4hUAglUDt4rqomToxwR6/LFMjUm1VYUtZbH0jIQRyDKjTlf6BKDuwQeWWyXXJEOlBCeU9BOLXZLxJoYy9j3VbPRWfqzc/vanbp1kMkJAJhPnhxYLsTsW67aZLCmRh1pWVlQVXAuvWC4FUwjbrq5gcfzqxyN9LqJRHHD13HQ0kEMhxWGX18Mnrr9de8/cS6g5D0AwnZlyGQPyAlTm0/MdHB0fTvFRtKWZQlZYkH4pOvOETyArraPVwdn1+Pcdc8cIW7tWJEeepwLIsxw46mJeN8TaU2RnrCwRSEazWysQ+o9VLpU6LJbUsh0COBau1MrFNrAuB1Igj69Ny3mhB57wxegBZzRIgYRMIr7UyeV507qoVCKSJBXJimxxhGXBubyTR0i/Hx8fHC2nHjFcQyPFY7VW6Kw7aJtVFFVat2FcfmpyvHdzZ5NVY70JS/gihQMSkVrJ+qnh10woXSG7JlZWFB65YXhhSTyCQSmGjzdl7CV0m1O2zXjfWCi4I5Lis8XcRWqa3kosclzYE4hdH/F2EWnrT9cXnezsH+2EpfYRTIJomJraiCa1KpFxBI3pzC4QKGk9poKD7InGvUZQTry40gEB8YO31B69fu0xRAoHUkt2DN++ODkJTxmg8gdDkiOu5hTLe/bQCgTS9QIqyvdg3/vLleJ9zvsStly9fhvFwGkogXqy+tmOxzLPe3t5vO8JHgwikoQinQMplZXZ2NrAWjcqBQEBTCKRBgUD8p7EF0mBAIAACCQ4IxH8gkDoCgQAIJDggEP+BQOoIBAIgkOCAQPwHAmkmgZw9d+50lekgkPoAgQQHBOI/EEiAAjlGvHfldHt7e/vp6tJBIMEJ5Fv6DgKpj0C+dbnuIRBfBcKuZ+A/p/yL9650UcKu6tJBIPUBAgkOCMR/IJA6csq/eH+shBBIcEAgwQGB+A8E0kQCYUWVs9Wlg0DqAwQSHBCI/0AgAVdhVRnvPVJ2dVWbDgKpD2hEDw40ovsPGtEDbEQ/Rrz3HQikPkAgwQGB+A8EUkcwDgRAIMEBgfgPBFJHIBAAgQQHBOI/EEgdgUAABBIcEIj/QCB1BAIBEEhwQCD+A4HUEQgEQCDBAYH4DwRSRyAQAIEEBwTiPxBIHYFAAAQSHBCI/0AgdQQCARBIcEAg/gOB1BEIBEAgwQGB+A8EUkcgEACBBAcE4j8QSB2BQAAEEhwQiP9AIHUEAgEQSHBAIP4DgdQRCARAIMEBgfgPBFJHIBAAgQQHBOI/EEgdgUAABBIcEIj/QCB1BAIBEEhwQCD+A4HUkYYXyMZ4Xq9nhjUaen58o1YCWbueSgd9fGEmnbq+ViuB7B/mWzLv0/np/VoJZPCTgb9PAsbfA58MtoBAtl8e83psBfTxmghk9TrMXRL9+motBLJ3qLUu+uFeLQSij/HQCSQxvdkFsl3w4XpsAQo1EMjqcNBH1RgMr/ovkL0Wv+4Le/4LRB8yAicQDOlNLhCUP8pk3H+B9AZ9TI3Cdf8F0srlD8ah/wJB+cOFT5pbIBu+XIytgL7ht0DWUH9VJvqa3wLZ11odfd9vgQy6xU8w2NQCGffpcmzxIkhVArke9BE1Dtf9FkjLF0A0bdpvgXwSdKhu0CJIQwsk79PV2ALk/RZIKugjahwG/RYIrnst77dA/hF0qA4nA00tkJbsx1gdab8Fgrwvm7TfAkHea2m/BYL+u6783dQC8elibAn8FkjQx9NI+C2QoI8nDPgtEPf4CbQSQCAtAgQSHBCI/0Ag9aFUvkEgLQIEEhwQiP9AIPWhVL5BIC0CBBIcEIj/QCD1oVS+QSAtAgQSHBCI/0Ag9aFUvkEgLQIEEhwQiP9AIPWhVL5BIC0CBBIcEIj/QCD1oVS+QSAtAgQSHBCI/0Ag9aFUvkEgLUKzC2Te19F1+ryfa4NA/AcCqQ+BC+TsuXOnq0wHgbSAQFaWGJVPzbjOfpcTn9IvXsz6N71j7nnET4NAIC0qkFupVGr45MmRVCr1/46xmlgqlfrnyZP/l0ql/nWyzlQqkGPEe1dOt7e3t5+uLh0EEpxAvq2bQCIMZ/lh5eHDh1IPCusPHz5cpz9y7HfL4utZ808f8HdtJQXyrct1D4H4KhB2PRejJtF3RtO01MmTI/RaGOdSEkKP8vnDWxfGxi7f+tB1RsP+kye/1zTtnyfrTKl8O+VfvHelixJ2VZcOAmkRgczOzupa7uHD3PrDh0sLDx/O0r/ztIBSzK8bzGvaQiQSWWBfz84uG3Ge1uJjmWHlha+rg0BaVCBDfJ74C1wAJ//x/vvvD4l/e06e/K+macZbrP7xvTE9aep728yOY5qm9Z48+X+apoW9BHKceN80AlnI5XIUqnK53IrL4vlcLreuaes8VaMQZoGwP3KRyOx6JLKci0SW6F9DIA94GUWUNwyB0IkyBKIUGVbm6azMz9tPXXqemkn4Urd0K7nZ2QVZEFqKRJb8OsLGFwhd8QvGha+SY/eITv/UeYbHhhBIDxfITSGQW5qmfX+Sf/4/q0BGLNmXHrGshgTUywsi/1W///vyf//Z3//P9wdO1o6gBcKKKmerSxeUQChiLWjac4+n2tkIiy5LMsBR7KHbZ91+d5GD5uVSt3Qrs8sPltbr82amRhDIMnkgF4k8mPUQyKyHQPTn5pfL9F06ErGfjPlIZEUsNdOtyHQ6nc5I5IVYy3wk8sK/iNjoAqE8f2Bc+Cov2D2Spqxze9ZqdYF8yM3RI+qevAVCS7Tk/zv/P/9z/v8lHe/XpYLMf7lH3je/Heg1IsfwrZO1opoqrCrjvUfKrq5q0wUlkOUICysP2c3BqljEglwk8oJXvguBiDr6dVaH/8Dx0KqzFAuRiDjT/K+HYn063ZB0a660dCO6IhBWyJD/kkCWqdJqdplBpyPnIZB1pRWFnYZ5p/t55psnyZqOzjmDr1t/YZzcOggk7I3olOfLxoWvIh6ywi+QgHphpVml0/9yYTBNDH///fe9DoHQN/8jf/Q/9raOf/AXXpGHLsvv/v4n7bWeGk6xC99SMvGTShvRjxHvfScUAtHZXbPy4MGDFXoEe8jvo1n+PCZiTI68oj03RCPhz7ezkefi8yz9XHshfib8EYk8qEcZpCEFogYsOiuiDWRpYWHeIhC10fs5Ze+6M6Dx0/DCOEmWdGSgyBJtQhQ8lvxsRm90gaybArFd4nSPrHCBhLsKKyCBDPJXHSZ55GflDIEQyL/eZxVQw5qmDagvcbK2uac17RYvz8hEA9Ri0jtDbzH5+1ZvDRtHSuUbxoE4obLFPK86WWEPWUv0pBqZF3GKQliOx/8FRQy8uOFSa7JExX+x4gesdmXB6H40m3uuPFG3ukAeUKu4/NcmEEpH+qXcl4HMEMgDM7Lx7M0ZpT4DS+Yr6dgn/rDAzumsUtj0iUYXCJ2KJZ71NoGY94gjv2tMYwikV9NmuB963AWiaRq1d/yLnDHEXmr199Cwo0QxyN+YmDbee/WPpKYNmj24biU17UJtjqBUvkEgTuhJiwV+UekRWWbPYAuiaZVupwV+O827VaebLIiqrWW3WhNa/QLv8PO8DjdfIwjE0Yj+cFk6WafSwYKHQKiUyPN+fX2BVrO+HHm+vq48E6+srz+IPFhfZxtZoXS5SCRnpKOdoDWlX3BL8ZPsW6VMowuEsidnXPgqS9yzD2S21Y/GEMj/8Mj/Tx75SSD9Y2Nj/3II5ENq+NC0dIpXSGlJa1/eXk2nfwa1JP/896Cm9avvUOzRtWRt3qlYKt8gECcL/K7I8btiiRoQc5GHkRzVouSMLqMyxMzPzj6PPJidJbvMKhXvadbNdHZ29kXkwSzVlvC/jHTPhThE1UytaUiBGM+7rI37oS4E8nB5eUEViBntqSRhoAhA1IsZ8rGlo8VMVcvyZ2k/C4aNLhAhaJe+0rxS198Kv2YSyIVUiuL6+zSc0LURvb+3lzWD/IOKHQbDtn6876eoE9fJf6V6+ed/adog94W0xn+5iPynVL5BIE7m+V1BUUzeI7OR5cgshRcKKi9YkFkRlRxGU4bxYGwZIcd5aEuXY0GP3XRG8KotDdkGIrNzhapKXrDI7taITknTxxHIkizCGH/QSfbtrDS6QCi75o0LX0WcAZJ/nXepMQRipUg33pMne/7bz4ohyf7/qqML3fiHrqVJMR/+K62lBvpJKx/q2nHGuntTKt8gECcr/K6Y53fFQiTyXFuKzEaWqaRO99FDbo4XvNhepUCMCmWqHfNxzEETCmSFZx0P7G4CoSzktYDrC8uR5wsLtGDBGNRBq1igGLfAl8470hmlQLNh67mPMbHhBbLMBS0ufAVxj6zX5RmoKQSSHB4eTrkJhPF3WfVQ/+IeGuDC4Q3ow7J6y2dK5RsE4gLvqpPmd8U6lTSWI7nIA3oQoyewZd4qLto2VuYXIpH1+fnlc7H43AAAIABJREFUyEPL6DV9fv55ZGl+PkdLqcTC/5p/EHlAQ9qMgodRFGl1gTxnLMt/pUAW+DiQ56LyxE0gos7RbCtfcdY/yWEgskODbLdaUNqC1eLgQwjERHQkNHNPIjJw3tn+V2saVSASVSD9bvR6ryel6X+fPPl3StOS/0yZzfA1aQQplW8QiAsrXAQrNHR5gfXMeR5ZjjyffUFPscriFeswkGWvYSBp6zAQVt6wCMR+X7aiQBwLZmdZkxIvfixLNZcSSJFhIJaxOpZ0LgJROnYdm4YXiP2KN2HD++lhqc6dsJpKIK55l/ZczQAf1/69pqU+PPm/ad6393tNc06i5QOl8g0CKQH1UFRxKSyUPwyEj0RgEcoYRkIRFALhf8/aWBc9o5ZNHXhVYfEVzM+/EKW+BVtpcCnyYl4sNdPNitKhUYWFEkgZrHDqPPCjCQTy94DJh9ULZIQNSP+bd939X5Hyv5r2v7XY51L5BoGUYIX62a5HntPDaiTy0HHbpHO5B5HnuRzNxJFTK4LXc7M0zoMvXbGm4yMQUIVlEwgf+mFvUuKNGen13OzsbE7tm2sRSNqtrVzC5towcKZzaQNBI7onYtR+vVs9Gl8gNv5x69YtVu00dMuFIc/fvc8qrYY0Lf03+2dY6enrO6XyDQIpyUMSyAON/usS6S1t5bKsYZkcgzcA29vUjUZ0MUqr1jSuQNgSMzetpRFrN95qBTKr9sKalz1X0Y3XHQiket63tXTQMEPqTzVgo1hp4n/YuPQRbo5P+KDDv9OsWst/SuUbBFISGv0RWaapL9wifbUCMbwhBrbXmkYQSHpeQZ04Q4weFCzYBZKW8X8+t8RKfQ8jDy1TJeu53AsqIPKlznTrclvUvZdVKPCpB3yiyQQy+4BRj/kTmk4gbAYrhTH+NU20a6HYuPLvNe0mE8ggH+tOk6X8n6bFarLDWgkgkJJQTVRkSXsQoT8cS/X5+YhRnc5DDq/mEv2y1iORWWppTIu/ZiOReUpH0/UZ3YAxkJD/rbZ/LCuzHZM2HswurC+wb43BCMZUJg8NB9vayvXc0mzau0ODTJcWwxTN9ihSlm/twk0mkFDQwgL5hP2MplYcGaBB7f86eXJM19iIRf8plW8QSEmo1YKNIhTjCO3IWZVER6A0zX2iu8xwYmtTF/Xu6eeRyAtMZWL87VaFpcxbaZmQyRCIORKaZ6/RoWFZGkFm/gv3qRXZ3Pw6G6/Iz9asnz0bIBD/aWCBjCgtHR+aAkkNC1IlBHKBOYN68dIwkKSmpVKappcafVglpfINAinJeoTNY7IUocYQl+W8LyifaVd2O2WiYfO2mz1KbVMrsrme1lnlfj1G8TayQCi8G+99UpqMDIEsGBK2TplILRk8//lp8JjXUt2yOIt+dsKCQGpAAwvENk+JFMiM/DBSQiAf6mzQ4BAVplM977PdT3q3uR+PUvkGgZSENe0ucDG4za+3bn1TEXszEfubddhdMH5kH4lgNJI8r0eHyEYRyJLoJKr2FGUvotDNl6gopRGe6dTVl7vdVupjnbDFcNC0+jopdhpWzMpD2crC50vxdy5FCKQGtLBATg7zdo8PP/n+wt8nT17oH+z/pDb1VxCIH7Cn03nec8ct1OfU8YHi1RL0HMvfimdUbTmGi6yICZle1OXFuI0ikIdLKjyIUzVf5Pny0uzSMvsr7XilrfEKWlnqk2M8nwuB8MyX7/ISp0F9a8j6Q3W8oq81WBBIDWhggaSTJsOmQJIpQbKUQG5qWrKWr7FVKZVvEEhJdOpysqLN0z9uy3MPKIotG71SqJ2cBLLy4MG8XMrTLbGVGdVg6Vlq/zDGWLeuQNbX+Xt9HVVYRu2fOpxTTGqysr5uvkeKXkHrmo86jSksc0/YmELDWD52MoJA/KeBBaIyWEUj+smT/VR3VZ8dLpVvEEjNJmMsh3TdXgQaZoHIop2nQLR0Ts6f+1C+YJ6P5TDfcO7RZrFUTR83msnfx44NEIj/tLRAPqRW83+JqrAZ4zW3taBUvkEg/rNUn3cMNolA+NyJumMcCEOpMkzPry+sK18s8DkXxad5jzcDL1RVF7Xs7+SAEIj/NKhAPvyHFdEL62/b1/8o0abBXx8y+M///rc3qaVqucOl8g0C8ZuV5Tq95bw5BOIX6rhBy7moqolp3teOcRCI/zSoQPzi7+/5OwyJdC3bQ0rlGwTiM9Qh6HndKqbKp9kF4sq8OQ18kEAg/tPiAjl58u+xf6Z0ev/UJzWZRFFSKt8gEL9ZNqceDxMtKRDtwWwYzgUE4j8tLxBGzXrvGpTKNwjEb8R8JmGjNQUSDiAQ/4FA6kOpfINAWgQIJDggEP+BQOpDqXyDQFoECCQ4IBD/gUDqQ6l8g0BaBAgkOCAQ/4FA6kOpfINAWgQIJDggEP+BQOpDqXyDQFoECCQ4IBD/gUDqQ1MLpB6z2DYJab8Fgrwvm7TfAkHea2m/BVL7DrENyd9NLZC8T1djC5D3WyD8dTagDAb9Fgiuey3vt0Bc5lgHJ08ONLVAxn26GluAcb8Fcj3oI2ocrvstkOmgjyh4pv0WCL1gAzhwzPLYVALZCN+UUyFF3/BbIGvI+zLR1/wWyH7L572+47dAxLS4wMpgUwsERRA/CiDVCQRFED8KINUJJHqotTiHUb8FosVsoROcLKMAUnuBnD137nSV6UoL5ETBl8ux6Smc8F8gq2xGaVCK4Q7/BbLX4td9Yc9/gei1eqt4A3NLr1ggx4j3rpxub29vP11dujIEcmK85UvzpdGLlj/cBfJtSYF0rF5H3pdEL1r+EAL5tlKBRPcOWzjv9cOi/nAVyLdlrBbNIDY+KeMiO+VfvHelixJ2VZeuHIGc2BjPo1djEdL58WLtH8cQSEfH2vVB5H0R0oPXi7V/HEMg0ej+dGte9+n8dLH2j2MIRNMGPxlAb17B3wOflGz/cMnn48T7YAQCjk3VAgHHpmqBAP8FAiqn1gJhRZWz1aWDQOoDBBIcEIj/QCB15JR/8d4jZVdXtekgkPpQXSM68IPqGtGB/43ooCpO+RfvfQcCqQ8QSHBAIP4DgdSRxh4HAvwAAgkOCMR/IJA6AoEACCQ4IBD/gUDqCAQCIJDggED8BwKpIxAIgECCAwLxHwikjkAgAAIJDgjEfyCQOgKBAAgkOCAQ/4FA6ggEAiCQ4IBA/AcCqSMQCIBAggMC8R8IpI5AIAACCQ4IxH8gkDoCgQAIJDggEP+BQOoIBAIgkOCAQPwHAqkjEAiAQIIDAvEfCKSOQCAAAgkOCMR/IJA6AoEACCQ4IBD/gUDqCAQCIJDggED8BwKpIxAIgECCAwLxHwikjkAgAAIJDgikeQWSSiXrublkfTcngEAABBIcEEjzCmQ3elDxb9LptPnPu/19ZVGysDl9uFlgy904iO5q9QcCAc0ukLuff15J4rsddQQCaUKBFD5m7EV3+B/58n+6E92hf95EozopYc9c5744ur2jlO03eb6Vnege/6Og1REIBDS3QH682t397/KT/9zd3f3dake9gECaUCD2c7d5fIEcRqPRnaM3bw52o9Fdm5A23Y6/XkAgJ05sTExsyb8nnvY9lR+2J/r6nm4oCbcnJtSPRdmamNi2/rXh9WvfttkMArkruMM/fv7jj0aJYPXzH38UX5fPv7u7hUBsa777449mweSusRkSSPfVZx11IsQC2X/z7mgv2oCEpQRiUFEJZPfw8PBw3yYQfTe6ywsW+nQ0euRaAjFACaSeAtnqS5pbecqboV5SwN8e57WNeRbbJ/r6tk5saNrLctfbp2mL/K9xTds4sdVHV9G4S0Ift9kEAnnWLfiZPt29ysI/D+efsw/fVFY6+I5+wmul2M+lTe4wsVzl1rjDFl1lZrnzOf3kakerC4THq/RRtPEIXCB0B08fHezv7B8cHdornIqzYxyFRSBJxRp7vJBiIXUoNjddgax8oeUFwiM238q4zBUK9C/lhwItymtakWDeJwobCk817Sn/6yX9lJ/XcY/o7b7NQtFttoBA7oi/WTi/q8Z/B3fdWy7oR7KcYRGI/EDSWBUfrgo3kU+Yv1pZIOIxVpdV7xb23kVDTPAC0RXv7lVUo7QT3dvZ2dnZkwL5+OOPKULpu9G9Td2jBKJpHytHf8SS1Q0IREvm5VbymvZyceKlpqWpaKLrL59OjGuazpOlT3gF8+2CVnAYZMLY9QKtIa8lC64CoW0+pW3q2ydObKVpmxTQt0tss1kFcqe7+9+fExTZv+nu/uYOlUJ+5HVR39yhUohbi/jn3d2uBvmmu/s7+ffV7qtszZTwRyp9UCnkG15r9W/2QVqDlna0tkCONC15sLOpaQWXhbsFVicfVoIXyGE0elBIptPp1OZONFpJoWDH2gZCsBqKzb1odPfg6OiA/nW0okej+5updDqdLBxU1OLiAy0vkPEJCqB8K1v5CfonTXVOJ07whhGd20TT8t4CyYsig8oW6WKjr2+b3HHiRN8ElUlcBCK2mVS3mWbSKrrNJhaIEfFXu7u7V5kc/s2KJhTUf+Qx386P3e4G6e7uNpozriqFl3+z5GIDV1lB5I5ijasePmodgWyyILaXpM6oDnZSvFU3pAQvkOlo9B2v2kgeHEsgewcHB7yKu0DqIPbeOIZ7FKJRkSr9Jho91OpJywuEB1DLVvI8mDMWefyeYP94BfMtKkbYv6Sv+jRt4kSePMArtdzaQJzbnChnm80rEKP26K6oburu7mYaIbMIjzhgRQq3tZmp1dovtkrhEbnKq6ZsvuGFnhYWSJJqTZhH3FpBwm2Q4AWSpKaM3Z2dHcpDR4WTyebH9m92onv7+/v7u45uvJqWLmweHm7m3WqoDpTN7XsOFKkJEIhTIGlWncR6QL3UeYM2T+IZzN0MktZeUptGH/ujpEDSvNaKtjmua8kyttmcAiFp/Pvq1W9EPdPPHT/epTB/h+qZfqQPV3nod/Czm0E+V8sr3d1Xv7l69d+fi4qyjrufUxP757TJbzo+/5ysIVfwo1IOakmB7GpaKrr/Zu9ja/26wU4yxAYJXiBaevOI2jGiu/tvivWJOnDUN+0YR6EIpLDpwN6T9w05J7q3c8RbSuoHBOIQyCKrOuJ1SFp6nMX1l1SUcAvmE2ZW2hZRwaOQ1sZP6MIbxQQy4bLNca9tNpdAfrxq8J3ZVE4tHSSQz7u7n7FyAsX6n7uvUoO3rY+tbA+X/ajUdasiUJrnyRl32Aq7f2Rlm7vd3XeZTTiiuNO6AtnRtPyurr17w6pjVN6YF7xtyWba4KjVBVLmSPT87p7NIIfTEkUgBx7HaAUj0cMhEGrR4P2ntukUj28ZnbBKCCRpXVLQ8idWCumX23LtRQTiuk3WCasFBGLEfyotkECuUhfbq6us0PFzd/ddVjSg8P5Ndze1dd/xEoijfV0VyKpcc/cdJpDPu7t/ZmUcssWP3d0/WgXi1tLSUgIp7Gva4ZGjoKEIxNa+rjxqt7RA8jsCKhEIlGLBoTpk4yAaPZj2XNOBFMiuA/NHutzGnrm5OvblhUDsAnlptoiPF/KapvfJDlFuwXyjwFDGkggm8lp6XM+nk7S+jRICqWybzSWQz78x+LGj49mPn6/y/rufqyWQO0wgP7qWQL77N4M66NrHiFhKEmwU4jPWRbdUCaTlq7BYCSTtVgI5MC54ta8q8ZFZweLa97dVBOLWb00RiLM4Yft9XqX05nSXzdVxKCEEYhXI9ktNyyt9cifSmr5FFUvply9fFjQtyQb82dlIO3bUGFNCPC0qEPs2N9g2t5VtGgPlm74NRPAda/GgMP45awN5xttAPr/j2QbyjYs/RAcu+1ffuLSB3L2rtoH8XLeBICEVyB6NXds/inq1gRzoDn+Eh4AFkna2WKj1VJYGjYPo3ke2aJ9WD8VoRD/YV7A2vbtsro7t6BCIRSATeTkMXPKSwr9SUUXVSmX440RfWtPSWjqtpTUtuVhMINVtszkF8uy77342BCJ6YVHdk1GrZOlXpfCNOQ5QXZ2S+rvvWKGCr4f33+XN8+69sCqYf7EJBUKDD3a8e2GF2h9BC4RR+Phgf4cNDS82Er2w56xtSrsKxNKZ2tmvK8UGvu/sH9R3HhMIRAZQMQ6ERoJbixjbSQrmT0XjoKbpaWcw33LxBx9JqD0d18Zl/yp3gWy7bHOl9DabVSB84AZVVN2VAzT40I9Vboif3SuXvnP1h2VAhxiCyMcL/pt9EDbiie6asiFlVTzpVnMJ5JAVPXbTvDevDeop+iYaWkI2Et3RVddkf89ZR5WORo/M7gjy2105s+/H71psJPrZc+dOV5muHgLZ7uvrK2haoa9vUUTSl8Q4zVH1cnz8JcVvI3x7tUf0ue3lhqbltYk+Lc+aMvr6+qiiqq9Pzm9S4A0jVW+zOQVCkf3qd99d5cGctEDN6CzyUx0V++A2xO/OVff5D2mQuTor1nfUVHKHlUO6f6Z5er8TY0h+pA9y7Md3Fc3f25QCOaBJM97knVO9EnvTYfZHCATyUTS6f1jIp/KF6d1iLRJJl1HjadeRI7vRfe/lhWh0d5ptjmZh9G6Ur4dAjhHvXTnd3t7efrq6dPUQCHWb5bxU5qXSVpQP5h54BnO3+XKpP5W29ZRaxdiwQgHvrXtCl/VS5jaTlW2ztgL5NrhxIJy7yiRV35gzHnq1bq8+8yzRiB9Q8zmDaeIbdfor1jfLlAb1C/u8ngL5NoRzYR0qQ+KcBNtKXoVA2PVcN45Ma0xXGtHTlQtE2Uah6MDFGnDKv3jvShcl7KouXcACYcVHnc80Uk0wp99vU0sGdbAy1mwM92BTbNkE8vS422x4gXTcZdH8G16D9Izi/FXRns0m0JUfyoVkcJW6d4mVdbOBhB0dq1Qg6f7mmfKBvwXk829INHXqxBtigex9RAXhgrs/wk3wApmORnc+3iwUNg/fFS2BuJGm4YcG8re70d0DgXsJ5N0hbe/jnYBLIMeJ9w0pkGJsb2xsuPW58gGq36r3NhtDIB0dq3fumM0Zq3eUxgjLhzL5WSlbWNbcYdvMqpK+bv4Ir0BoEAMb3dx4BC8QXanh26swoKctx7JZViP6tPLeljd6UwmEFVXOVpcuaIHUkKe1L1c0rEB8hsYhVvZGQlFIaXWBNCzBC4Re0PHm6GD/4OjdYaVdanXXd1F9pH7pbDlJH75jm3tT4etHalOFVWW890jZ1VVtuiYWiH36rUAJUyN6TfBoIDl22iZuRG9kgm9EbyFO+RfvfaeJBcLnuQoJTS+QEAOB+A8EUkcwDiQQ+l7WeHR5JUAgwQGB+A8EUkcgEACBBAcE4j8QSB2BQAAEEhwQiP9AIHUEAgEQSHBAIP4DgdQRCARAIMEBgfgPBFJHIBAAgQQHBOI/EEgdgUAABBIcEIj/QCB1BAIBEEhwQCD+A4HUEQgEQCDBAYH4DwRSRyAQAIEEBwTiPxBIHYFAAAQSHBCI/0AgdQQCARBIcEAg/gOB1BEIBEAgwQGB+A8EUkcgEACBBAcE4j8QSB2BQAAEEhwQiP9AIHUEAgEQSHBAIP4DgdQRCKRMJn41WeRfbS8ssLdC/XrtmutPthcWeMpfry04l5pfbm/xd4M89VhPrWk4gfzx258dv93+y/Ld29u/ORM+uyu40/Hn7dvGuwafvX271hEOGk8gT27cYC/ofrK09GbpCf//E2Pp7u8mtjeq37ixVJ89bDiBTL85zEej8u21lZCMRg9tX+1G32l1BAIpk1+vmeT4V1vXri0WFci1a09trtgQCtowv9xYoFX+ug2BlMEft293dHT8dfs3QyB/CDG4CuSP24LfrAK5ffuPjnAQvEB2f3/ye+lETwR7hkCWbpiYZphVvn0Sje4ZNtmBQOxs7jM2tYPokSKQ5O4uOwLG4ZHJxzJBQZISAslPC3QIJMQCWZRsMHlIFl0F8uvCAplhYWFBFYjU0FPjS1oRpVyAQGogkN8YpkDuyi/esn+D10jQAtljHsiZRQh3fpdS2DUE8rt0ypOcVSCzHCaQHcMms60lkPT0wc7uztGhXiTNId/dQ5tA8lFFAW+U49oX322aRyoEItYUjaYhkBALxKjC2ipHIMZym0CeEmYJ5NdrC1snTmxQYQYCKcmft2+vWgXy5+3bdzwFIviNC2Tt7urabQt/drS4QPZkicFukCeze+rH36UX3ARiLYHMijWzde7mcrncjRu5XG6ppQRyKKvvdgtFEkWj+Xw+n7YJZDMaPTLSvInubkoKSsllN7q3v79/KARS+JjYh0DCLRAD1vJx4sTWxgZrvHAVyPb29ta1a0+3t7dtAjFXuLC1tX1i4dqv9Gnh2lMIpDR/3b69Rv99+9tbIZDfRHXU29u33741KqkMnv31150OSvsnCWPt2ZoFpp5WFsiTGzdyv+8+YUULlZ0bNywG+f3GDVnPVaoKyyIQ9QctJJDpaHR/upAvfLQT3dssIZBUYXrHIpCjaHQvKdO8ie66/vYd/97SBvIRBBImgWz8yiK75Ndr17Yk2/TFNlPKAitLuAf+jWskh6eigkquRVnhtWsb5JFtlEDKZPX2bfLGX6z4wARy9/bt22/pj7f0lVMgd8g4VNT4kwRzl9bxx29v3759+9ufzsStJ5AcFwOvb1J5YjWIu0CMMojZiDJ7I7fEUQWy01oCKexFRXuF/kaRgR1e8XTwcTSqCmQzGt0ziyBvWElDNpaYHEX3qHYMAgmvQGzh/FfWnsFhjegLVKe1cO3alqdActfE0mIC2aBGeVLMNgRSEmaOP6gE8gcvgay+vf329u3fVlkV1traqrtAnt29+0w2ot9hpmGEoSdWsALZvXHjxp7QRbSYQawCYcZQBfLEqxGdWBK/vXFj9vffLRVjzSqQg+gbLXm0c1A4ONIPjHieTknEF4fR6NHR0fTmx2oJZHMvun8Yjb7RnW0gan+r/WiUxJSMRj/K57XCGwJVWCEXiAHpYIuiP+9o9eu1a7kc74mrQmq4trC9tbWVUwVCX2w8/RW9sCrnz9u3//zt9u2/jDYQssEalS3+cG0DoTZ0KnhQcUUKhKq8nnV0PPvj7e23Tt+0lkD2qGmD/ti5cSMXLWYQq0DYr9QqrBvGr8yWkSdPRK1YThQ9WEJWFmlygSSje0l9n/wc3dEK0R3xtXFG98QXh9Eo/8NsA0m9iUZ3U6SN/U2mkDfRXcM7aXMT6T3ukyRfHxrRwy+QbSJ3bYH9qwpkUZYliK0cmUD+Prdx7RoNFXH2wrp2bdv8cmtjY/vEia0tCKQ4f1Fvqmdvb7+VAqFeun8yr/ymCuTub3/ZevG+/e0PKRAjnWx9b+USiCx57JkO2DPi/6xiEKtAZmefWFUhSyA7yigQORKEdeCi9VBvr1wrCGQzuq8VotHp5FF0R9P3KKp7CeTo6GB/Ny0Fkifr7FAB5R3p5yPvNpBD0SkrGY3u7uzQx48OCXTjDYdAtow+uKId5Cmvu+Lf8a9zahXWxMS20cuK/bHNa6UWqZeWTSBUB/brUyEQ1qsrx9b8KwTigDV980YOau+guqpnf61Jgay+fcsa0Nd+e6YKRLard6zevXvnzh3e1rH255+rcuGdVV4C6QiecAiEqrLEV/SnyaxXG4hFH0YriFqBJSuxZm+IFpaWaQOZjh5p06QJVvrYjYoqq5QxfEOkk+WGvBSIvhPdpaEc1IxyEI1u2tpAZDdejRIeseVmN15jGCIEEgaBGAWFX50VWOLr7ZxLIzq5RP7FyiJbuVzRkehsJWxFuUUIpLhAOmSJ4Y/f/ur46+2fHR13eCXU6mpHxx9//mHtqsW4+1aBJUYbiIJLFZZVIE8cAtnjArFUYBn9sJao1y7126WOu7kcDS95cuPG79Rs0lICecMFkuclEK+xIKnNzUKhkNTNKqxCwUyb3LS3gciSCxVQ9lJH0d08BBJSgWxTsYAN/BA6oIYLFVbeoG669K/aiD7Bq7LoF+bqVIFMPF1Uv9xYXKRxJOxXEIiDO38wjM9rf5jw+H/3L2aEt0qnqlWxSHTSMuApqBcWVWqhF1bRRnQ2ROSJapqlpdnZ3A0a9rHLJjKxYOnEtWS2qLA17+Vu3Hiy1zICOYweUF+qw/RRdFc/NNpA+GANwkip5w0KBaWJwyRlpshLR+jvaKhhcje6J8eBsCqs6el3R/v7EEhI20BObD2lzlLXFnJPyR7bWxsbi1Tt9Ouv7gMJxdgOh0CMBvVfeWcucgrVg0Eg5fCb4oO/jGYO1kzO+ug6WJVgKhM3KLK7duO1+sMciX5jSRlI6LLCJWoeMQVCBZVdGk9448ZOywgkH91N69TYs0Pt6EbnKUcbCBt0bpIvd/0H0eh+WtMKu9GdvG0kenQPAgmpQHifKtZYQeF+UanO8hKIUQG2JWZLJFyqsyCQsvnjTwkXyOrt27+xiq0195Hod5wlEAhEgbpUPfmdwvxeMX9Ed5eWeFPHrqjCYm5wWSGb1mQpJ8szOzd4s/nu0pPWqcLSdqLTWupgdz8/vRvdNTrfTu9IjIQpo3ljhwRyOG2lkDdGoatj0TejB6y0kj8oyJHoR0dHb968m94sJCGQkAqEBhKyP7aYF7YWFnK5HM3Mu0EjCosLRMXs0msAgVQBHwdyx1DBb65t4ndu3/7NYLWjwzqTSQg8EvRcWLIt4/ei/lApQyAKysCP1hHIYXRPNpS71ku5sEkCoU5YKtM0xlDlgCc2p0fBbLzhFYicZF2ZTHGL5id56vCCt0ByTyXGun69tmB8KdpLIJAqEFOZvL399s+1O3fX/hJVWjbu3L79p5zS/e4dCMTB3hNq8p61z8e74+kP15HoTwxN5G7kXIYXtphAaDaSo818Ml/wnsfETSAfvbFSODyw4lADBFKMx7SD4yfCAfXLlR2m5FCPkgIxkW3rZrcrPidvGAQyTvn82CXvr3eEXiB3jU5VVMAoXoXlZpigue6V99P1CbZUvbTjMjx8x3N+Xre5sMwKsJxLH+B6C2Rf1+YaAAAgAElEQVTaK0/rhi47T5m1VeUIpHKCF4gtn/3n7Llzp6tMNxUmgZw4sfH01xyN4DBcIHlqNIfbvlfeQWWUQBaVL8WattlAwhMnFmnq96AEMuWS92EWyG/UjZd1qvqLqqf+dO+T+8yswArD5O0eAnHLe7NdNGQ8yeV4I/rSmyXjf4ZAqHeW/NLmoNmSk8b7xKFXntaR/JudvejuftmxvLC/L2c4qYSkdYYsYn+HCbReTPkX71053d7e3n66unRXaAdfBhJTW4qXlM9XXG643qDDa/PT75L3V6wvfQAVsul1PQP/ueJfvHelixJ2VZdujnYwH3R4bX5Y2XnOmveP6LvBoMNr8zNI+fzI7boPOgw3Lp7XM/CfOf/i/bESuqXL0A7qQYfX5oeNfs1Y8/4VfZcOOrw2Pass71+5XPc0XR6ohj3P6xn4T6bGAmFFlbNVpmMz6Yux4KBWTFAuJ+3ng+V9GCb7aGrWWN67Xvf2Pp2gTA68r2fgN0k/4717yq6uqtP1hqsVvUlhbei9rnkf5n68TcF177yvUz/e5mPaO0+B3/T6Ge99h7V8JYMOsM1O0q0zBc/7VNABttlJFcn7oANxo1IkT4HfOPI5VGRYbSbqsGpfg6Vn3PMedVi1r8HyyvuDoCNxA9dgeeUp8BdnPocL1smxEHSIbW7YvAj9Hnk/HHSIbW6Gi+V9IehQ3JgUvZ6Bv7jkc6i4xPYSRZBaF0C0S155jyJIrQsg3nmPIkgVHBTPU+ArLvkcKuKsmzyGgtQQ1ml+MO6V92gFqR2rqeJ5n0dP3orZK3E9Az9xy+dwwQbloiNWjbtguT9I8LwP83QmzdAFq1je128+rKZhulSeghYqgLS1tbFaYlRi1YpFlr3DRfJefx10nG1WXpfMe1RiVcpR6TwFvuGRz6FilHWeSDsmMAR+sMFeV6CPFs17NIPUhLVy8h6jCStiv4w8BX7hlc/hopPtKwxSO39oncXzPgmD1IC1ZFl5D4NU7I9SeQp8wjOfwwXvfpdGLZbvLKZLdcUTeY9aLN95XW7eoxarbI7KzFPQEl14JQnRewIt6TVpP9cGs6XzHi3p/rJ6vfy8n0ZfrLLYmy4/T8HxKZbP4SIj3rSSRyHERybEC9BSmXLyPoVqLB9ZS1WS93kUQsrgoKLrGRyX4vkcLjLyuaEAhfjEREE+R2TKzPthKMQn1oYrzfsCFFKCg4qvZ3AsSuVzuMgadZfJcTjk2EyMG3Nb92fLz/vU9TW3146DClhdu56qKu8/OkBNlgd7B9NV5SmontL5HDI6zR54ev7l+HgfqIrx8Zd5JSs7K837wf7r1z8AVXH9ev/gcfI+v3k4/TGwMH24eZzrGVRFefkcLkYxCsh3hsvsx4289x/kvf8gT8OVzyHjEmovfWWwgnkIkPf+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&quot; alt=&quot;사용자 지정 표시 형식 4섹션 + 자리표시자 5종&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;자리 표시자 5종&lt;/b&gt; (시험 단골):&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;유효 숫자만 표시, 무효 0 &lt;i&gt;생략&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시 (값: 1234.5)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#,###&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;1,235&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;자릿수 강제, 무효 자리 &lt;i&gt;0으로 채움&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시 (값: 1234.5)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0000.00&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;1234.50&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;자릿수 강제, 무효 자리 &lt;i&gt;공백 채움&lt;/i&gt; (소수점 정렬)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시 (값: 1234.5)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;???.???&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;1234.5 &lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;@&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;텍스트&lt;/i&gt; 자리표시자&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시 (값: 1234.5)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;받음 &quot;@&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;받음 홍길동&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;,&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;천 단위 구분 &lt;i&gt;또는&lt;/i&gt; 천 단위 &lt;i&gt;생략&lt;/i&gt; (끝에 쓰면)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시 (값: 1234.5)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#,##0,&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;1&lt;/code&gt; (천 단위 생략)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt;과 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;의 차이 &amp;mdash; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt;은 무효 0을 &lt;i&gt;생략&lt;/i&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;은 &lt;i&gt;유지&lt;/i&gt;. 예) 값이 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;5&lt;/code&gt;일 때 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#.##&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;5.&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0.00&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;5.00&lt;/code&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;날짜&amp;middot;시간 코드&lt;/b&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;yyyy&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;yy&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;4자리 / 2자리 연도&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;2026 / 26&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;mm&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;mmm&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;mmmm&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;월 숫자 / 영문 약어 / 영문 전체&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;05 / May / May&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;dd&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;ddd&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;dddd&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;일 / 요일 약어 / 요일 전체&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;27 / Wed / Wednesday&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;hh:mm:ss&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;시:분:초&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;14:30:00&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]:mm&lt;/code&gt;&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;24h 초과 누적 시간&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;25:30 (1일 1시간 30분)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]:mm&lt;/code&gt; 의 &lt;i&gt;대괄호 [ ]&lt;/i&gt; 빠지면 25시간 30분이 &lt;i&gt;01:30&lt;/i&gt;으로 표시됨.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;색상&amp;middot;조건&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;markdown&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;[빨강] &amp;middot; [파랑] &amp;middot; [녹색] &amp;middot; [노랑] &amp;middot; [흰색] &amp;middot; [검정]   &amp;larr; 8 색만 가능
[&amp;gt;=100][파랑]#,##0;[&amp;lt;100][빨강]#,##0    &amp;larr; 조건부 색
&lt;/code&gt;&lt;/pre&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;조건부 서식 5종 -- 자동 강조&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;조건부 서식&lt;/b&gt;은 셀 값이 &lt;i&gt;조건을 만족할 때만&lt;/i&gt; 서식을 적용하는 기능임. &lt;i&gt;홈 &amp;rarr; 조건부 서식&lt;/i&gt; 메뉴에서 5가지 유형 제공.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;조건부 서식 5종 + 우선순위&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;셀 강조 규칙&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;기능&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;값 비교 (보다 큼&amp;middot;작음&amp;middot;같음&amp;middot;중복)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;80점 이상 빨강&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;상위/하위 규칙&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;기능&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;상위 10&amp;middot;상위 10% 등&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;매출 상위 5 강조&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;데이터 막대&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;기능&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;셀 안에 &lt;i&gt;수평 막대&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;매출 비교 시각화&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;색조&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;기능&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;값 크기에 따라 &lt;i&gt;그라데이션&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;히트맵&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;아이콘 집합&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;기능&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;3~5개 아이콘&lt;/i&gt; (★/▲/●)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;평가 등급 표시&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;우선순위 규칙&lt;/b&gt; (★ 시험 단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;한 셀에 &lt;i&gt;여러 조건&lt;/i&gt; 만족 시 &amp;rarr; &lt;i&gt;위에 있는 규칙이 우선&lt;/i&gt; 적용됨&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;규칙 관리&lt;/i&gt; 에서 위/아래 화살표로 순서 변경&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;True인 경우 중지&lt;/i&gt; 체크 시 &amp;rarr; 그 규칙만 적용하고 &lt;i&gt;아래 규칙 무시&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;조건부 서식은 &lt;i&gt;수식&lt;/i&gt; 사용 불가&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;수식을 사용한 서식 지정&lt;/i&gt; 옵션 있음 (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=$A1&amp;gt;100&lt;/code&gt;).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;조건부 서식은 &lt;i&gt;워크시트 단위&lt;/i&gt;로만 적용&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 선택한 &lt;i&gt;셀 범위&lt;/i&gt;에 적용. &lt;i&gt;통합 문서 전체&lt;/i&gt;에는 다른 메뉴 필요.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;조건부 서식 &lt;i&gt;복사&amp;middot;붙여넣기&lt;/i&gt; 불가&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;서식 복사(붓 아이콘)&lt;/i&gt; 또는 &lt;i&gt;Ctrl+C &amp;rarr; 선택하여 붙여넣기 &amp;rarr; 서식&lt;/i&gt; 으로 가능.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;페이지 설정 -- 인쇄 영역&amp;middot;머리글&amp;middot;반복 행&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;페이지 설정&lt;/b&gt;은 &lt;i&gt;페이지 레이아웃 탭&lt;/i&gt; 에서 인쇄 결과를 조정하는 기능임. 시험에선 &lt;i&gt;인쇄 영역&amp;middot;반복 행&amp;middot;여백&amp;middot;머리글/바닥글&lt;/i&gt; 4가지가 자주 출제됨.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;페이지 설정 4 영역 - 페이지&amp;middot;여백&amp;middot;머리글&amp;middot;시트&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;페이지&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주요 옵션&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;용지 방향(가로/세로)&amp;middot;배율&amp;middot;용지 크기&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;시험 포인트&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;배율&lt;/i&gt; 10~400% / &lt;i&gt;자동 맞춤&lt;/i&gt; 페이지 X &amp;middot; Y&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;여백&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주요 옵션&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;상&amp;middot;하&amp;middot;좌&amp;middot;우&amp;middot;머리글&amp;middot;바닥글&amp;middot;&lt;i&gt;가운데 맞춤&lt;/i&gt;(가로/세로)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;시험 포인트&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;머리글 여백 &amp;rarr; 페이지 상단 여백보다 &lt;i&gt;작아야&lt;/i&gt; 함&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;머리글/바닥글&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주요 옵션&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;상단&amp;middot;하단 텍스트&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;시험 포인트&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;&amp;amp;[페이지]&lt;/i&gt;, &lt;i&gt;&amp;amp;[날짜]&lt;/i&gt;, &lt;i&gt;&amp;amp;[파일]&lt;/i&gt; 등 코드&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;시트&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주요 옵션&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;인쇄 영역&lt;/i&gt; &amp;middot; &lt;i&gt;반복할 행/열&lt;/i&gt; &amp;middot; 인쇄 옵션(눈금선&amp;middot;머리글&amp;middot;메모)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;시험 포인트&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;매년 2문제 단골&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;시트 탭 핵심&lt;/b&gt; (★★★):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;인쇄 영역&lt;/b&gt;: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;$A$1:$F$30&lt;/code&gt; 형식. &lt;i&gt;비연속&lt;/i&gt; 영역도 가능 (콤마로 구분)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;반복할 행&lt;/b&gt; ★: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;$1:$3&lt;/code&gt; (모든 페이지 상단에 1~3행 반복 인쇄)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;반복할 열&lt;/b&gt;: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;$A:$B&lt;/code&gt; (모든 페이지 좌측에 A~B열 반복 인쇄)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;인쇄 옵션&lt;/b&gt;:
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;눈금선&lt;/i&gt; &amp;mdash; 회색 격자선 함께 인쇄&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;흑백으로&lt;/i&gt; &amp;mdash; 색상 무시&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;간단하게 인쇄&lt;/i&gt; &amp;mdash; 도형&amp;middot;차트 &lt;i&gt;제외&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;행/열 머리글&lt;/i&gt; &amp;mdash; A, B, C... 1, 2, 3... 함께 인쇄&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;메모&lt;/i&gt; &amp;mdash; 시트 끝에 / 시트에 표시된 대로 / 없음&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;머리글/바닥글 코드&lt;/b&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;코드&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;의미&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[페이지]&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;현재 페이지 번호&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[전체 페이지]&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;전체 페이지 수&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[날짜]&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[시간]&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;현재 날짜 / 시간&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[파일]&lt;/code&gt; / &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[탭]&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;파일명 / 시트 탭 이름&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[경로]&amp;amp;[파일]&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;전체 경로 포함&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;&lt;i&gt;반복할 행/열&lt;/i&gt; 은 한 행만 가능&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 여러 행/열 가능 (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;$1:$3&lt;/code&gt;).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;&lt;i&gt;인쇄 영역&lt;/i&gt; 은 한 군데만 설정 가능&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;비연속 영역&lt;/i&gt; 여러 군데 가능.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;&lt;i&gt;가운데 맞춤&lt;/i&gt; 은 페이지 탭에 있다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;여백 탭&lt;/b&gt; 하단에 &lt;i&gt;가로/세로 가운데 맞춤&lt;/i&gt; 체크.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 7&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;사용자 지정 표시 형식 4섹션&lt;/b&gt; = &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;양수;음수;0;텍스트&lt;/code&gt; 순서 &amp;mdash; 세미콜론 위치 헷갈리지 말 것.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt; vs &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;&lt;/b&gt; &amp;mdash; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt;은 무효 0 &lt;i&gt;생략&lt;/i&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;은 &lt;i&gt;유지&lt;/i&gt;. 값 5에 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#.##&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;5.&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0.00&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;5.00&lt;/code&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]:mm&lt;/code&gt;&lt;/b&gt; ★ &amp;mdash; 대괄호 빠지면 24h 초과 시간이 &lt;i&gt;0~23&lt;/i&gt; 으로 잘림.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;조건부 서식 우선순위&lt;/b&gt; &amp;mdash; 위에 있는 규칙이 우선. &lt;i&gt;True인 경우 중지&lt;/i&gt; 시 아래 규칙 무시.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;반복할 행/열&lt;/b&gt; ★ &amp;mdash; &lt;i&gt;시트 탭&lt;/i&gt; 에 있음. 페이지 탭 아님.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;가운데 맞춤&lt;/b&gt; &amp;mdash; &lt;i&gt;여백 탭&lt;/i&gt; 하단. 페이지 탭에 없음.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;인쇄 영역&lt;/b&gt; &amp;mdash; 비연속 여러 영역 가능. &lt;i&gt;콤마(,)&lt;/i&gt; 로 구분.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 7&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 사용자 지정 표시 형식 4섹션 순서 즉답?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;@&lt;/code&gt; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;,&lt;/code&gt; 자리 표시자 5종 의미&amp;middot;예시?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]:mm&lt;/code&gt; 과 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;hh:mm&lt;/code&gt; 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 조건부 서식 5종 이름?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 조건부 서식 우선순위 규칙은?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 페이지 설정 4 탭 + &lt;i&gt;반복할 행/열&lt;/i&gt; 위치는?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 머리글/바닥글 코드 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[페이지]&lt;/code&gt; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;[파일]&lt;/code&gt; 의미?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;서식&amp;middot;조건부 서식&amp;middot;페이지 설정 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. 표시 형식 4 섹션&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;사용자 지정 표시 형식은 세미콜론(;)으로 &lt;i&gt;4 섹션&lt;/i&gt;을 구분하며, 순서는 &lt;i&gt;양수 &amp;rarr; 음수 &amp;rarr; 0 &amp;rarr; 텍스트&lt;/i&gt; 임. 매년 1문제 단골 &amp;mdash; 4섹션 순서 헷갈리게 출제됨.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 자리표시자 # vs 0&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;은 &lt;i&gt;자릿수를 강제&lt;/i&gt;하여 무효 자리를 &lt;i&gt;0으로 채움&lt;/i&gt;. 값 5 &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0.00&lt;/code&gt; &amp;rarr; &lt;i&gt;5.00&lt;/i&gt;. 만약 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#.##&lt;/code&gt; 라면 무효 0이 생략돼 &lt;i&gt;5.&lt;/i&gt; 가 됨. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#&lt;/code&gt; (생략) vs &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt; (유지) 차이가 핵심.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. [h]:mm 누적 시간&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;대괄호 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]&lt;/code&gt; 는 &lt;i&gt;24h 초과 시간을 누적&lt;/i&gt; 표시함. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;hh:mm&lt;/code&gt; 은 24를 초과하면 0~23 으로 잘려 &lt;i&gt;01:30&lt;/i&gt; 으로 나옴. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;[h]:mm&lt;/code&gt; 만 &lt;i&gt;25:30&lt;/i&gt; 으로 정확히 표시. 대괄호 빠지면 시간이 잘림에 주의.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. 조건부 서식 우선순위&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;조건부 서식은 &lt;i&gt;수식을 사용한 서식 지정&lt;/i&gt; 옵션을 통해 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=$A1&amp;gt;100&lt;/code&gt; 같은 수식 기반 조건을 지정할 수 있음. ①&amp;middot;②&amp;middot;④ 모두 맞는 설명. 우선순위는 &lt;i&gt;규칙 관리&lt;/i&gt; 에서 위/아래 화살표로 조정.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. 페이지 설정 시트 탭&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;가운데 맞춤&lt;/i&gt;은 &lt;b&gt;여백 탭&lt;/b&gt; 하단에 있음. 시트 탭이 아님. 시트 탭에서는 &lt;i&gt;인쇄 영역&amp;middot;반복할 행/열&amp;middot;인쇄 옵션 (눈금선&amp;middot;흑백&amp;middot;메모&amp;middot;간단히)&lt;/i&gt; 등을 설정. 시험 단골 함정 &amp;mdash; 탭 위치 헷갈리지 말 것.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-7-1편] 셀 서식&amp;middot;조건부 서식&amp;middot;페이지 설정 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-7-2편] 차트 5 구성&amp;middot;작성 절차 (다음)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-7-3편] 차트 종류 11종&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-7-4편] 차트 옵션 (추세선&amp;middot;보조축&amp;middot;오차막대)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;통합본: &lt;a href=&quot;../02-7-%EC%84%9C%EC%8B%9D%EC%B0%A8%ED%8A%B8%EB%A7%A4%ED%81%AC%EB%A1%9C/&quot;&gt;02-7-서식차트매크로/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>1급</category>
      <category>공기업</category>
      <category>시험</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/89</guid>
      <comments>https://nirvana8.tistory.com/89#entry89comment</comments>
      <pubDate>Thu, 28 May 2026 20:26:08 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 데이터 관리 편</title>
      <link>https://nirvana8.tistory.com/88</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 2과목 두 번째 영역인 &lt;b&gt;데이터 관리&lt;/b&gt;임. 출제 비중은 함수 다음으로 큰 &lt;b&gt;매회 3~4문제&lt;/b&gt; 정도. 단순한 정렬&amp;middot;필터부터 &lt;b&gt;고급 필터&amp;middot;부분합&amp;middot;피벗 테이블&amp;middot;데이터 도구&lt;/b&gt;까지 묶어서 정리함.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;이 영역은 &lt;i&gt;조건 영역 위치&lt;/i&gt;, &lt;i&gt;부분합 함수 종류&lt;/i&gt;, &lt;i&gt;피벗 4영역 구분&lt;/i&gt; 같은 &lt;b&gt;세부 설정값을 묻는 함정&lt;/b&gt;이 많아서, 정의보다 &lt;i&gt;어떻게 동작하는지&lt;/i&gt;에 집중해야 함.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;엑셀 데이터 관리 -- 정렬&amp;middot;필터&amp;middot;부분합&amp;middot;피벗 8 토픽&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;정렬 -- 기준&amp;middot;방향&amp;middot;우선순위&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;데이터를 순서대로 나열하는 기능. 시험에서는 &lt;b&gt;다중 기준&amp;middot;사용자 지정 목록&lt;/b&gt;이 단골.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;정렬 종류&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;설명&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;오름차순&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;작은 값 &amp;rarr; 큰 값 (A&amp;rarr;Z, 1&amp;rarr;100)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;내림차순&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;큰 값 &amp;rarr; 작은 값 (Z&amp;rarr;A, 100&amp;rarr;1)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;다중 기준&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;1차 정렬 &amp;rarr; 동일 시 2차 &amp;rarr; 3차 (최대 64개)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;사용자 지정 목록&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;월&amp;middot;요일&amp;middot;직급처럼 임의 순서 지정&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: 빈 셀은 &lt;b&gt;오름차순/내림차순 관계없이 항상 맨 아래&lt;/b&gt;로 감. 또, &lt;b&gt;숫자&amp;middot;텍스트가 섞인 열&lt;/b&gt;은 정렬 시 별도 그룹으로 처리됨(숫자 먼저 &amp;rarr; 텍스트). &lt;b&gt;대소문자 구분&lt;/b&gt;은 옵션에서 따로 켜야 적용됨.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;자동 필터 -- 한 번 클릭으로 조건 걸기&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;표 헤더에 ▼ 화살표를 띄우고 조건에 맞는 행만 보여주는 기능. &lt;b&gt;데이터 &amp;rarr; 필터&lt;/b&gt; 메뉴(&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;Ctrl+Shift+L&lt;/code&gt;).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;특징&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;같은 열 내에서 &lt;b&gt;여러 조건은 OR&lt;/b&gt;(아니면)로 묶임&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;서로 다른 열 조건은 &lt;b&gt;AND&lt;/b&gt;(그리고)로 묶임&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;결과는 &lt;b&gt;원본 위치 그대로&lt;/b&gt; 표시, 안 맞는 행은 &lt;i&gt;숨겨짐&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;상위 N개&amp;middot;텍스트 포함&amp;middot;숫자 범위&amp;middot;날짜 필터&lt;/b&gt; 등 빠른 필터 제공&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: 자동 필터는 &lt;b&gt;결과를 다른 위치에 복사 못함&lt;/b&gt;. 다른 위치 출력은 &lt;b&gt;고급 필터&lt;/b&gt; 전용.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;고급 필터 -- 조건 영역과 결과 영역&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;복잡한 조건이나 결과를 다른 곳에 복사할 때 쓰는 강력한 필터.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;자동필터 vs 고급필터 비교 -- 조건&amp;middot;결과&amp;middot;복잡도&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;조건 영역&lt;/b&gt; 작성 규칙&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;첫 행은 &lt;b&gt;원본 표의 헤더와 동일한 이름&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;같은 행 = &lt;b&gt;AND&lt;/b&gt;(그리고)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;다른 행 = &lt;b&gt;OR&lt;/b&gt;(또는)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;예시 &amp;mdash; &quot;부서가 영업 AND 매출 &amp;ge; 100&quot; 또는 &quot;부서가 개발&quot;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;부서&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;매출&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;영업&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&amp;gt;=100&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;개발&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;이렇게 두 행에 나눠 쓰면 OR로 묶임.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;조건 위치&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;자동 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;헤더의 ▼ 메뉴&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;고급 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;b&gt;별도 셀 영역&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;결과 위치&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;자동 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원본 위치&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;고급 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원본 또는 &lt;b&gt;다른 위치&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;복잡 조건&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;자동 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;제한적&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;고급 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;자유롭게 작성&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;정렬&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;자동 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;자동 안 됨&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;고급 필터&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;안 됨&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;부분합 -- 그룹별 합계&amp;middot;평균&amp;middot;개수&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;특정 열의 &lt;b&gt;그룹마다&lt;/b&gt; 합계/평균을 자동 계산. &lt;b&gt;데이터 &amp;rarr; 부분합&lt;/b&gt;.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;부분합 3단계 -- 원본 &amp;rarr; 정렬 &amp;rarr; 부분합&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;중요한 전제&lt;/b&gt;: 부분합 적용 전 &lt;b&gt;반드시 그룹화 기준 열로 먼저 정렬&lt;/b&gt;해야 함. 정렬 안 된 상태에서 부분합을 걸면 그룹이 흩어져서 결과가 엉망이 됨.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;옵션&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;의미&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;그룹화할 항목&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;정렬된 기준 열 (예: 부서)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;사용할 함수&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;합계&amp;middot;평균&amp;middot;개수&amp;middot;최대&amp;middot;최소&amp;middot;곱&amp;middot;표본분산 등 11종&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;부분합 계산 항목&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;함수를 적용할 숫자 열&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;새로운 값으로 대치&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;기존 부분합 덮어쓰기&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;데이터 아래에 요약 표시&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;그룹 위/아래 위치&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;중첩 부분합&lt;/b&gt;: &quot;새로운 값으로 대치&quot; 체크를 &lt;b&gt;해제&lt;/b&gt;하고 두 번 실행하면 부분합이 누적됨. 예) 1단계: 부서별 합계 &amp;rarr; 2단계: 직급별 평균.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: 시험에 &quot;부분합 적용 전 정렬 필요&quot; 여부를 묻는 문제가 단골. 정답은 &lt;b&gt;YES, 반드시 필요&lt;/b&gt;.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;데이터 통합 -- 여러 시트&amp;middot;표를 하나로&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;여러 시트(또는 영역)에 흩어진 데이터를 합쳐서 요약하는 기능. &lt;b&gt;데이터 &amp;rarr; 통합&lt;/b&gt;.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;옵션&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;의미&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;함수&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;합계&amp;middot;평균&amp;middot;개수&amp;middot;최대&amp;middot;최소 등&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;모든 참조 영역&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;통합할 표들의 범위&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;사용할 레이블&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;b&gt;첫 행 / 왼쪽 열&lt;/b&gt; 둘 다 체크 가능&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;원본 데이터에 연결&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원본 변경 시 통합 결과 &lt;b&gt;자동 업데이트&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: &lt;b&gt;원본 데이터에 연결&lt;/b&gt; 체크가 매년 단골. 체크하면 원본 변경 시 자동 반영, 체크 안 하면 정적 스냅샷.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;피벗 테이블 -- 4영역 구조&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;데이터 관리의 &lt;b&gt;꽃&lt;/b&gt;. 매년 1~2문제는 무조건 나옴.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;피벗 테이블 4영역 -- 필터&amp;middot;행&amp;middot;열&amp;middot;값&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;피벗 테이블은 &lt;b&gt;4영역&lt;/b&gt;으로 구성됨. 필드를 어느 영역에 끌어넣느냐에 따라 결과가 달라짐.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;필터&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;역할&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;전체 데이터 한 번에 거름&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;지역 = 서울&quot;만 보기&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;행&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;역할&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;세로축에 그룹화&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;부서별 행&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;열&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;역할&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;가로축에 그룹화&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;월별 열&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;값&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;역할&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;실제 계산할 숫자 (합계&amp;middot;평균&amp;middot;개수)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예시&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;매출 합계&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;값 영역 함수&lt;/b&gt;: 합계/평균/개수/최대/최소/곱/숫자 개수/표본 분산/표본 표준 편차 등.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 단골 4종&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;피벗 테이블 데이터 원본이 바뀌면 &lt;b&gt;자동 갱신 X&lt;/b&gt; &amp;rarr; &lt;b&gt;새로 고침(F5 또는 우클릭)&lt;/b&gt; 필요&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;소계&amp;middot;총합계 표시&lt;/b&gt; 옵션 별도 제어&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;그룹화&lt;/b&gt;(예: 날짜를 월/분기/연도로 묶기) 지원&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;계산 필드/계산 항목&lt;/b&gt; 추가 가능&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;슬라이서&amp;middot;시간 표시 막대 -- 시각 필터&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;피벗 테이블에 &lt;b&gt;버튼식 필터&lt;/b&gt;를 붙이는 도구.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;도구&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;용도&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;슬라이서&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;일반 필드 필터 (부서&amp;middot;지역 등)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;시간 표시 막대&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;날짜 필드 전용 슬라이더&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;특징&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;여러 피벗 테이블을 &lt;b&gt;하나의 슬라이서로 연결&lt;/b&gt; 가능 (보고서 연결)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;슬라이서 자체에 스타일&amp;middot;정렬&amp;middot;여러 항목 선택 등 옵션 제공&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;시간 표시 막대는 &lt;b&gt;연/분기/월/일&lt;/b&gt; 단위로 줌인 가능&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: 시간 표시 막대는 &lt;b&gt;날짜 필드에만&lt;/b&gt; 적용됨. 텍스트 필드에는 못 씀.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;데이터 도구 -- 텍스트 나누기&amp;middot;중복 제거&amp;middot;유효성&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;자주 출제되는 데이터 정리 도구 5종.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;데이터 도구 5종 -- 텍스트 나누기&amp;middot;중복&amp;middot;유효성&amp;middot;연결&amp;middot;관계&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;도구&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;동작&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;텍스트 나누기&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;한 셀의 문자열을 &lt;b&gt;구분 기호&lt;/b&gt;(쉼표&amp;middot;탭) 또는 &lt;b&gt;너비&lt;/b&gt;로 나눠 여러 셀에 분배&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;중복된 항목 제거&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;선택한 열 기준 중복 행을 &lt;b&gt;첫 번째만 남기고 삭제&lt;/b&gt; (원본 수정)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 유효성 검사&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;입력 가능 값 제한 (목록&amp;middot;정수&amp;middot;날짜&amp;middot;길이 등) + 오류 메시지&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;연결&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;외부 통합 문서&amp;middot;CSV&amp;middot;DB와 연결, &lt;b&gt;새로 고침&lt;/b&gt;으로 동기화&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;What-If 분석&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;시나리오&amp;middot;목표값 찾기&amp;middot;데이터 표 3종&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;텍스트 나누기 함정&lt;/b&gt;: 구분 기호로 &lt;i&gt;쉼표&amp;middot;세미콜론&amp;middot;공백&amp;middot;탭&amp;middot;기타&lt;/i&gt;를 동시에 여러 개 선택 가능. &lt;b&gt;너비 지정&lt;/b&gt;은 고정 폭(예: 사번 7자리)일 때.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;중복 제거 함정&lt;/b&gt;: &lt;i&gt;원본 데이터 자체를 수정&lt;/i&gt;함. 되돌리려면 Ctrl+Z 필수. 일부 열만 기준으로 잡으면, 다른 열 값은 다른데도 그 기준 열만 같으면 중복으로 판정해서 삭제됨.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;데이터 유효성 함정&lt;/b&gt;: &lt;i&gt;이미 입력된 데이터&lt;/i&gt;에는 유효성 검사가 적용되지 않음. &lt;b&gt;잘못된 데이터 표시&lt;/b&gt;(빨간 동그라미) 기능을 별도로 켜야 잡아냄.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 7&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;고급 필터 조건&lt;/b&gt; &amp;rarr; 같은 행=AND, 다른 행=OR (헷갈리는 1번)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;부분합 적용 전 정렬 필수&lt;/b&gt; &amp;rarr; 정렬 안 하면 그룹이 흩어짐&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;자동 필터 결과 위치&lt;/b&gt; &amp;rarr; 다른 위치 복사 불가. 고급 필터 전용&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;통합 &amp;mdash; 원본 데이터에 연결&lt;/b&gt; &amp;rarr; 체크해야 자동 업데이트&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;피벗 테이블 새로 고침&lt;/b&gt; &amp;rarr; 원본 바뀌어도 자동 갱신 X&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;중복 제거&lt;/b&gt; &amp;rarr; 원본 수정 (되돌리기 어려움)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;시간 표시 막대&lt;/b&gt; &amp;rarr; 날짜 필드 전용, 텍스트 X&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 7&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 자동 필터와 고급 필터의 결과 위치 차이를 안다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 고급 필터 조건의 AND/OR 규칙(같은 행/다른 행)을 외운다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 부분합 적용 전 정렬이 왜 필요한지 설명할 수 있다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 중첩 부분합을 만들 때 &quot;새 값 대치&quot;를 해제하는 이유를 안다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 통합의 &quot;원본 데이터에 연결&quot; 옵션 효과를 안다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 피벗 테이블 4영역(필터/행/열/값)을 끌어다 채울 수 있다&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 슬라이서와 시간 표시 막대의 적용 대상 차이를 안다&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;데이터 관리 8 토픽 + 함정 5선 요약&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;영역&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;핵심&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;정렬&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;최대 64기준 / 빈 셀은 항상 맨 아래&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;자동 필터&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원본 위치 / 같은 열 OR / 다른 열 AND&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;고급 필터&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;다른 위치 복사 가능 / 같은 행 AND / 다른 행 OR&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;부분합&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;적용 전 &lt;b&gt;정렬 필수&lt;/b&gt; / 함수 11종&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;통합&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;원본 데이터에 연결&quot;로 자동 업데이트&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;피벗&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;4영역(필터&amp;middot;행&amp;middot;열&amp;middot;값) / 갱신은 새로 고침&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;슬라이서&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;일반 필드 / 시간 표시 막대는 날짜 전용&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;데이터 도구&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;텍스트 나누기&amp;middot;중복 제거&amp;middot;유효성&amp;middot;연결&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;기출 패턴 풀어보기 3선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기는 2021년 상시검정 전환 이후 기출문제 공식 비공개임. 아래 3문제는 &lt;b&gt;5개년 기출 출제 패턴&lt;/b&gt;(고급 필터 조건&amp;middot;부분합 정렬&amp;middot;피벗 갱신)을 바탕으로 &lt;i&gt;공식 시험과 동일 형식&lt;/i&gt;으로 만든 변형 문제임. 출처는 시나공&amp;middot;EBS 문제은행&amp;middot;전자문제집 CBT 패턴 분석.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q1. 고급 필터 &amp;middot; 난이도 ★★★ (상)&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;고급 필터의 조건 영역에 대한 설명으로 옳지 &lt;b&gt;않은&lt;/b&gt; 것은?&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;① 조건 영역의 첫 행은 원본 표의 필드명과 동일해야 한다.&lt;br /&gt;② &lt;b&gt;같은 행&lt;/b&gt;에 입력한 여러 조건은 &lt;b&gt;AND&lt;/b&gt;(그리고)로 결합된다.&lt;br /&gt;③ &lt;b&gt;다른 행&lt;/b&gt;에 입력한 여러 조건은 &lt;b&gt;OR&lt;/b&gt;(또는)로 결합된다.&lt;br /&gt;④ 조건 영역은 자동 필터처럼 헤더의 ▼ 메뉴 안에 작성한다.&lt;/p&gt;
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&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q2. 부분합 &amp;middot; 난이도 ★★☆ (중)&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;부분합 기능에 대한 설명으로 옳지 &lt;b&gt;않은&lt;/b&gt; 것은?&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;① 부분합을 적용하기 전에 &lt;b&gt;그룹화 기준 열로 정렬&lt;/b&gt;해야 결과가 올바르다.&lt;br /&gt;② 사용할 함수로 합계&amp;middot;평균&amp;middot;개수&amp;middot;최대&amp;middot;최소 등을 선택할 수 있다.&lt;br /&gt;③ &quot;새로운 값으로 대치&quot; 옵션을 해제하면 &lt;b&gt;중첩 부분합&lt;/b&gt;을 만들 수 있다.&lt;br /&gt;④ 부분합은 정렬 없이도 그룹화 기준 열을 자동 인식하여 처리한다.&lt;/p&gt;
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&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q3. 피벗 테이블 &amp;middot; 난이도 ★★☆ (중)&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;피벗 테이블에 대한 설명으로 옳지 &lt;b&gt;않은&lt;/b&gt; 것은?&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;① 필터&amp;middot;행&amp;middot;열&amp;middot;값 4개의 영역으로 구성된다.&lt;br /&gt;② 값 영역에서는 합계&amp;middot;평균&amp;middot;개수&amp;middot;최대&amp;middot;최소 등의 함수를 사용한다.&lt;br /&gt;③ 원본 데이터가 변경되면 피벗 테이블이 &lt;b&gt;자동으로 갱신된다&lt;/b&gt;.&lt;br /&gt;④ 슬라이서나 시간 표시 막대를 추가하여 시각적으로 필터링할 수 있다.&lt;/p&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  답을 보기 전에 먼저 풀어보세요. 정답&amp;middot;해설은 글 맨 아래에 있음.&lt;/p&gt;
&lt;/blockquote&gt;
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&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 정답 &amp;middot; 해설&lt;/h2&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q1 정답 : ④&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;보기별 해설&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;① 필드명 일치 ✓ 헤더 이름이 원본과 정확히 같아야 함&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;② 같은 행 = AND ✓ 한 줄에 쓴 조건은 모두 만족해야 통과&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;③ 다른 행 = OR ✓ 행이 갈리면 그중 하나만 맞아도 통과&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;④ ▼ 메뉴 안에 작성 ✗ 그건 &lt;b&gt;자동 필터&lt;/b&gt;. 고급 필터는 &lt;b&gt;별도 셀 영역&lt;/b&gt;에 작성&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;출제 경향&lt;/b&gt; &amp;mdash; 자동 필터와 고급 필터의 &lt;i&gt;조건 위치 차이&lt;/i&gt;가 5년간 단골. &lt;b&gt;자동 = ▼ 메뉴 / 고급 = 별도 셀&lt;/b&gt;, &lt;b&gt;자동 = 원본 위치 / 고급 = 다른 위치 가능&lt;/b&gt; 두 줄로 정리해두자.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 본문 &lt;b&gt;&amp;sect; 고급 필터 -- 조건 영역과 결과 영역&lt;/b&gt; 다시 보기&lt;/p&gt;
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&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q2 정답 : ④&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;보기별 해설&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;① 정렬 필수 ✓ 그룹이 흩어지면 부분합이 의미 없음&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;② 함수 11종 ✓ 합계&amp;middot;평균&amp;middot;개수&amp;middot;최대&amp;middot;최소&amp;middot;곱&amp;middot;표본 분산 등&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;③ 중첩 부분합 ✓ &quot;새 값 대치&quot; 해제로 누적 가능&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;④ 정렬 없이도 자동 인식 ✗ &lt;b&gt;반드시 사전 정렬 필요&lt;/b&gt;. 부분합은 &lt;i&gt;연속된 동일 값을 그룹&lt;/i&gt;으로 보기 때문&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;출제 경향&lt;/b&gt; &amp;mdash; &quot;부분합은 정렬 없이도 가능하다&quot;는 오답 보기가 매년 단골. &lt;b&gt;정렬 &amp;rarr; 부분합&lt;/b&gt; 순서가 절대 깨지지 않는다는 점이 핵심. 시험에서 &quot;부분합 적용 전에 무엇을 해야 하는가&quot; 형태로도 자주 등장.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 본문 &lt;b&gt;&amp;sect; 부분합 -- 그룹별 합계&amp;middot;평균&amp;middot;개수&lt;/b&gt; 다시 보기&lt;/p&gt;
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&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;Q3 정답 : ③&lt;/h3&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;보기별 해설&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;① 4영역 구조 ✓ 필터&amp;middot;행&amp;middot;열&amp;middot;값&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;② 값 영역 함수 ✓ 합계&amp;middot;평균&amp;middot;개수 등 11종&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;③ &lt;b&gt;자동 갱신&lt;/b&gt; ✗ 원본이 바뀌어도 피벗은 &lt;b&gt;새로 고침을 해야&lt;/b&gt; 갱신됨 (F5 또는 우클릭 &amp;rarr; 새로 고침)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;④ 슬라이서&amp;middot;시간 표시 막대 ✓ 시각 필터 도구&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;출제 경향&lt;/b&gt; &amp;mdash; &quot;피벗 테이블이 원본 변경 시 자동 갱신된다&quot;는 보기는 5년간 가장 흔한 오답 패턴. 엑셀의 &lt;i&gt;모든 분석 기능&lt;/i&gt; 중 피벗&amp;middot;통합은 갱신이 수동임을 기억할 것. 반대로 &lt;b&gt;수식&amp;middot;차트&lt;/b&gt;는 자동 갱신됨.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 본문 &lt;b&gt;&amp;sect; 피벗 테이블 -- 4영역 구조&lt;/b&gt; 다시 보기&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;다음 글&lt;/b&gt;: [Ch2-서식] 서식&amp;middot;차트&amp;middot;매크로편 -- 조건부 서식&amp;middot;차트 종류&amp;middot;매크로 기록을 정리함.&lt;/p&gt;
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&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기, 혼자 정리하기 막막하다면? &lt;b&gt;&lt;a href=&quot;https://jit.camp&quot;&gt;jit.camp&lt;/a&gt;&lt;/b&gt; 에서 GA4 데이터 분석 강의로 시험 합격 이후의 실력까지 한 번에 가져가세요.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>공기업</category>
      <category>정렬</category>
      <category>컴활</category>
      <category>피벗테이블</category>
      <category>필기</category>
      <category>핛ㅂ</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/88</guid>
      <comments>https://nirvana8.tistory.com/88#entry88comment</comments>
      <pubDate>Thu, 28 May 2026 19:24:45 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 멀티미디어 ICT</title>
      <link>https://nirvana8.tistory.com/98</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 &lt;b&gt;Ch5 (멀티미디어&amp;middot;ICT) 첫 단원&lt;/b&gt;. &lt;i&gt;그래픽&amp;middot;이미지 표현 방식&lt;/i&gt;과 &lt;i&gt;6대 이미지 형식&lt;/i&gt;, &lt;i&gt;해상도&amp;middot;DPI&amp;middot;픽셀&amp;middot;비트 깊이&lt;/i&gt;가 핵심임.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;매년 1~2문제 단골이고, 특히 &lt;b&gt;비트맵 vs 벡터&lt;/b&gt; 비교와 &lt;b&gt;JPG vs PNG vs GIF&lt;/b&gt; 차이 매칭이 자주 출제됨. 디지털 이미지가 &lt;i&gt;어떻게 저장되고 어떻게 다른가&lt;/i&gt;를 한 번에 정리.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;비트맵 vs 벡터 &amp;middot; 이미지 6종 &amp;middot; 해상도&amp;middot;DPI&amp;middot;픽셀&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;비트맵 vs 벡터 -- 두 가지 표현 방식&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;디지털 이미지는 &lt;i&gt;어떻게 저장되느냐&lt;/i&gt;에 따라 크게 &lt;b&gt;비트맵(래스터)&lt;/b&gt; 과 &lt;b&gt;벡터&lt;/b&gt; 두 가지로 나뉨. 둘의 차이를 &lt;i&gt;확대했을 때 어떻게 보이는가&lt;/i&gt;로 외우면 헷갈리지 않음.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;비트맵 vs 벡터 비교 - 픽셀 격자 vs 수학 공식 + 확대 시 차이&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;저장 방식&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;픽셀&lt;/i&gt; 한 점 한 점의 색 정보&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;수학 공식&lt;/i&gt; (좌표&amp;middot;곡선&amp;middot;다각형)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;확대 시&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;계단 현상&lt;/i&gt; (픽셀 깨짐)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;부드럽게&lt;/i&gt; 유지&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;파일 크기&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;큼 (픽셀 수 &amp;times; 색 정보)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;작음 (수학 식만 저장)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;편집&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;픽셀 단위 (포토샵)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;점&amp;middot;선 단위 (일러스트레이터)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;대표 형식&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;BMP &amp;middot; JPG &amp;middot; GIF &amp;middot; PNG&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;SVG &amp;middot; AI &amp;middot; EPS &amp;middot; WMF&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;용도&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비트맵 (Bitmap)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;사진 &amp;middot; 자연스러운 그림&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;벡터 (Vector)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;로고 &amp;middot; 아이콘 &amp;middot; 그래프&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심: &lt;b&gt;확대해도 안 깨지는 건 벡터&lt;/b&gt; 하나. 사진은 비트맵, 로고는 벡터로 외우면 끝.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;벡터는 픽셀로 저장된다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;수학 공식&lt;/i&gt;으로 저장. 픽셀 저장은 비트맵.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;JPG는 벡터 형식이다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;비트맵&lt;/b&gt;. 사진 압축용. 벡터의 대표는 &lt;b&gt;SVG&amp;middot;AI&amp;middot;EPS&amp;middot;WMF&lt;/b&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;벡터는 사진 저장에 적합&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;로고&amp;middot;아이콘&lt;/b&gt; 처럼 &lt;i&gt;경계가 분명한 도형&lt;/i&gt;에 적합. 사진처럼 &lt;i&gt;색이 부드럽게 변하는 이미지&lt;/i&gt;는 비트맵이 적합.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;비트맵은 확대해도 깨지지 않는다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;확대하면 픽셀이 보임&lt;/i&gt; (계단 현상). 깨지지 않는 건 &lt;b&gt;벡터&lt;/b&gt;.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;이미지 6대 형식 -- BMP&amp;middot;JPG&amp;middot;GIF&amp;middot;PNG&amp;middot;WebP&amp;middot;HEIC&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;비트맵 이미지 형식 6 종류. 각 형식의 &lt;i&gt;압축 방식&amp;middot;투명&amp;middot;애니메이션 지원&lt;/i&gt; 차이가 시험 단골임.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;이미지 6종 비교표 - BMP&amp;middot;JPG&amp;middot;GIF&amp;middot;PNG&amp;middot;WebP&amp;middot;HEIC&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;BMP&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;압축 X&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;24bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Windows 기본 (큰 용량)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;JPG/JPEG&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;손실 압축&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;24bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;사진 (가장 보편)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;GIF&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;비손실 (256색)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O ★&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;8bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;애니메이션 &amp;middot; 단순 그림&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;PNG&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;비손실 압축&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O ★&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;24bit/32bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;웹 &amp;middot; 투명 배경&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;WebP&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;손실&amp;middot;비손실 둘 다&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;24bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Google &amp;middot; 차세대 웹&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;HEIC&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;손실 (고효율)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;투명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;O&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;애니&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;색상&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;10bit+&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;주 용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;iPhone 기본 (HEVC 기반)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;압축 방식 3 종&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;무압축&lt;/b&gt; (BMP): 원본 그대로 &amp;rarr; 용량 큼&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;손실 압축&lt;/b&gt; (JPG&amp;middot;HEIC): 일부 정보 &lt;i&gt;버려서&lt;/i&gt; 압축 &amp;rarr; 화질 &amp;darr;&amp;middot;용량 작음&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;비손실 압축&lt;/b&gt; (GIF&amp;middot;PNG): 원본 &lt;i&gt;복원 가능&lt;/i&gt; &amp;rarr; 화질 유지&amp;middot;용량 중간&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;JPG는 투명 배경 지원&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;투명 X&lt;/b&gt;. 투명 배경은 &lt;b&gt;GIF&amp;middot;PNG&amp;middot;WebP&amp;middot;HEIC&lt;/b&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;PNG는 애니메이션 지원&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;애니 X&lt;/b&gt;. 애니메이션 지원은 &lt;b&gt;GIF&amp;middot;WebP&lt;/b&gt;. (APNG는 PNG의 확장이지만 시험에서는 PNG = 정지 이미지로 출제).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;GIF는 24비트 트루컬러 지원&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;8비트 (최대 256색)&lt;/b&gt;. 사진처럼 색이 많은 이미지에 부적합.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;PNG는 손실 압축&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;비손실 압축&lt;/b&gt;. 원본 정보 &lt;i&gt;그대로 보존&lt;/i&gt;. 손실 압축의 대표는 JPG.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 5: &quot;BMP는 압축한다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;압축 X (무압축)&lt;/b&gt;. 그래서 파일이 가장 큼.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;해상도&amp;middot;DPI&amp;middot;픽셀&amp;middot;비트 깊이 -- 화질 4 요소&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;이미지 &lt;i&gt;품질을 결정&lt;/i&gt;하는 4 가지 핵심 개념. 자주 헷갈리니 한 번에 묶어서 외워야 함.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;해상도&amp;middot;DPI&amp;middot;픽셀&amp;middot;비트 깊이 4 요소 시각화&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;픽셀&lt;/b&gt; (Pixel) ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;단위&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;개&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;이미지를 구성하는 &lt;i&gt;최소 단위 점&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;큰 값 의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;더 많은 정보&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;해상도&lt;/b&gt; (Resolution) ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;단위&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;가로 &amp;times; 세로&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;이미지의 &lt;i&gt;총 픽셀 수&lt;/i&gt; (예: 1920&amp;times;1080)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;큰 값 의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;더 선명&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;DPI&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;단위&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;dots/inch&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;1 인치당 &lt;i&gt;점의 개수&lt;/i&gt; (인쇄 밀도)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;큰 값 의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;더 정밀 인쇄&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;비트 깊이&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;단위&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;bit&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;픽셀 1개의 &lt;i&gt;색상 표현 비트 수&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;큰 값 의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;더 다양한 색&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;비트 깊이 &amp;rarr; 표현 가능한 색상 수&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;1 bit&lt;/b&gt; = 2 색 (흑/백) &amp;mdash; 팩스&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;8 bit&lt;/b&gt; = 256 색 (그레이스케일) &amp;mdash; GIF&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;16 bit&lt;/b&gt; = 65,536 색 (하이컬러) &amp;mdash; 구형 비디오&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;24 bit&lt;/b&gt; ★ = 16,777,216 색 (트루컬러 ★) &amp;mdash; 일반 사진&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;32 bit&lt;/b&gt; = 트루컬러 + 8bit 알파(투명) &amp;mdash; PNG 32bit&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심: &lt;b&gt;24 bit = 트루컬러&lt;/b&gt; 가 가장 자주 출제됨. &lt;i&gt;RGB 각각 8 bit &amp;times; 3 = 24 bit&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;해상도와 DPI는 같은 개념&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;해상도 = 픽셀 수&lt;/b&gt; (디지털), &lt;b&gt;DPI = 인쇄 밀도&lt;/b&gt; (출력). 같은 1920&amp;times;1080 이라도 DPI 가 다르면 인쇄 크기가 달라짐.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;비트 깊이가 클수록 파일 크기는 작아진다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;비트 깊이가 클수록 파일 크기도 커짐&lt;/b&gt; (픽셀당 정보량이 많아짐).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;트루컬러는 32 bit 다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;트루컬러 = 24 bit&lt;/b&gt; (RGB 3 &amp;times; 8 bit). 32 bit 는 &lt;i&gt;24 bit + 알파 채널 8 bit&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;DPI 가 높을수록 화면이 더 선명&quot; &amp;rarr; &lt;b&gt;부분 틀림&lt;/b&gt;. DPI 는 &lt;i&gt;인쇄 밀도&lt;/i&gt; 지표. 화면 선명도는 &lt;i&gt;해상도&amp;middot;PPI(pixels per inch)&lt;/i&gt; 가 결정. 시험에서는 &lt;i&gt;인쇄 시&lt;/i&gt; 라는 조건이 붙으면 옳음.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 6&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;비트맵 vs 벡터&lt;/b&gt; &amp;mdash; 비트맵 = 픽셀(JPG&amp;middot;PNG), 벡터 = 수학 공식(SVG&amp;middot;AI). 확대 시 안 깨지는 건 벡터.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;JPG &amp;ne; 투명&lt;/b&gt; &amp;mdash; JPG 는 &lt;i&gt;투명 X&lt;/i&gt;. 투명은 &lt;i&gt;GIF&amp;middot;PNG&amp;middot;WebP&amp;middot;HEIC&lt;/i&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;PNG &amp;ne; 애니&lt;/b&gt; &amp;mdash; PNG 는 &lt;i&gt;정지 이미지&lt;/i&gt;. 애니는 &lt;i&gt;GIF&amp;middot;WebP&lt;/i&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;GIF 8 bit&lt;/b&gt; &amp;mdash; GIF 는 &lt;i&gt;최대 256 색&lt;/i&gt;. 사진 부적합.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;트루컬러 = 24 bit&lt;/b&gt; &amp;mdash; RGB 3 &amp;times; 8. 32 bit 는 +알파 채널.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;해상도 vs DPI&lt;/b&gt; &amp;mdash; 해상도 = 총 픽셀 수 / DPI = 1 인치당 점 (인쇄).&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 6&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 비트맵과 벡터의 차이 1줄 + 대표 형식 각 2개?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 이미지 6 형식 (BMP&amp;middot;JPG&amp;middot;GIF&amp;middot;PNG&amp;middot;WebP&amp;middot;HEIC) 의 &lt;i&gt;투명&amp;middot;애니 지원 매칭&lt;/i&gt;?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 손실&amp;middot;비손실&amp;middot;무압축의 대표 형식?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 해상도와 DPI 의 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 비트 깊이 1&amp;middot;8&amp;middot;24&amp;middot;32 bit 의 표현 색상 수?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 트루컬러 = 몇 비트?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;비트맵&amp;middot;벡터 + 이미지 6종 + 해상도 4요소 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. 비트맵 vs 벡터&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;벡터는 &lt;i&gt;수학 공식 (좌표&amp;middot;곡선)&lt;/i&gt; 으로 저장되어 &lt;i&gt;확대해도 계단 현상 없이&lt;/i&gt; 부드럽게 유지됨. ① 사진은 비트맵에 적합. ③ JPG&amp;middot;PNG 는 비트맵. 벡터의 대표는 &lt;i&gt;SVG&amp;middot;AI&amp;middot;EPS&amp;middot;WMF&lt;/i&gt;. ④ 벡터는 비트맵보다 &lt;i&gt;작고 가벼움&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 이미지 형식 매칭&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;BMP 는 압축하지 않음 (무압축)&lt;/i&gt;. 투명도 지원 X. 그래서 파일 크기가 가장 큼. ①&amp;middot;②&amp;middot;③ 은 모두 옳음. 시험에서 BMP 의 압축 여부를 묻는 함정이 자주 출제됨.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. GIF 색상 수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;GIF 는 &lt;i&gt;8 비트 = 최대 256 색&lt;/i&gt;만 표현 가능. 사진처럼 &lt;i&gt;수많은 색이 부드럽게 변하는 이미지에 부적합&lt;/i&gt;. 색이 많은 사진은 JPG (24비트 트루컬러) 가 적합. ①&amp;middot;②&amp;middot;③ 은 모두 옳은 GIF 특징.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. 비트 깊이&amp;middot;트루컬러&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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VT2qkU/SASI3v5e8k48IEI2bDpDoWPQWSk+9w0oCxA8WeQVjP1ieygdIdArD108CRDvX8sKWeQ+fiDC3ARwjcUwBMqu3hXDrdU+Iel3vwjJlfd03DCsvQBZxfSs9RHWimwoQmQHWYCCrzubGAdLq9Xoypkz5/06ZAHHV5oWV0wJZCOH5/+gJ8RC0QIoCRI+b5m4CxHEVuQM68mIuFlthAsdKHFOA+LVh6+LCCx6iBkhbVszyC3FegCT1bdICsWTNqwXI3Atrz7oQ9lNegMzDY80LEN8iubqiFiD92CwJkLVjII0wry5sIcKBk3lT0XvnAFk7nN4MzzeA4yQ+R4DIi7+LRsM0F3kBcnJy8pC+8rqfHVqA/BH30xiy8swJEPn9X46P9IVoy/ZBOkCevOBVuoZhyLZSHCAaJUD+SJKl35+XCBD/CZv1Qb0nv/fXXdcIAqSvBkuz9TEBIvNDtgYHtEGA4yQ+R4AshCfEYsUgej0dIKYQEz1AomEUvzb9Iy9ATFljRnElsgEir/8oa+tZ1EW2UYD0ywVIU16CSwir798fHlEoPl49QIoHM8p3YWUu+tWX/VcDGbvCYOovcJTEpwiQEyFMx/8qXDpA2kJ09AC5jevigbw7GyBykFp4rcIWyJM/8Gw8XfSCLrIkQJIJvt3iLqwgLNYFiAwp66EthN26MCzLTgKku/CEFy7j2CBAhCG11w2ia+2jp8Yf/kiSbHvIBBHGSYNmCHB0xGcIkFtZr7c8IYx+2QBp+BX5rRBOfRAGyESI9jAaDGlkA+TJEMIRwpoXjYEMhBg4QgTLD9cPopupibKyAbU+QKxghN+Vh6BO432SDQK/Upe32kJ0G8HE5e6JrpcOEHUMRgsQy1BoyxzlGRKiHZzkfhBR/goZAMdEHGmAPM0bUYDIil1Wez1PiNIBMvArzNuw7gxmYVmyM2Y+78rem+wsrM5Cti4Wst7MDZCngR9jdtC7tOk03jx5AdIJ38cw/H8cIK4QtnsykBPUggCJ39YqcyE8v4fK2GwMxBVi8Ufc5ug5nt9/COC4iCMKkIlp2kIsHsJOmWHUAjkRwt9UpG+4Zbuw5p7wOukAaQRjCvK79TwTIN22EF7jYm4J4f2RDZAnGTvyVSfyy7mZCpBkv5JmGCB/WHmUfqJ5v98Uou0PjnhCdMNBdi1ATur1cBDdH8yQDY5+8MY2CJCtBtHnE33jlad+zjJNAAdOHFGAaIsghGjFXVhuNP78dNGQW1DdWlZvdYDIAZPsSvRWuETElLVjKkAmQniyl2a+ELc5LRDZgeb5ayUalt+dU189iB5FV+FAw0nmH/9IdWGZ6iB6M2qJmH7F3xZi1uv1L27tPJ1yATJTd+oiIIDPRxxRgLQsyzKMB8d0639MGh1tHUhDm8/U73dWBsiJEH4tmtkLq/VHvd4MqvF0F5a7CHd9mjzldWGdCCOMsaemrMrXBEijmWe4PkDiQXSvdWH5W6D4wXEb/Xvd/yEaRNfWx8dKBohGa7/V87ApFnBsxBEFSFrLsuLxhHh5eWhlF5asnJsFmynG0gGizDJqmeYfchspdQndU2oQeVKvh62gINGaQtjBT1FFm9qMt6GvA+k0Gg1DiGaj0ZgJsUh26236A9iiHcRVNAbyR6YF4gfIJLeqf3pjgETTmHVrNh8GcHCOLED8PZ9UWwTIk/xaHtT9mwRIzqtnZ652moOFnFA1aHaKRsTV59dk95RfBHObevoBdpqu6XbD144CRD69fMmWJ7y5No13peIASW82rz5dI+4ME0LEP5fbABnA4TiyAAk2K0nEXVgddTd1Z1WAyO/10fYbaoDM/V6wSa/bPKmbC2uQEyDpDqHMSnQ3aB1IXmp9djZAtGGJqCuqRIBo4llYjhDtk96tHQzuKAHSbDaLl2jIabz+8L2dDpBS5Dli/QdwtMQnCZB+T7FYFSD1cLfddICkhrUftggQuWmjMaif1AcypBZPKwNEl6xiXBsgLfWZ4gAZRgsG/ZdNAiTnbZRaB7JdgAwzg08ADpc4rgDRNhO81XfjLduF5RjxcK8aIN2k8WA9uLN+Ts2rjXy7mQDpCtGOBzjawaBAfJ0puUxRveDUxYWp8vd23CJAevV6OPjydCvn7lpBNpYNkI6yWckkCRDt6lj6Ua8MkE5beFwfBDga4rgCRJPazt1Tu4TUabz1YKsOzzAMefGKp6TKUwOk0/NHuOfRyMbqmtdvDKUCpK6GwEnQT+Zv9JHhx0z6znrxjOVQLxsgmnl8WdyyAZIWBsiKo14ZICelFp8AOBCfKEAKB3GV1knqW/6Gg+hrAuREvccJVjeuDpCu2vHWenOAJAgQAG/3iQLELVpS8VEBMrflroL91rzVnxnCnw110cpd7+E3FORayKIuolbu9NtWfEl07Vq3T+sCRN3TyvD3yloTICuOenUXliVsurCAoyE+T4DoSs1i3W2AXPSDHUSEulCjWOYbfsmq198UWLU2QDQrt+J66yD6E4PowBERBMgKQ/m1f3cBcjH84yGYyOstZmv7jbYNkLnWoDAMY3WAaGP1pmlmx+oVTOMF8DkC5KnR2MX2GU/pReChnEs8qYYF+0PNG/1GzoSlj9VobHd9jkbOhRHXvM42LwPgIBxzgAAA3hEBAgCocoBcfft2tV1ZAgQADj1ANsmAzGPPz8/Pr7YqS4AAwIEHyCYZkPFVPvhmq7IECAAceIBskgEZN/LBX7cqS4AAwIEHyCYZkEEXFgAcHfEhXVi1q5ubq+3KEiAAcPCD6BtkwA4RIABQTawDAQBshQABAGzlmAOk5Tjmxc40HCe8Uno+0zTV/RGHrcak1291Su7ZpVm5TZXrOCv2l6qbZqltIlW93kQevrKP+9NcHnz+FmCFnpSd43umKa+3WOAPx4kuzjLv9zc+XgAVccwBsuYy4xn1lVc7mgix0O5oJTW+jAlPiLjCbdWteNf2Qbq6d4XQc62R3nZ3ZcVtBNexjcyTo5hn/nVSd6y23TYGf+QF2aTXkxX+k7+FuxfvXDycLYItg4WwHfXKjWsMle2Jb4PrLRZwg4tpSX+kTwaAw3FUAXJrGP4326FhLLQA6Vkpud963VSAKHVzJydA4owItjhXAqQZ7tke1sOpDdIH6ZxaHSCT1AWjUgGi7FPvpv51ohyh52abNVbwSqkAkVdr98Mj+N9C33a+6aT5LY3hcDicyyOXP+QEiN68IkCA4yCOKUCiq1V0hPC0AOmWuhqIkWqxOFpClA8QGQjmRG7Z/jTvu/LKtCtf5uJJu+6gnQqQ2+RlehsFiHzT3oNbr9dNmQnZy4LkBsiTJYTRbQ0vLp46jZO2EPoVCpWjEUk89tU77JwA0dORAAGOg/gsAdJ2VXk9On5DoJsfIN38AOnJr9RmOkBm2mX9Bqk62K9s9Z6hoSonQDw7MMkPkBN5FPV0gMgnMqP3ObGTOnt1gMjrGSZnR5447TFNx3mQFzaXPCEWQQtkkwAZEiDAsRCfJUBWXqlVGvotirZSeTf6gYVfKecFiN+QceMAGbiuvMZUVwg7buJ0DL0Pq5N5mew1aNMBovWBZQPET6M/4gBxXFfe01eux+iHWub6iLYQjUyAdNQUfXJzTtw8OLv+CQjHdzrqpdG7OQESnslJ8FACBDgOggAJzA0hLFOIdnaKk+EnRYkAEfIS6kEvkHDqt7M/TuqmJ4Q911/GcPSX2XGAJN1KXjJ+cZudIDCPDlcOljtx3Mg+N8O9PWme1AftTP9bfoBIw259UPdH5W9d18gfRJ8LYWUCxEoGeer1lRfUBVAtn7MLK1MpDk9sIeyGbB549VT/Vid4mhIBYtu2/8wd7QrsTjLgMryVL9NKvUxLCEvrxbp4U4DYti2r56e2EIuwgh+eeNmLmZ+IoFXypHQ9+feHw+c+KzsNKz9AesHYe3sSDQ7lBUg36M7TA0SX8ygAFXVsAWIZ0rpBdL1y60xcWWfKRoFsIAhv0FPbAN2gl6VEgCSP6jRd88GwFqb7Rxwf817yMrKO9dzwZTIB8pQfIJOeZK0LkOhfJ7JN1H4wTceSP6V7imTA+I9NtUAuLp56ddMxrIUzOMm76ntugExk2Dy0hfAaF45l2fkBYgZtHiVAmnZKzqMAVNSxBUgkEyCeoTjRHjbwHxEMOD/V/a4odbzACQJiIoTVbDaT5oklhGOapmnlBEjx0Q38JxgGL+Pkd2G5+QESzq/NBMhCHkXYaaS2T1rKLIB2uv0hHyhTo5FZB7JOboAshDhRltLkrwOJJgjIlTDN5oqVhgAOwrEFyEL2UA02GwOZe8JOlvvN5SJA5Zt3QwivE37HFuq/FEzjHVg5ZNulJfvRkvZIvR3Vv28NEPVhegfXvOk6C8Mxsy2Jp4EQdscVwjvpKAHSzTv41KqZvAB5ivIn/H9+gJyEjTg5zBI9CYDDJY4sQLYaRJ+kBs5basf/IpyGmwmQQbKYrqcEiPK1X2kArHqZp2CKkinEIPiplR8gwdL3VBfWbXIUf2RHSIr0Zfp1L54WciBdCZDMkIRPOe55vy+bc/5htoVo9vv+m36KTrV8mlm9vsgLELnEpacGSCs3rmiZAIfi0wSIpe02pY9Tr1IXwvPryIkQxnwulwfmGDYazX7f/7dmPYfeZ5ZPGRnYYBBd9eQfhf/eGs08T2pdPgsaIo7ahdXPO3h1VkEzky7BMRtBF5Y/2atgEP1JTkCL3ml9Pp9nm14+eVwADsGnCRCdOg1rZY0vHxn8nBlEV/XWL2f4I+9lZhcXZjQw0xaiHf082CpAWklDq55bNye52bTCJ2l0NhoDKQqQZBC9f2HYtpcTIKY/wq5GZcfNkzdwD6CKCJALubI6Qy5XCLt0wvUT2QDpB/OBe81mUy64k1/xg2//6ZlFfrUZrNBIMbShlMSifIC0XFe+6X6z2bwVoi2PYr4+QC6SltSTadYvLhZGOHHASh283njqNBoNOWDeaDSaQbMubJ50g8m/7aBbLjsG8iQHa05WtrUAHJjPESDD9IbpaheWE1WVXrJpiG1EC7GFMSwKEG3tXmCeuzlio/BlFhcXrplDqV9vhRjM5/PGpHsyuM0JkH4QcerSk8nFxZM2Lzh3gUmmSHC3ugpEylb1ThDAfX1gadh0TbcbPkkmQPz50dFdeoA89WfyHLgnQRcggINxbAHS9sdh0wFSTj1VW/ojzUa8nVRRgMR9UIZhzDMbezT19dpB9VlmSCRv+8JFcYDUlaMIOoFaay4skm6WhV1YXfXgnfIBkj5oLUD+kLEU36MGyNNtPLlM2PXyY1MA9u/YAiSygwDx5wqZcR1cGCD+Pzb/6HXyd9ddHyDN9DykRkGA2E5xgPg/Nk+6yVqUeJrwZgGiHbxbPkDkJloFATL0l2cmg+PKs/rzwDxr4Sz81Y5WeBKfgsldACrtqAKkqQzFKgEyz9NZGyA9IYKdSdYGSHDhDS96cGZy0ZoAkXuKaLRh5P7Jycms2ez1w363wgBpGfqFP9YFyFxtapzEAZIek9kqQPr1ujoVWg4RKceib2Vid4Mjfpq0o+GejiW8MrORAezVUQVIShQg6V59n7m+C6uu9agUB0jHE54pNx5sbhcgE20Skp0KkLTCAJEr4wdWMuS+LkA081IBom3bHmtmAyTlKbjsVE6AmOoLdKNTLOcuFE95A1ARBEhxgOjyA+Rp3u12/bULrfg55d5WKw5rzRiIvg6+ZIDMe7OGH2dPdvza2wdI4VXKtw2QFCVAtKtAxjdmBAhwCD5DgGjDwpHJTgJE9tsvJjJIZI9XuHpD7lnSU03eOUDkUdhzIZyni4YX9yvJ3XjVa8+elA6QP7SjV0bi57nrDBtxgGjXus27aFd8BqIT3fCEsG67k/6keyK74IK3NqQLCzgEnyFAytoiQCRLXv/DDtbQ5XdhWe8cIJLdcYTw1At4JLObAvq1aUt3YRW3R3QyQDTFw+Dq0Lwc+IjFY05P/eL4AVAVBMj2AdJ33fpJryVXVMs2wENU739sgLTkUXQbciNh2VdnxIPXjrr/sGEYt+8cIKmXi+c/Z2lzu4ZNJ8gQ25mRGsBBOeYAGfb7G22LMW80VkweHTYaxVXp07xVehXcPF69nf/PRftthRr94m/n8w02+dI9NRrlB0zeKnMG5MRnVhECB+eYAwQA8I4IEADAVggQAMBWCBAAwFYIEADAVggQAMBWCBAAwFYIEADAVggQAMBWCBAAQJUD5Orbt6vtyhIgAHDoAbJJBmQee35+fn61VVm5TSHbJAFA5TzJi6DuPAMyvsoH32xVVu4wu+0OgQCAdyMv4mDvPAMybuSDv25VVu4u/nH7xAIASmrIq1XsPAN22YXlKJdIAgBURldeh3TnGZDz6Jubq+3Kngr/Wt8AgGpxhRCnu8+AHVpmrugHAKgAOcKwrFXZWE7DYhAEACqmLydhjWuVZgohBvs+UQAAnayczVq1yT4sUXw1cgDAHrRE5XuwarWaIQf693F6AABF5BRZo1Z1UxlzzcI3AQD4cE1ZM09rlfcgR2oYRweAymh4pReB7NdIbmfSZhgEACqi1ZbbmIxqB8DvxGrTBgGASmi0D6QDK1qOLjzGQQCgApqy/0pc1w7EQB6tcOjGAoA9a8n5V0K4tYPht0GEGPT3feoA4DPry/WDh9T+kKZyJF3ui+V2G0OuMAUAH+xp2Oi6cv8rOX5+IOMfkZGczQsA2DvnIOZfaaZyTToAYK+MA2t+hJamP/YPANgPz6z8/leFxstTx7KJEQD4YJ5tOafLiu/fDgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADbGk1fzwAAe/I6HX14xX/17dvVm8suB20BANir9mC5u3q9zGPPz8/Pr95Wdmrs95wBAALGcjf1eilf5YNv3lL2zvGP2nbcOgBgT1zH9itj8+7t9XpJN/LBX99Qdik7rzy3f38JANij+77rCSGsf99ar5f11qbOUh6u29nnOQMABDqu7BCaflAXVu3q5uZq+7KPnhDtSXjkAIA969lC2P++pV7/KHdtIazWvs8XACDSsISw7mrV5wjRJj8AoEIathBmrfKmQgj6rwCgUnpCiMda1RlCuPs+UwAAnSnEolZxSyE85l8BQMW0PCGCNenVNaABAgAV5AoxqFVbW4j+vk8TACCtL0S7VmkjIWzWnwNA5dzbQnz83rybmArh7PssAQCyHCGmtSp7ZQgEACrJFeK1VmVnQtT3fZIAAFl1Ic5qVXYtxG3OcQMA9uxWiOtalREgAFBN3ydHjQAAIABJREFUBAgAYCsECABgKwQIAGArBMhanU7FFjKuPaBO/t5hw87wQ45jF6+jPrf6s/LcRS9fuc8LOFq3xxgg4+8v38c7O0WW6K0u0Gl87NVKhCh8vYY7u7wcCpH7j4OSZ3LYSinYy9IQ3YLXCSdeN7q6NedR0RFinvt+68mqILtgi5s2W98AH+T4AmT86/mL9Pzje4nSw/u3B0hXGOUPL3nlyx0GyMQN6vKJXLavBkin3+t3NgyQpkgJH9a2I2a5ABmknscu/RYJEOAQHFuA3P/6kvixphnSdTwhrHpSVUm9OA5s0dACxEzVh1bZAOktjEH6lW0hjBM/RFqGwszevnSsWLcgQGZhvZoKkL7jH+hDPzdAuumg8N/u5WXf1VjRw6KDsIUWIG5ytC09QFoNVTMVINr79C3k3R2pJUTL/yF5v0P/titc///DJECaTsw/ywQI8FGOLECGP5X8+PLleVUjZBjUrkLYvbIB0tbqO6dcgHTkF/GF9spRFPlXem+odbiRvX1piHZUczc3CpCZEG3HddpCzPIDxNMr8DBAUsz0BxAFRBggTtQuiRIoDhBdIxUgDdu2PeFFj7Vtuy3v9tJvP3y/D1rWPSQBcpsqToAAH+W4AuQ+yI+fv37/+rE2QUwhzP68MWsLr1EyQPKPZHWA9NpC2HqAmEIMJq2J6wlreHnZacbaslz69qURXdHXLAyQ17wA6QtxK3vo7m+DHfGzARK1oVbKvO3ohKS7sNrpAHnV4snK6cLqhifmXoioo81U1ZP3e6v9w60aIAO/URI1WAgQ4KMcV4D8UDqugs6s58Ixjka0yda8re33u+MAuRXC6jtagPREWPN2hThRy/aFPtwS3i4RIPWwV0kLECceL3D9d1g2QFonmrALq9NtntzW3YH5IOyO3ydlrQuQurC0Wn9QJkBKTxpQAiR1GAQI8DGOKkC+y8j4ndyUo+m/igrPhAjHsW+F934BYor68FIPECPu4nH0Rz6knii8XSJAnDALJsJ2nIcwQLxoUCPsPSobIL3cQfRh2N9nCVFvhf+wNkDWbaScHyDzuuV5/tjUXA7CxO93+Lqwhb2YBZ8bAQLs21EFyM8oMMa/fv2OAqVoIP1EtONZR959uQBZ1FVR9dyVtbZKrcBuZSktQBrJNd7nDbXzbCKipNBvZwPECTt3InMvLDoJa3b5830yk6kjxH1egLS19xPFQU9Y2uh3I3iabq/f6txf1kW70/HLt9cHiKk/UadUgPRlSsio6EfjQUGAtCzhGY7hBUNHl7aY+J1WBAiwL8cUIOOwy8rvvPoZdWklLRJdT3hh/epqX/x7oh1OP/LWzMLqFs1mysxu1QLkRI4A5zFS/xDdzgZINF4cGQhTGPJ7+UQ4nc48bIEk81z7flium4VlJgFScM4uL+/rwoueNRwDCaZHdTqdnABJ8Q9/XYAM28IdXl4OXdEeDmXsRAFiCEf+0ArbbbY/DYEAAfbnmALkdxgXQ38gPYoU/4cc95Zw/IZH39MqNrUDJx0grra+rvxKDi1ATFG/nNcNu23qQdNLXfw9vp0NkEmrpc497or20BHmfWoMZBC+wct7x69jc7qwtPczXx8grYXw4lZSGCBKrjb6sgHWjgKk30xplQmQrjD8w76PBunDAGkIOzjjwyCpbGE4jpkXIO7JycnHru0EPqfbIwqQH2GH1fDn9yg3nr98eS4q3rCFddJtyilR6kh7TxhhhVp2DGTDADHErOd/exbCUfp07g392r3J7XVjID1PdOVUgIeWHiAtTzjyHYwcYbc2GgOxtbFvU0aTPKK+KYQy1zcOECMq1wobNaUvAZYXICfiNPihHh5v+H578Ul0/E+keAxEKr/qHcC2jilA5BBIGAVRgMi7CsvPg4UgdrohsOkg+oYBYgnT89xeo/sgxCKJrm68kC992xBu8AXeyAuQjhtU2A1LeD19HcjEFqJtyGnEfgJtPYjuzza4d9tCtE+UrI0DJJlKdi+7smQT6/Kym1knGC2MjMq2Wq3XKK2FaLRawdtqRn1ppph15DSwdAvkPmqBFAXIbbfb1VeHAngPxxYgl+UDpG8JYRuWEF491QLZJED6Zh53RYDICj1eAuev8JPurXgMIn3bSA0i6AHSE15Qgc8HxjC1En1et0Sy1r5sgGT2wgpezvScpjYp+jWYRqAGSPg6MkCadh5tMkFaMKuh5QUnvCe8ljqIfm8IU76RuRn0cTELC9i3Y+zCUgJkRRdW3xPG5F5WskKrgVYFSLhsOtLKG0FXqsLCAInaPIukCm+mGiDK7UmyHWErpwtrFj/uPrsX1uVwHg/V5Ayi6+8nFQQp885lI29MoyBA1prLpPVnlJmmIdpJ7J4I4dzeOnKRzHAymUziWVht4S3MhSfa4SwsAgTYr2MKkF/JnKsSg+iGsMJu95k2el0cIPV0f0wr6rTJWjkG0o6+yDfjrv8VDZBNduNtnXRlZ1P+8ot0gEzS70e2b+67uYLDnOVNNysOkHluS0bjBed4po3/dGW7SQQbf6nvt3NieMIzToKDIUCAfTumAPmexEX4gxIpaa2kHXBvqVVQcYBsTwsQJ5mt24/rxpnw9GZF6nbJAFmp1G684XrBtKBObmmhYmUDxG/uxAGyyBtLKREgl5etyaS1+Ur0TqPbJUCAj3NMASI7rMK8+PnzV9gAKVpIOFG6jLT6vSessIPGKxkg/ZN1CaO9wG2yhqMbrfUbtvWv0anbHW2hdrZCzWzArj523upPmrcDt1yA3Mf9UzMhTuIbeRuNxIPo5uzkpF53TcP2T1UcIF1tS5R6+QDpaJcgSd5vtzvMCxDLNB3HMOTUtjYBAnycowqQFxkYL/HNsQyUHwVlG8pMT20CbfE6kOJzWNjblBcgSbND7u8b/HCSanCkbusB4jjpKUYTbSF8sJVJQ25xqzBKXw8kNFSvyREeh7auPG6BxCx/EX7BGEirfICcanugJOdLi87Mbrxtw5HX0yJAgI9yVAHiT7r68iscYXiR+fFctJPJvS0ewoI9ZTLU5WVLGSTuvEeAXBpiEdSkk2jFRMfWd43K3F6112BGsBK9I/eANwzjwRzUT7qNYfkLShUHSHrGgB8gk2az2e1NJo15eD7f3gLRA+QkHPRIBUi0krMj10D6VwgJxAHS6HFtW+BdHVeADP2LET7/ePn+8ivY2b14O/eZEIvJ8PK+dRvsql4oCBDlskWK+jYBEs7/6px4oh1UjbfxtiqXube3CZAsLUBaue/HGa4JEEvLhPyxmDhAHlaMgcyD/beEGMj/OcIKbg9zAmTD0Z8oQCb67DoAO3dcARL0WimS/qwsf6emtrx+UbA53+oAyezr5HM2ChDTCobPm54Qnlww3Q6GYTq23umTvv0eAZJdheHrrAkQ7bomBZQAUVp2KStffycBUk+uGQngkAPk6tu3q+3KbnhJ22FwIanAz9VXRe/LK9oKYQVXli1UogvL0WerdgoCJO6YavivbJ+GBevC1h6Svi0DpFF+G65SAbLe+waIv01iVtDpdCrM3F26hOivPw1RgDTs9PxiAPsKkE0yIPPY8/Pz86utym4YIJeX36MI+bmq+REYNib9tXtelAiQlIJ6q6WM2w8bk7CyLKOTfgVt2/ePDBDP0rTWBEi8S5ZygcESTvMaetE+xOkxmLR4DGS4QasNwHsGyCYZkPFVPvhmq7IbB8jl5f33l9+/X8rvlfvWAOm5KQXVe1d4Wx7UML1VSv7Vy989QHp6fKwLkEG6uL7Yo1gz9XajRE6fhtzpVszCAioXIJtkQMaNfPDXrcpuESA71p/s6JtsvehCIDt2r12mKtFQFueVeZqJ3OllCxu+TmU/LwC7CpBNMmCvXVjV9UCfPIBjcvshXVi1q5ubq+3KHk+A3IdbowDApxtEvymfATt0PAHSccMLJQHAUbg9rnUgAICPQoAAAI4zQM42uMI2AODj1IU4q1XZqyjY1gIAsFeuEK+1Kpsm65ABABXiCDGtVdlICJtduQGgcu5tIUa1SmtrVywHAFRDX4h2rdoGDIIAQAW5Qgxq1bYUwmNzIwComLknxLJWcQZNEAConIEQRq3qlkK5jgYAoAp64gAaILWaKYTNNoQAUCENWwizVn13lhAWCQIAldGQ9fJd7QCMbCFserEAoCJ6slZ+rB2EpS2EMPd6nTsAQGA+EELYBzAAEhhZQgjP7bMmHQD26r7vekIIq+Jr0FV3ppBsx62fAAD2ou46skNICPMgxj9ijw/+UQMA9sw4mO6r2HLQ3vdZA4DPrj04vPjwjaavZ6cAgL04e50e0NgHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUKHNFAEAe3KwmymynTsA7N0hbuc+NfZ91gAAB3hBqTsnvqQtAGBPDvGStkvZeeW5/fv9XkweAD67+77rCSGsjxsLufr27eoNZZfycN3Ovs8bAODysuPKDqHl2+r10q7Oz8/Pr7Yu++gJ0Z7s+5QBAAI9Wwj737fU6+V9lQ++2bbsXVsIqxUeNgBg7xqWENYb6vUN3MgHf922rCNEm/wAgApp2EI429frH9WFNRVC0H8FAJXSE0L8+xFdWLWrm5urbcsaQrj7PlMAAJ0pxOI9MmCXlkJ4zL8CgIppeUJUfUHhgAYIAFSQK8SgVm1tIfr7Pk0AgLS+EO1apY2EsFl/DgCVc28LUe29eadCOPs+SwCALEeIaa3KXhkCAYBKcoV4rVXZmRD1fZ8kAEBWXYizWpVdC3Gbc9wAgD27FeK6VmUECABUEwECANgKAQIA2AoBAgDYCgGysftOp5qv3+l8+IrLYWf4Medwg/d23+1GZe+LDq/g9ff90QIH5igDZPz95fv4fc7X5eVlVxhrSowaW9VD81ZKfp3ZF+3c+4dCfPhVU26FudXj+sLe7AFt0ShbdChEdPpnRYtQG8LLv3vDwwI+t9ujC5Dxr+cv0vOP7yVKD98jQAzR2/xpLy8XImUevJ4d65UKkPtJSrm6t8ypaNVjt8UBMtxNgLQmvcb97gLkvjWKE5kAAXbh2ALk/teXxI/VzZD72cIT3kNT/6LvGsZJfhycBLVlHCCNdIXfTD8i30PqYVEenbiqQRwgVijcVTIMkJYRG+gB0kkfV/DvoV74IOdUuUrX/NbwhLDcqAnTjAvpG1lOkidt5wdI59YQwlukTqopZuGrB+82DpBh+ljjD7tpyZveYJ4XIK6V9iBPSXTiBv4PLTVAhqfyEs5uRw8Q14nJD48AAT5zgAx/Kvnx5cvzqkbI3AjrrIdh6iJbbukAMTS9sgHS1h6m1e+xThQg8XsLAyIKkLhdIhbav18O65qFHiDNpLJeRC/QtKO76kHFf5sUMtWz04kaNfXgJGQCpN+OUnFeNkD0cxiWuzeFsMzBgyfsRk6ADMK37gkv/Ek+bV/PookSIB1DCGPhCaujBUj0KyDfOQECfO4AuQ/y4+ev379+rEuQe0N4t415fyDUSrDT3ihA8kcp1gZIWEuulAmQqOsq3YXVSwdIym0mQE6azWbzdiGi6vRECM/t9nv1thCO/5ZuhSfLzOqGdnYS9WCDmXSAzG1hnzTmfdcTxn3JACk46KC/bu6I9rC4C6uuDXIMG5qOEiCmMFqy1RbekQRItxOSr0KAAJ84QH4oHVdBZ9Zz4eSdbnSl9aZ6wRFXWNa+AqR7oroNA6TRbZ7c1l3TsYQ7l/Vi880BEvbjNMNTOxF+7SpD6yG86zYaI7h3RV7Vfd8OTl46QE6FF5RuCtF9Q4AM7ejh95b/0IIAMYWVfmS3bpqn3aDZFAdIX3j+y8zt4LiTANE+KQIE+LwB8l1Gxu/kphxN/1VU2Azr3ctLK3mFvhD9h30FiJM7iH7i/+i120K06srww9sDJKx+762oJXJ5OTSEN1cD5HLo5R3tLDwHt34XUvJujThQ9BjeNED6oh2d2uCs5wfIsJ2Ot17Yhdb2j2kmPMuyupeXA3Ea/Hs9OEACBNiFowqQn2FgvPz4+eP3fRgoRQPpAyN6Xieu64ay2tskQLTBhnjs3RBGMjjrOE5qkONBONrjohrUEad6H4xfh7a6k0ZreNmxxOllTxYfrAuQe1NjFAbIiZ+APaHUohMhTrQAUeM11vDC1ls2QKKtkx+0V10VIK52MrRiwel+KAyQE2HrTaCGJwaN4bDhCk+2KmfR3IZ21MgMI4IAAXbhmAJkHHZZ/Q6mYIVdWkmLpIjl15lSXVjDnABxgnlRizWzsOLeFKNgmlXBLKxoNpQTH0dWy4gHFcIxkPuo876bCZB0S6YoQJpCDOW3c7UbqNmcpFsgal9U8MbbUU6ku7DMqM/o3tbejCkWwTl01szCCl+2kVyGMmhA5QZI3xMNK/U6rtrSiLqwOv4b9Y/L89t1BAiwC8cUIL/DuHj+8vPlp9/0kJHyc93DJnE3SPDFOhsgyYykdIBo6/70Me9iD+JWe9xwbYDcN22xiKr9MEDmyWEtLuuO4zwoAdKK0iUeH84LkLpfX6bHfC61AHGFnX5fTU+Y9/kBMgnnMt+7wlYXU5qpNFUDZKKdjPANt6NzMW/7AZYXIBMZUg1PPWtxIDT814kCpJUEQ/BEhQHiyeGnzCsBOPoAke2NsRw9//VdhomcgPX85cvzmkd1rPhbc9DZkw2QZlC31cuOgaxRPAZi6J1PYbGOXBLhximQBEhUrh41auIAWZFlSYCE79yL168kboXnv+WeI7xUA6TxIMRp0jxIzdG6FcKZ9U4M4Wk1sxllZrPkLKymEPWOXBNpBS2vbIAMb4U/sNHzhBM/hRP9sgTREQVII+n1s/zOrMIA8X34jjDAgbo9ogCRQyDh3/74OQgOedfqB907wg7rnxPRllXr2wfR1yg9iO53PTUcT4gHZT1fEiDJd/xhp9OZbxYg857h95511CGQSLIOJKmcpU5XTv5NViBmFxKGo9jhtK6tp/H6cwcsw44WlKQDZNi0hBc8Z8MSnhv+a094s6FssXn+m0paIPGQju2/XnELpNvtZrrsAHyOAAl++v785XlcLkDcuP5shb39bwwQ18wzKREgmb2wgorea0fVY3icwS4iWoCkx0BWB0iwBC9cPJcEiBMsyXvQFxJaShXbksvVZQ1dFCD3t54QbVnvtydvC5DLxkBGkTELTrEeIC0Zqk50z7BuC2EFzagTT0688oTn90NFAXLvRa8SjoYwBgLswhF2YV1evnwJ82N9F1ZdRFXbfThGvlGA2Bq/xeDvwJGh9hI9xMunQ6u3XhzdX3aburUBktLIXYkerJy/jw8u7AczlDGQjmymKHXswJ1omZkOkLoQA3kQ/YXwJiUDRD8XMr4inXn8YnqA3Ftt12+TTVz/eTszJ1x/ctm6dQzDuW3p60CM6D2GHx4BAuzCMQXIr3AQXf7/169fZQbRT5Jnn0WjxaUDRNmNKuBPTerkUqvdQfpxMgha3TyT3Gld2S4sPUDCp/WEFf6kfslvCtGUT23702P9ujmcUtWSU4cdf06XMgvLEFZxR928obUf5MTm4Kf7hfaw4gBJn4v8fV3SXVjZ3RJXb+B4Ei36CQdJCBBgF44pQL6HcRHsxvvlJYmUIrNgHFZq2cINVl8YwpTbYKwPkJ0Kliykha80UUPlJBsg96283qD89YzRGMht1LQwtfcTtMOUdSDJJDVfI9U3p01ZuhX2UFmSWSJAyipYiZ7dr921lSNq2mEDqWMHB9AMvyVkAuS+1W/2CRDg8waInxy/Ly9/BL77DZDChYRBXRo3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alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;24 비트 = 트루컬러&lt;/i&gt; (RGB 각 8 비트 &amp;times; 3). 약 &lt;i&gt;1,677 만 색&lt;/i&gt; 표현 가능. ① 은 8비트가 256색을 표현 (24비트가 트루컬러). ③ 트루컬러는 24비트, 32비트는 &lt;i&gt;24비트 + 알파 채널 8비트&lt;/i&gt;. ④ 비트 깊이가 커지면 &lt;i&gt;파일 크기도 커짐&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. 해상도 vs DPI&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;해상도 = 디지털 픽셀 수&lt;/i&gt; (1920&amp;times;1080 등), &lt;i&gt;DPI = 인쇄 시 1 인치당 점 개수&lt;/i&gt; (인쇄 밀도). 둘은 &lt;i&gt;다른 개념&lt;/i&gt;. ① 같지 않음. ③ DPI 는 &lt;i&gt;인쇄용 지표&lt;/i&gt; &amp;mdash; 디지털 화질은 해상도가 결정. ④ 같은 해상도라도 인쇄 시 DPI 는 &lt;i&gt;다르게 설정&lt;/i&gt; 가능.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-6편] Access 쿼리&amp;middot;폼&amp;middot;보고서 (이전 챕터 마지막)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-1편] 멀티미디어 그래픽&amp;middot;이미지 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-2편] 멀티미디어 사운드&amp;middot;동영상&amp;middot;표현 기법 (다음)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;통합본: &lt;a href=&quot;../02-5-%EB%A9%80%ED%8B%B0%EB%AF%B8%EB%94%94%EC%96%B4ICT/&quot;&gt;Ch5 멀티미디어&amp;middot;ICT/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>시험</category>
      <category>컴활</category>
      <category>트루컬러</category>
      <category>필기</category>
      <category>해상ㄷ</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/98</guid>
      <comments>https://nirvana8.tistory.com/98#entry98comment</comments>
      <pubDate>Thu, 28 May 2026 19:16:16 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 찾기 참조</title>
      <link>https://nirvana8.tistory.com/86</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch4 함수 영역 &lt;i&gt;마지막 단원&lt;/i&gt;, 찾기/참조 함수. &lt;b&gt;VLOOKUP 4 인수 정확 매칭&lt;/b&gt;, &lt;b&gt;INDEX&amp;middot;MATCH 콤보 시 가로/세로 자유&lt;/b&gt;, &lt;b&gt;CHOOSE&amp;middot;OFFSET&amp;middot;INDIRECT 응용&lt;/b&gt; 까지가 핵심.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;시험에선 &lt;b&gt;VLOOKUP 의 4번째 인수 (TRUE/FALSE) 의미&lt;/b&gt;, &lt;b&gt;INDEX(MATCH) 가 VLOOKUP 한계 보완&lt;/b&gt; 이 매년 1~2문제 단골. &lt;i&gt;데이터 검색&lt;/i&gt; 함수의 끝판왕이라 &lt;i&gt;시험 + 실무 모두&lt;/i&gt; 필수. ★ 표시 따라가자.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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/LbPAiAQEG6ndWTQwbSaIIVq3AXSyq+q7FFRDbco3dZ+KHlQgTSEqdz9urdBICAsaLO3Mo3aA4AKOfv68RVII392m59jmKeQb6mfj1AodVcv6o3QBSJU7Fm/5Y82kBACAdLJeGvaFQmYTW6Rs0/3calRbIF4P0KHjP0o+yRFVkMXyG31xwogEBAWtNmLFDqYCvkg02REUSBnnjXuhTDJtfvvndAFcqQ9+H1EgWTDAAJJBFVydhTQhxdMhdc0+lONr0BYJ3g3lbr8mB0Jr8eVDy8QcR4Tc/2TngsLzBh0Hp7SdGoPAErk/NMZfR3VJLrQddam6yTK+8oMSaEcukB05zGBQEDI539x2tUImFWK4WfRJyuQltD1iVESjFhXVdc+84wMKxDdeUwgEBAe6+TsWJt2NQJmle7gyWoj3o1XeAo5oeIaL3jhzoT4RpiGE4juPCYQCAj59Mc8WGCa82Gtxlkg3EyIhKMzVf/ZC2mcyGgdz5QCEeYxGZBWgkBASNCuf+jFC6bZj9dv0HT0BxI6TwEsHK17pjbKq3wzJB++QIRkTMl/ARAICAkIBEyTBAikShsXhdLa2YDeZOV+0QwzjTiHvVIgxQB9vCAQEBIQCJgmCRBIerV4+yyvOT9JmYxcZ2NEQhaIEEkbsIKz1aCEm6YCiQECAdMkCQKZONUyh9nsqQuj9EaebgsALSAQME0gEABiDAQyEarr6+s16bNer9dbzK+vr1ddxXvlcrm3OAvcgkAAiC8QyFi46jm8Nud8kodrlsgUALeUc+mT0Tnrwieu4cwJ+c1uTUggm3furOguAGVRFmU1y86mQK5Ipe5C+eFw0CnGTPqiQF5b0+dDIIuBBKJ7rqsEsrK0tLSkeaWgLMqirG7ZxAikVyJYcZ+rI/KuvtjnPzT/tF/Mkl6XG2X+03q3UjAKla5VmdfJF1nQqUeX1V9skn/Mv1uvb9G1lkql9lrTSyA1fYHUTEg3m6L1hv4FAlnRPddVAlkmX17Wuk5QFmVRVrtsYgTCpuUjd/vONOFXbKCzkGPI2zM+FNbsJkfP6Rh/VHaelUeXdkX/dnS1WLNsQGp68nrfnInDpFRWC6SuLxDlvHuLygbKzAlkWfdch0BQFmUnVTY5Alnnn+1OxdFddAtkn6+jj0yDCM/9ydZFgdAqrtJbHCgQI1t25UCyVGOCQIhbsoEFUuE7aRaS8pstTkogtPmyqXWdoCzKoqx22eQIhM4FVDCVQI2QdwskL01JRD98Lc51l+3xAqGqKBCpDBSIcSRvE1lKMV8sFo8cgdDGEdnMkmFk19uCQEoq6F9cc77OZghrc9gk+srysuZ1grIoi7LaZZMjEBbDqjkyIbf+kkCuqFgq+71enVX9NbsSK2yUe+V1Wk93OYGU6Sf7i34Ceb24WL1FzUQbLw7UTM19wVaspUQWY2vLlUS/Ktfz9bLwlC+yGcJQMTHHPgtJ9BXNcx3deAGYFAkSyLpV+ZsvyST1kkBqVjjKKkNu70mcyarF68QDhbItENY4YdPd+wlkcXHNfSCvyF+PFkWBMIeVrjwF0rtVYs2kQmndSf+TvP9iArmlLxBdIBAAJkWCBEIT1zTjsHhkPehdEkiRc8AVrcCrpgyKfIW2bguEfuHoSkMgTUdffGY+W16sb2xs0G5VzgroISchrHZFFojwALssbfooQ1g0jRJ/bkEgAMSXBAnE0UaPNjQW3QKhgSArNLTOS6DJW6htCaTPtVgCCuSqT1ZWMMvbSXTSHKmQv6y9Vo4DYZNyF7IVmim31weB6AOBADApkiSQvvVwLPuFJJDXfEctls2+tbhIu+nawSJSU1dMH9CnANEE+mCBbAgHsn6L1vgFyw2mQHq0/D7zUlYhkNfka8U6cdxV/sjSIAQSBAgEgEmRJIH0CmaNS5VQdwuE5taLwrsuy0U4+QXyLmsKhNXUPQ2B9NYLVvOH0JRHhpgCocXNf4uqFgjZporVRHpNlpnwKbFuQSAAxJckCYTFsMqs4mW37gqBdAMKxG6yeAokm83K3XjJUip9px+V1QKpGEa7t7h4dauQ7akEQgeJWM4oF8zmTTurROrzFUtuQSAAxJdECYSGhtZZ7b6hEEhPCGHVzWK0vWIPSq9wISwTM5MdZCBhrdDe57vhljc2Nshi8tlb7ONyXj0XFjXPer5erjdpFKxti9ENBKIEAgFgUiRKIDSGVWK1OqtdFUn0iqCbvimBvOQYJpAs/b7ZJLCk4SUQcxIUczmLrzck9qUJGzeKxY3F/Xa7zYtAGunInASBBAECAWBSJEogrDFR5TQhCaTNu4K+KbOOUeZQD9Mqt0yBFJpXR07apMkdKlrv1UyBlEqlo/aGtdhFXkU8ZvKl15QR0hz1kttJ5PEgCkKcPXhqQCAAxJhkCYS6oMjtkiQQqofSa25QodVuMftasUGFddMWG2YeggWuaM6kQr/8mo4GrPO9sFx4CYR2/hKQRqLnN44qWSNbaW9wTYz+uoR7DvhYcgsCASC+JEsg1AV8eEcSCO0laxzVFxdfs25TdLpElgmvXS1eNakY2vxcWLecIFbFahSUaeOFDCgZIJCsFb4qBhCIEn66R8M1ZjG+3IJAAIgvyRIIC0txiQ4qEGtWwn2z2WEY2QozDWuMsGaHUaAD/MzGiC0Q1tgoOoP8DKvPFZmNaoBA2ESI4my8daEnVYEXSE8N+RMEog0EAsCkSJhArHmnbvECsejLH1Sqisx1YV+czp21GGr2k0GEueCHEIhIkReIa7Qg47UpkK4F2Q4IxAsIBIBJkTCB0CEgLDeuFgg/19SRnb2uOzf4WVadOwIxI1yk7GuaXmEU6ZcnKhD7S2TjIBAvIBAAJkXCBMJmP3QqbrdAFntr1BaFtjXNFOF1n3V+Kq2bNuAEwiJcrMJutql/Cm2z0h+UA2mblMIQiP2EENocWUwEtyAQAOJL0gSiRTXfdPeB7dWbdY15Q67K+bz4qA4PvHph+QgEOZAwgEAAmBQzKZCJMIRAfIBAtIFAAJgUEMi4eF2TkEcaUvrdbpcfwe5FU15aEoahL0IgAMQaCARMEwgEgBgDgYBpAoEAEGMgEDBNIBAAYgwEAqYJBAJAjIFAwDSBQACIMRAImCYQCAAxBgIB0wQCASDGQCBgmkAgAMQYCARMEwgEgBgDgYBpAoEAEGMgEDBNIBAAYgwEAqYJBAJAjIFAwDSBQLSpXt+cHB8fH5+cX3YCfK11ec6+dnNdHuPWgdkEAgHTJLYCuc4JHCoLnYqFbshn58JHDb21dc5PcxmO7eNLrW9eHm/zX8ud3qjdc+K3L9VtcTeOyYeH/CcnOsuTjpjF9vbp8Xk1HQo3woLNQyD/ACKq/ThRbubh6fGN51EXf1UP2JePxQ/PByyKHm0V0nJyuUuPgq4D7/q5VCer60RQ/37/gkDAFImtQFpChZ7JqCrmhlSGVpPnwkd6GjgVl8NkcDKoHdK5EexhcqqqZ44FO0l7cSguYLtFPhUW7RaIYnnXio1xyniYLRiq1V7yx8zdBhN27lhxNKSjfnqu3FDxV/WA/dhV8azISctrbfv+2cF1UnipRvr9FD8XXa90shIEr6t/PwgETJPYCkS+fl03klLdlclk2A1dYIFcuioAq245oVW5B60bRY3AtuMykECk6tSshEMWSCaTO+6MXSCZw8aIAvFScACBpG/ET0989iGTUTSavATi4ZpqRksgqj24CVUg7El4eI3Xi9qvEywQ6Xo6VRRR1gUBBdKQFiKw7RW1SKcvVa0Pi+OWvkDkesM0ZegCyWRy1+lxC8S9pUMIJJM5rY4ikIbUxhAWJrVP3MazcTdL1bI51hOIqpUrxLAgELye+OsEC0Rq8quyGVIdXh1CIFWv5odfXeC+y5XZruoKRKrQ7DjJGATivTfhCSRzGYZAMq5sShCB+N57SPW49x2CosaXmo6eoakTzQiWGMNCCAtEj/gKZPClXlXezgUSiG87gnKqWkJjYBUoZVw9BdKSBGbfEY9FIKMaREMg240wBJLJnLaGF4jPqXM5uF3rsRBpQX5bpjrK6h3gPQmBgNkVyOadOyu6C9Asez0ohSm1Am7YcvUEwsqWvdIYHKcN9/aqwhG+BlEKhCxXToDYt6SSQKRtGFYgrihMsN9NQyBm7Wkvd1iBZA47wwtEjlM5yzn0yGoojoPiRz5VlD30FYhdVn3K8DEsCATEWiC6dYlKICtLS0tLmjWRblmp0e+OH8j3mWy5WgJh21Ad2P4gHLu21y9tog69qwRCtkGOhDlZClEg8jEbWiDSTXTA3+1YQyB0Dc5yhxZI5rA1tEDke4tzj8Xc+B0HVZVfdZV17b4gELusOoIlxLDUuwiBgHgIRLsuUQlkmXx5WWc1AcpKV7CcWJWuyUNzuVoCYWUH5D8sbqTt1auphfysquZdXlr6mvO8dRUFIh+z4QUiZo0D/m5aAiHdkJ3lDi8QIXoYUCBSHp31jHZ14XWOheo4qARy4iqr2hfnZ7TLng9uEUIgIM4C0a5LJiaQa//oi/Tnk8AC0WpIkLbEV2F75bS3JycDBbLtXbmPSyBif+hxCIRoIhSBDK5dJRreJ4fisPGtMV2BkAyPUFbZslAIxCvoycWwIBAwswKhzZdNndUEKCs3MaQ/S9VQ1Vyudgjra0aXU2F7NRIgrgpKHcKSlrTNR/0VIazNIALZPiQoYnSHI/xuegLJXHLLHUUg3AEUf1XfkeiqX4nFEyX1n/ofB+XvfC2VVfbGk0JYm94RLL5dLY9EZ3+HQECMQlibwybRV5aXNeuhAGWlS1gaXCFFKazl6iXRV5aXXRXE9vH1ZbV6Kc1qQqsNbnvdFebh+WW1c3l94qqtT/2T6Od+6QkpiS4ds8ECMSumlnuU/eXwv5tOEp1FjOzlDhRI7uaEcHx8mPORXeDhoZIsjhVS6fgfB6VATqWyhwOanmbZc51WlrQNbAcgEBCTJLpuXTK5yRSlOIQ4Du7S46LVrWrkii9343TiOfW5az/1HvR2nvOqq5W37jm/EN2o3XidrZLXM0JXXk2B8D3mBgrE6RzRcMvO/smDT1DjDldd6o5B92tpipk41c6rjrB3q1U9yRsBAgHTJ8bjQFwN/2O/CqIatKo59hv65904kCeuEKqhzrZHE0RRZUoJXXlIQngCkQ3iXWWFJhDO9QEEohjXeTi8QOSEuTznmM8YdL9K/yRwGdeJLP4cnvNcQiBg+sRaINL1KXbkPfT4m2ZVIw90l65jKbZ97OUdqa6QOwZbURJFlSknQFpjE4jk2lx6/AJxwkPBBJJueIwBHGKKTLn9eq49Bt1PDkKipaNObbh+LnHVl3oNIQgETJ94C+Ta+5rveF2zmlXN+YC5GqURZ/ZyvDqCppXVqbVYd5Uprd81V3iYApFaTZ3xC8RpTwUUiNxOOBleIHLKwzODrvV15ZniMaGN6+cSFnUoHhPPBiEEAqZPvAUiNRP4C1OqgJ15xDWrGrF6cF/FZXH5Vv0+YOYneblWNeWqMuXEhEtgYQpEsl55AgKxdyioQKTlbY8gEL/+1t6zuA8SCH+qeAxEPfE9jU8k73jFsCAQMH3iLRCfat4zuqVZ1YiVi2Ke2lNlnSBe+4q7x0tly0WuMuVkiXuellAFchgseBOGQKyYYGCBSBtbHV4gfjMGDMqg+yS+Hf96jbw58Y9gSS1Cr02BQMD0iblApEu04/UsKe6S1atqqgOn+j1XNiVOB17726rKWq4yT31m7UiGQKwjFlwg56qWzFACkfspcCttDC+Q44El5J/rVN7fbZ0YFgQCpk/MBSLFsJxAj1RtcVEZvapGrQdh1crM8/bA6MOxaoulKlOKncsZ/NAFotnvJ1SBmLseXCBidut4BIF4D87XcaiXHnItzydJqX8u8SQ+djWNPH4PCARMn5gLxCOlIFfTfCWkV9WcDI4ibCsaPw2xKlF97VxVl4hVplznqh70FKZApHyO33MWQxQI02JwgSjvz8Wjuq2iqi+BwRl0+bs5xW2MZ4RM+rnOXT+2Vj8sCARMn7gL5FqrM9RJYIEcD74hPVUUqQ6uhy5VRXwn71CO7AtTIMcT78br1P1DCMQV8dGbC6uqnUdXtfjS/ptxs+1yGj9h4/axz88lmoiekToxLAgETJ+4C0SKYV2roweXgQUi2kFZoZwo1nw5IPXtCn0dDhaIekRbmAMJdW+/r09zmdzpdVgCobfWQwhEnOlkJIGoWwmqW/4OmYlm+7jqJZAT1+nGH+8bH4GIp/Cp4nxQ+wwCAdMn7gKRanqryhaTCEIdpCeQw8FBHXEd54pKWj0piGrT/AQizKE4galMvHr9dKxDfdoZXiCH8p3+EAI5Ufw2wwpElUdXZdCvzYOUO/cQSNW1G9zfcx0fgag6BVxr/CIQCJg+sReINMes+al6tNnQAlEWUV3459oXvrjBviGs4zEKRDG/lEf8hhvBp+gUpisQcSj+YWMYgYjm7owkEFUe/dK31LlaIPyO0EEkvFFOxV3ym+7EzKXlBsewIBAwfWIvECmGVVWEicQaQU8g24OzAipZ6AhkO6g1n14AACAASURBVKhAlCmYUQVCZ3M/3Pab4da72j4ZXiByfnhkgVRHE4h7sN+hfzvFHmIoCeRc+uH5Y3HtIxDxBD7UD6FCIGD6xF4gypEX6mZJXFsgypjKqALxxCvFsT1gXIymQKTq/zIWLZBz1cGWBMKLYFtsQ2xLu+TTIrZOGY0TCQIB0yf+ApFurBX1sV/IOQY5EPWCxiUQrxR6VWechI5AxMmsxCZQVHMg0lxVig9vxK2+FDboxE8g6rZGZ3CrEAIB0yf+ApFiWC3P0d5x7YWl7lc6JoF49mC99J+aS18gflNQDdELKzOJXliqjsMugfA7eircgVR9BCKevtsBTkAIBEyf+AtEutTc47CkGih+40CUt6BjEohnH91LnWJaAvGao3Ya40Au9SyqJRDBGTfSb+wpEOW4UtdBuglXIOV+sZQtkG8CYFHIlor98uwJRKwY3TNB+I77HetIdHfd51q/7lPAQ5+NV3M1Hg2n6igC8X7+Xlgj0ZWotln5xFm3+U8GTnt24yPGaz+BiMfivGoh9X4OUSBX+0d2nQGAxNH+1YwJRHqc26C5AYeZC+t4yLmwVAMmjlVqcgskN2B68XEIJOczRlCo6bx6amkKxDOINem5sDy1Ix2IS9XfXALxeHwU7XHgJRApABvEfkMKpFmRqwwAeCrN2RKIK5Yk1jByBRTWbLyq5L3rhnKo2XjpVsvPLpRvird9BXc8jEC4p7crKOe8n24VUCCeFbeWQK5Dm43Xo8ZXPP/xWPFDuATi9wBbL4FotJyc5YcgkNddoa4AQMHa1UwJRO765BVWjsvzQMjnZVfVIm2C/2xJqmfaDRDI4aAZaK8HB7p0BeIVxNISyKlqnuWhBOITOJSU3LIP6GHHWyDqjErVTyCe0TyJw3AE0iuxGiL7r7/+0lwzmBn++utfWXZ+tHuzJBB5KJYqu50e7YmE7nS4FIa5Hu6JhIceVdm5Oz4v3RT79jNW9vTyE8j2icYE5uaYDR/TaAvE495fRyDV0J5I6DNLl+uXa5zQLc6dOEfaLRDlEwgVHctPAkewVDGsIQTSY+Grf0EewIO/6AllVHozJBC5y6NHx8iRnol+PeCB2l7PRB9Qad2oBXKsepyE3wQYUoTjRmU/USCnFscnN9e6T0G/vDm58TONtkA8bKYjEPXkZ0MIhJ8tl04B7z+FZev65uScP1AKgag6BZ/7CURzcKcyhhVcIK9p+6MAfQAf/qLd89pXMyQQKR2R8c0va1Y10j2y/DQJyS9eDyKRr3v5UbVV5bfMykuujoSq+8Qnxy5t+8nAB0qFhb5A1OEjDYGcqI/JEAKROk1dXgd8qK1CIFXPx0t5CEQ3gqWKYQUXCMl//O+/tFcJZpO/aBxrbYYE4hcIcN0w61Y1p35z4l57rkV6OJOYL3BC6ZJ3xBnKq+pR0sJNsbQF/PyG8lquoygQ5eNkBwqkJT/rNz20QKQY5KkcFRz4UBCFQBRCUO3SSfAIlqJHX2CBNGn4Sn+NYFbJkjMlPzsC8bmRc48i0K1q5Ag5N5F369jn9lDeFm7y8+ttL++oq0xZU/xNsdjVjDzG0N5weS2tKApEmYEYIJAqS0RwnA8vECkGWQ3wXBTFAm68QlKXfgLRj2ApWkRBBXJFEiCFAGsEM0uBDAiZIYFcB5hFSruqcVlp++Sy2mhVr49d9418hsRVMeZOr6utdPXyxjVqzfGOR5UpbYJwU+zavNPzaqNRPXd/no6kQFQJA5VAcueEm5OTU3ebxTmAgQVyPaivrc+ofG+BiNOwe/WSOAkewVLEsIIKZJ+URP4DaPAXOVdqsyMQ71DAgJlVlU/PNmtcRUBb69rWrxUuBwlEHnHH3xRr371eR1QgiiCW7rh89wHUeCb6Nv8zSStnXdzkvFcrsECU3ek8BRIkguWOYQUVCBl/jgAW0OJfuk2QZAjEs9JWTCYyeOjWod9Eewpy5lgEE5/JAj3HGngFbeRNuB48DYfX3kROIIogVkCBBByQxz/W5URZz0t5da/HnvgIpKxMoXsIxO+pA+5f+Hw0gZTRAAHBmiDl2RGIV/1xMopAxInHvZGvbM3RxfwNrpdA5Lt0/jvXAe/SIycQ9+RRwQTCdyoIKJBLj19cOtyXgQUiVfr2PYJSIOoeyV7H53A0gfTJ+EGNowRAhuXR+7MjEK9gwOUoAtFsS7iTrVoVoDAfiGe/I9kSx0FX43whegJxGTqQQIR+cQEFcqglWc85v3wEcq7RS+JEedK6Uy5V3xhWQIEUEcEC+pDzqjg7AvGIYammww0gkPSlhkFcI87S6YZGGkScT8q746q8qEvv7roDti56AnEZOohAxJE5wQTiOYpHPtzngQUiWMH5JVUCuR4439q238YEFAgZRIgIFggQwyrNkEDUFcjxiALRMMipKtM62CDSxLfeApHrWP5xefKEi4pd4e5aIygQOYgVQCD8ngUViJQs5zu3SYfbNQnyQIEIG3/jK5BBs+W4xpeOJBASk4BAQACBZGdIIOoY1uWoAhlYRx/rPB3cjTNqY+DY6xu/wSCHAWrZKApEnQbQEMiJdNwDCeTUJ1F2oj0YxEMgl0r9KAQinbKqxo6UqumMIhDStV/jIAFAIYOGZkggyhiWxgOdVAh3eq5Bg5oP0HANGvQYXDhQIHJiVxgM0jjWr2UjKRDxjl9XIO75HIMIRKqWxd668p3IZVCBcHEnzj4KgUj5FlVbp+HnmIACIeU0DhIAFHK+zJJAVDXIcQgCsSehVS3fbxLClmvYtMW2Wzt+sz/JvV1PNbdOrmUjKRDx59ATyKFC2wEEIhv52ndJ3oNBvARyo1qyQiDqeZl91iH98hAIGCOzJhBVDOsyFIGk09eqSjp3PKgOds+8QZd+roh6BZh/1hXsUG5d5tS189EUiLB3GgLxmHg+gECkmKD/s1R8BoN4CaSj+h3dApFOWPXcjdJuCTcsEAiYHYFs3rmzoruA4cq6Y1jbyrJ6ApG2oXpzKD449/S8pbG9rWtp/o3Dk6/KskqBWMuV8+iuzG715lTauhuFH4YSSLDfQl8gznL5jLafQHLbh6cn116brS8Q+Wi6fHSpChkqjoOXQNIn5kT5574CkSJY6h2TZjy74bcBAgGxEohuXaISyMrS0tKSZk0U0bKNy/OTY/oAjZvzaoDlVq9v6NdOT84vW+Pb3q/nJyfHx8fk6R7VWB5flB2q7G0IBMRCINrnukogy+TLy1rXCcqiLMpql4VAQDwEon2uQyAoi7KTKguBgBkQCG2+bGpdJyiLsiirXRYCATEKYW0Om0RfWV7WvE5QFmVRVrssBAJikkTXPden040XgFkEAgGz0I0XADAGIBAwFiAQAJIPBALGAgQCQPKBQMBYgEAASD4QCBgLEAgAyWdyAsm9yY3y7VwuF97Spsfvv3+i/x5++mTvQG57+3B723N/+KJ+n0ULAwIBIPGMQyB/pAjP9/74Yldyb+hne84Har6kUrk3qdQb+pX7KfOV9fU/zHeZ3JfnZAXs/V7qD/q9TCx48OBP+u/vDx6wLc59+vMB40/JCZYyzaK5Qzqf3uEhmR7v04MHA58GN10gEACSz/gEQvnCPvlivd/LaQokx77yRvz6H/TtG6IP+8/xEcjvv//++4MHD34nrRBLIDmijz9///13+q+wE3+Krvn04MGh/SkE4g0EAkBCBMKq/DesSUL+d19PIG/2HEOYX7eFlKN/YxLJxUkgVlPjwYPfbYF8evDgd3PTf3/w4JNYHAIZBggEgLgL5MuXL1/uW1U+/cBsOVhhKH+BkDaHVTpHXvyRY22SHPPJH7lMzlxqfATy6dOnTyRS9ekTbYEcbm9TE1jW4F56COTT4eEhBDIICASAuAuEeoJqIJfJPE+l9qz3X1TtFIVA9t58MRdDhEG/bhrDWjwVSZwEQh5y8+DBA/qCxLKICkgIi0SwaAxLDmE9kARi5Uo+ffodAvEEAgEgEQKxXr1588aORb3RE8gXpps3jjfY1+87S8vFUCDEAp94gWRyvzuBLXEfHphRLkcgf/75pxMGg0A8gEAASIZAzEaC+w8eAnnz5Usu9+WLkzpnWXLzWzm+KFs48cyXL+R7mbg0QFgqgzQhrI7J24eEbUXZbVUOxPQIBOIBBAJAEgXyRXj3hkO5GEsgJAXCqlozCWJ+/zmLj8UI0v44ZE0NZoXD32UOPRorD5BE1wUCASAZAsnx/a6+DO7GqxSIow1HJToZ+ahxSMJPhxlikAckcJXj8ho2Thqd9usVBfI7y8JDIL5AIAAkrwVCM+pcjT9aC4T6Ix5xK4vcnw/+JG2I3O92N97tTzK2Fg4fPPjzwYNTJpDDw0MuiQ6B+AKBAJA4gfwh+UOZAxHwy4HQoSHx8gcZRG6+yOXsuUhygj6c9hnpnUX+23ZyIH+a/A6B+AKBAJCoXlgZNmhDjF9pC8ReiNkLyxqaHqv4FeMTn+6gBqABLRs7A0Lc8Yl2vNp2Zj3hFwSBeAKBAJAIgZAan+a5c/fd+Q9tgdjesPvzxtUf3Fh0yxbbjlD+dARC0iV/mumPQ0cgZASi+QoC8QQCASBRI9HpxCTP/fIdfgKRR6LT1kzqS8ClRQIapzLHArJ0R+7QhuQ6zHLb1qBCJ13Cj02n8SwIxAMIBIBEzYXl+iCQQOS5sOypFT3bLpGGCsRujHmEsD5ZgwoPrR6/okCiDwQCQPKZyGy8IwpEmo031gIh/XdJfMoOVlkzmThpERkIJBgQCAAJEIjzPJBRBWI+D+S+pJPYCWSbzGH14M8ci2JRhxw+ePBp22GQQB44PbacIYeRxIBAAEg8cXmkbe5NTB9ByEPjVZ+sMYV/ukNYfw4UiAPpzRthDAgEgMQTF4Ekgz9/t4Z6HP7+J+1RdWiN7rCHeLjgemGpJz2JJAYEAkDigUDAWIBAAEg+EAgYCxAIAMkHAgFjAQIBIPlAIGAsQCAAJB8IBIwFCASA5AOBgLEAgQyknO9MaE2ter0xoVWB2QICAWMBAhlEfX5+vqVRrjpPqY2wqtrAr+/Pz5fTEaI5P58PaVFldvyamsWjdiQiDgQCxgIEItLJ56UasTavV1WNLpAW+X7kqs1GPp/3FCgEEhMgEDAWIBCR8vz8vvhJfn5+XieG1anVavujtUAGf30aAvFrgYUokCo7fhDIWIBAwFiAQAYJpFHPV3W/XR9NIC2fe/3EC4SQh0CmLZACBAICYBhGAQLxE0gQRhTIYCAQCwhkPALJGobxV5AaBMwyfxmGkU2wQBr1et2s/er1OotElZvNZp5VPq06gXxUI/f+5Xq9OT8/Tz+sk7936s5rRqferDWtbln1Zj5fL7dCEUiZrcmsFFvkVadZa1qVZKPcrDU7XLVZztdq3F5UhRcB6NTr5U6z2SGHhe5WtZnP581DRf5KQnh5um0t9yEgAmnUm7VhOqqRg9uxXrRUAmmRNTkd08iKmtaWWUeCfJn7dc1/yV6lq+T4oVtbMIGUIBAQTCClCAlk886dFd0FaJWtzc+T+mXzztv5+XlSmbRqZrKbVFkd+rJB6sj5/Q5Nd1jsWz2w+Mx2g/jF/jbNr5M3HS2B+G+vuSyz/qzOz9dYVr5Ga0Bzq6tWtcnvxeadi/n5fbJBtfn5ff8K070N5fn5JvkeyWHTL5v7vF8mZc3MNqPjPgREIOyDr4F/t4bZ6azhpH5EgdhbYh6Tffae6dw6EnX2U5HfmSy3xj4uz8/XytwvNfg4BDlmMSyrLZCiYRj/ClCDgJnmX4ZhFMMViO65rhLIytLS0pLmlaJXllXpK0tLF6xuIrWV012KCYT9f742WCBmtW11trLe7nc0BEK3t9PQEsjK1/n5/SZXX1p/NatNUvda20GWy5LPpMb0bAm0GupjZimCHheybPsgfF1aWqq7BCIegub8vCUUz99CqsGdbSDHvU5XSPUnC8SRF2un2G/LvEDIFrDNItu7wgnEcuxEzrOol9UWSJ/EJKZdLYG4kDUMox+qQLTPdZVAlsmXl7WuE82ypGtsi5Q1KxxSI+arVVJLltPpRrVaI9VyuUqqwXSnXCZ/+Pr169cyi4+Uy2XyDXNh5GWtXi7XzCqv+vXr1/wFV0n5CYRsb21+3yvEVC6Xy2ZlmE4vfyVVX75c32cmI42RWrlKq3NrL5rmXpDlkuJV4sa612GoUcspjhmppsmCmy3z63Sfianml5aW3rL9r5Oto9Eg6RCQw7ZfrpJj8FX9W3T2bT04x8HcBtJ6aBExWAdFEAjZhIuv9uElq2rSraENJUul5hExBbLsCIT8zmQz7YWrt2EgySirLZAyKYgYFtCOYBnlUAWifa5PRiAshrW8tGRGsGpm1teuq0kV07FEw5Lo4nJJBWe+JLEW2oTINxvONpDau6ElEFLSL0eSFwRyYVaEZquAbF3dqS6b1hfoNpC7eHuXFFDjeAlkn+xj2Yr2MYhOvtKyYhJdOgSkVm+l08tn8/MX6t+ClBDy7Pw2kE22fhHhAJi7TpxADNJim9E0Py47ArGOjEIgZGfIz9qMU0U/dYEsHiGGBYJEsI4WoyMQ2nzZ1LpOdMuSm+v0ih3BsmpDEuMQRn83m01OIJsqgZDaSOz5s7L09etXEpvvaIWwtAVCQlj0zpmsvOEIw7rftsI6JFXCjgON14i3+tJRIEtQHDOFQFrVcrnTnJ+/oGUFgciHoMl2aOVifv5iU08g/DYQTfGHhBcIaZ5skrJslVVrn/fZ8qhAWjTDn3YEsskJpMVt4PjPs4iX1RfIPpogIEgDpBauQLTPdWUSfWV5WfM60S1LqrxGesW8YSUVcpNAQjD07/wNsFmfist1BNKRcwwkwsSoaiTRV5aXfUJYYv1ZtVL+7F87OMV2oyXsBT0OHbIp3stusBCW4pi5BEKCeow8LSsIRD4EVqvHu/9ta1/OY/PbQFP3zp/5xdCqn5RljQlSkjZ9TJmS4B49/KzbANl4slxOIGkuxz7+8yziZfUFclUhXfthEDCQv8igodJVuALRPtcnNQ6EViktsx5xMrGcQOq+40AcgZBana8LuZy7jkDsVLYnTv1prdRbIOJe0PrWtweWV+NEFgjX74qJVRCIfAiscSB+Azh8x0aKY89dAjGLmNtlfW4KhD/01s/oCGTfTyAzh75AFpukKPLoQCuDbjS1Tqq4jgMx+6myQJYVE88z6kEFwqd7zbckn0zaIboC8cdTIHYzycz9u/aC1fu6g/D8BELu7MlO2ats8I0O6RBoCcQP2i3AOf788SNpHW6fFS0Qvt+a9TOaLU1bN/ZSZpwAAllcowZBGwT48hf1x9pi0gXSILfmNavec/VUkgQi32LLSXRxmAKt7Ujvp2oY49i9BWLdjXecDLI4AJwkE4Ybmy0JpMMlD8xV8GkPK5UdkkCqrPswP45mX54F2eycbO06OSLkByN722J9yLif0crR2D2aB09wPBsEEchVmxRGFAsMjF8Z7avEC4RUck7FTkeaN7wFQpsoDQ+B0ISw/ce8WTeRSFbV0Q/tHdwIVyBW7yuyAVbfI3kv8mQndeadHyiQhlkD552OV/ZyxUMwokCI9kjHaTv2ZnaxalSdDlRkyCT97fadjsNEDaYuLUGYYyitA1Tm+mx5dW2eKYIIZLFH0iCG8S8oBHjwF+l/ZRiV3mLyBUKqSLs2pP1+9mvNWo3USvUmGfBQazadSqZm/p3knMkEu2SG2Hnyb4OOaTDfkNHRtJKq12tkKN0+mwaE3KDT3G7gmT3q5qr2a7Va0yUQmvSoNffJoultONsQcy9YoKYx3N22JBCyphqZ0YXuVNlO9ZAjYvVCMA9BdWSB0IYVacBZ36X7SXbSHOU+v08PP/116AgQ9mtIsaq6uZH7NXqAyG9Bk/P7pJOB3sNcEk8ggSz2aBvkf43sv/6CRIDEX3/9i0avDKOt649YC4QNPreqdGtCDCs0xAfShTR7WUy503rI+XLdGdTepDVsWcirB44l8YPgay6BWEPi82aOmNsQullsjaRwftQciHlI6NQmbGnMVta7sr3m8qgCITvVsbeeYv0gHX69bOCJM+6fGsEK2JkjGs3CdC6z+SrdK/OQogESXCCLVzQPAoAfa5rxq5gLhN3K2u9adJQ1q6QUAkmTERBmxeMSSLqV5yZk6tAqrdmyB4iTpy+Z1W/IAmE9hmtk8eYEitaGkEGQ1j28FekaRSBsrqv9Kt33vHDE2EESDsEoAiFrsAZ1WpPBmDNtsc7OLbYpVsSswVZMh+twkymaG0aV2kxzAqHzvezDH8MIZHExTwYUAuBJSa//VQIE4qJTrVZ9AhuNTrXqPWlVi/tro0OW02i1nKU1OtXOWIImdFUtrh9wq+q3mcND9oCsj18X2eeW8hCMY+0taVO4zfBZrXmA6G/Bkl4t8duzTGCBLC7WoBDgyVFNv/mROIGApDNid7jkMYRAFhfL/WIpSzvbAGBRyJaKfZ35ryAQEFcgkDAEAkBIQCAgTkAgEhAImCYQCIgTEIgEBAKmCQQC4kR1fx8D0HkgEDBNIBAAYgwEAqYJBAJAjIFAwDSBQACIMRAImCYQCAAxBgIB0wQCASDGQCBgmkAgAMQYCARMEwgEgBgDgYBpAoEAEGMgEDBNIBAAYgwEAqYJBAJAjIFAwDSBQACIMRAImCYQCAAxBgIB0wQCASDGQCBgmkAgAMQYCARMEwgEgBgDgYBpAoEAEGMgEDBNIBAAYgwEAqYJBAJAjIFAwDSBQACYDYGQkgDoAoEAkHQgEDAmIBAAkg4EAsYEBAJA0oFAwJiAQABIOhAIGBMQCABJBwIBYwICASDpQCBgFgSyeefOiu4CUBZlUVazLAQCYiIQ3XNdJZCVpaWlJc0rBWVRFmV1y0IgIB4C0T7XVQJZJl9e1rpOUBZlUVa7LAQC4iEQ7XMdAkFZlJ1UWQgEzIBAaPNlU+s6QVmURVntshAIiIdAtM91ZRJ9ZXlZ8zpBWZRFWe2yEAiIh0C0z3V04wVgUkxBIP/7+N69XdenW/fu3SsY8eLxwQHbkR2BuO2Gkq2Dg4MtI0oC0QUCAWBSTKMFcpBKvSD/bu3s7LB/tgxjJ5VKjVZhTQ5rO1+lUk/pi70Uz10jBjx+8eKD+XLnxQv6ewhspVIp8usMDwQCQNKZpED2UqldXiC7qdR9wzCeplL3YiSQrVfPU8+f7sRdILvs4BPuplIp6+OP5m8DgQAABgKBBGTnPpXE3g4vkMe7NjESyN4B4wMEAgCIo0B2dnZexEogT1OpFHHIQ14gH17YxEggPNbHEAgAIJICeU5NIQjE5GBn53E8BELCPY+NHeZCWyCsVWIRZ4F8YGqEQAAAkRIIqZIO1AIxiYFADpgzDlKpD6JAnprxoJE7L003B/KCfrxz9y4ROgQCAIiIQEiQ6qMkkL3Hjx+/iJNAWLzNeEzrWQ+BPDZiwC6LHxKIK6yPH6ZSz+n/CRAIACAiArlnZg6IQPZevLjHJdFf3Lv3MR4CeUgiWFSGe54hLGrJeIawtpg3IBAAQLQE8sKqkw5o7fQqlr2w7tsCSXECeXGfh8bp4imQXfL6nvH43j2iewgEABANgezYd+ecQEziI5AXrCfZXa4FUrjrIgY7snNPgJc8zY0giQ4AiI5ASKQqlXp+V5VEj49APrCOALt0F5hAmBkFrPo4bjxOpZ7fZ5sPgQAAIiMQ0uwgQz7u79gCucunnWMiEBJ2K9A79YMYC+R/dx+62DFo7+RX91Kp548hEABAZASy9SpFOr6SDqN7u5ZABGIikK29VOrF7odU6vmOJZCtXRej1bwT4J5bejvG3T26WySDflCAQAAAEREI8cf9LVZxHXACObh//2OsBGJXvSSQZSfRD17xxGAg4WNz3PzzVOq++ZL25iVtp7vPiUcgEABAVFog90nsikayXtghLL4KNrZevXoVB4GYXQCo9jy68cZiHAjjIR9uM/M7pCWyixAWACAyOZC7H0073N1SCyQ+7Bx8OGCNDF4gz/cYMRZI4am55Vu7yIEAAKL9PJCYCsSBF4hlDe5l3AQiAIEAAKIvkOfOCLyod17yE8hDJ6sAgVAgEACSzvQFwhGLIdwcCcuBCEAgAICIC+TeUx73k9JjIpCnwogKCIQCgQCQdKYhkMRQ2NoqGElla2vETnEQSPS4WF1dLU97I0CCgEDAmIBAokfRMIwz7n2+VCodTXF7QNyBQMCYgEAsGi3Vp53JrPysWKqUihdqgVyQdvRktgMkEggEjIlEC+SiRO7dG+a7MnlX6qS77hv6zno7axjZo1XBFxfFSsEoVNby5vsz8v263SgolS7SffKPGW6ir+vpdJH+rVQqte1vujaqVOQ/KpfMX+OorBJIn/wJMS0wNBAIGBOJFkiLJr/yfD18lE63DcPICuX6WetwZNftD+tWrW4YReaVVXtpnQp52TWvTOYU9jqfTjvfM4y2qwXTol81KtxHZfYR/biqEMgR+ctqmAcGzBYQCBgTiRYIrYqNNfMNEYfRVwhkjT8gVtPgwpYKqdfLokDooo5agwViVGSD0FKiQMhWFtrdtrV6SSBn9AtZNEHAsEAgYEwkWyBnXF3dIc2RQtUtENoycWC3+mXeH4ZRavECWbUbCwMFQpopPPmCSyBlsl1ksRcFtoGiQC6sb8AgYEggEDAmki2QFtVA2ZFJO+0SSIeWKZ1Vqxe0DVCgxenL7Hq5k18rWFqxBEKrdFrlewqkkk436rT9UxCaIA3LLpxAzuxWkmkOXiAduvouCXJl+1Y2B4BAQCBgTCRbICyGteq87LsFctsKR1llSJshT15k6455si1bIKxxQpbkKxArecFnM9LrRClFUSDr9tJILK3PCaR10aXrOmrU6b+V23k4BIxTIPMABCLZArkwE+fpdCNrNQckgdAMdplrjWQb5hVn5a2pVi4sgbRKXGTKXyBEDYaTljcDY6trmi0Q1vZhOfy6mWgvCD4CQAcIBIyLZAvE0caFFcGSBFK1rZPuagAAIABJREFUFWO7Im+2HUiSw26CrFkC6bI2wVACIasuNdY0cyC0GWRU+lwsy8hOaGAKmFWBLACgTdIFkqbVfZ9/IQkkz3fUYgn1s3Q6y9fx1DFFUyBFO4E+WCA0kSL1pyrkaaTK1QuruObuhdU2CkdndtCqfLsU9q8AZgMIBIyHxAvkwqqVK3ZCWxTImTDIgr7rp9Pkbr/kbCxrpFCBsFZBS0Mg5a6URKcBsjWW6tAaB1K+kNobVfkDADSAQMB4SLxAWAyrxRoaNII1WCDrskAKskDsJouXQArZbMHVjbdrqkcWyKCR6ACMBgQCxkPiBcJCVxfsEjpTCORicAirw4ewzFy2Obx94DiQUkdcE5nuyiUQMmtKqVLqinNh0S13YxYCQBsIBIyH5AuEVttd1izoKARSdpomlm6sVkRHcgwTSIVmQUoNQRpeAjEnQbHnMKHj3BUCEYBAQLhAIGAWBLJ5586K7gJ0yzboGLyvVipE3Y2X9H1yAl6b5uwmrPuTWZOfmQLJ1tnIQ3I4Nu9wDRvWg6tsyodM2FhcrXPbe+Fngouzs7PqUAIZxzFD2YSVhUBATASie66rBLKytLS0pHml6JelLuD7Q0kC6XJuoRdae2mFNTrMeazo7COkOUIFcmYmSgp5sg3WBI3WGI9Ci++FJWyvr0Da/HsqkJV0OW9C1ley3uQ7EzhmKJusshAIiIdAtM91lUCWyZeXta6TAGXZaAqzclcIpEyz3cVyOl1lsypekOXSOFTlIp1unWWtLIk9FxbVUamxvLT0lX25SiZ4t1yiFMhyAIH019bWvi6Le9Ae+Tig7OyWhUBAPASifa5PTiBsqDk3z27bDDFR8vZkvNkK6zdVpMs1Jz20PqSNEVsgbDKTVbINNG5lGBVz7sULb4F8bbfbRQoNqhWLdS+ByPsGgaAsBAKiyHyUBEKbL5ta10mQstZs7VbP2LbUDGgIH5TM5Qpz9Gbz4nTu9I+Fr0tLS1+dMRxWn12PEJazvbQ7r/hnQSDyvvkJZEzHDGUTVRYCATEKYW0Om0RfWV7WvE6ClDVjWGQ6RKVA0nRuEauZ8pu1XBa6Yu0L1lhwBNKgU52UNpeXN8v0JWOt4SkQfnsHCUTeNz+BjOmYoWyiykIgICZJdN1zfZLPRGeNBPshsi6BpNP5IrVFtsg/g7Zzm36xULKmUXcEkq7bc7ynG2dHBeHLaoFweAikkOWo6AoEgIFAIGAWuvFOkUb54qLumiu9mr+Qej0paeVVXw6CIDWqI+6PEAgYDQgEjAcIJBpAIGCMQCBBKbbbdfNlvVKpWC9LpTZf6v379wuxYb5U2nB/+r5UKvVGWCgEEgnqeRnuj+Vut8tPCg9AMCCQgeTXbUh9mjWMmvmXpmEYzsss9506GTm8EGXK87fm8+brDcMoslfNbvuouM/c9360fYBAAEg8UxNIr14f4fZ2kmw4rf+yI5BSpUJ76FcqlcqGSyBELVY7JYqUWQefSk0QSM+ca6lCNx0CAQBEQyDNYsEwrHgPifjQzopWHdu7RXqlWDf20RXIe0cgTk9Mw+i6BELqxfWFyFK2t/6o3W63K0wg7+ncTXR2DSIOCAQAEAWBzLMKyxZI03yiQaFJ3vXM/u4RFch7xr65/aZAiu12u2QYBVIBr8sCeU/bJtHNgpQMI7ve3OcmdyUC2TCMbJPJneRzIBAAQBQEYs3KINSvdNqF92bCIMICMSkaxtqCmAOpmY2S/f39NV4g71nPl/biQjSpm22MRSISFoojAqmYe0amISfzYkAgAIBICKSyUXQEsm4Yxv7CwrwZ56kbhfZ81AViVbq8QEgVS46KObmRVZQ8Ba4wXzCMo4hmeeatpLn5wsyBFAyDbbAzhwYEAgCYtkD2mwsLa45ASoZxZP5bIiGs+d5CL+IC6VVoqkMQCJ3IIluWBFLvkre1hX0SouvWIy2QfRasMgWSNRP/7wuGQYYsQyAAgIj0wnIE8t7KMJP0tJkoiLhA8lk7p2ELpJY1DBIDml+o1+vzTCDv22ziiqb5d8PItqOXCmlaO0Nahd1ut8QEUjQMurEb7JdCDgQAED2BkJxHfqHXo51dyzEQSI9OMWRuKRPI+ybJc7Tf09mJ1sp2Ep3OPNRlkaAebYsI4wujwfusYbTLCz2uf1nR/F0q3TWyS+S3hkAAANETCPVGvVCokxqrGXWBvK+RHsiGPSibCYRWfO33C+9JHiTbswWSzxbnncxHb76YtUbrRYmaPL0FC2ntm53jWLAOAgEARE8gpPoiN/VrZcca0RUI7UFWuGX3qDJbIFmjsk/f54sFVzfeyFMzB4KsiSPR623qSvZDQCAAgIgKpGgY3VgIpG4Y2VtcdyozB9J0WhYkb/C+ST+oq1iIIO/ni0fFW2V5KpOF9+W6lbN5XywWMRfWQMr9YilrNd0AiByFbKnYLycthLVvGLVYhLAW7CmjGL1ez6xi5/mnLGSzFXbT7v79FqLOfrt9i73q1WrOr1Cr1UboADATAmmccYMxAYgupbORngoQtSR6faHZ5GeMirBASLxKpOkMZ+HIxk0g5flusd0ubnCayHOROISwBnIhPHUWgChTcR5MmZBuvLdi0o1X9oI1DmTDocgEYk3bS55kas/huxBJ6s69c6H7nhOIOXXLe/KTQCA+tEjnPABiQ7eRCIGQkc78QMJYCKTYNXEGEi5aVe379+9r7uncFyJNk4Tts6X2UYnmzU2DmA/5toFAvKmaBj5az/eudPYVgGlw1cuvm9MNHmk8BDMGArnlTGVyKy4CsavSkr2hZPs54iWQimEcsX16v5+1pw6GQLSpssead8sjX+AAjJ0yHZRmVDqxFAg39zkZV9cTJ1PkK+JIPoUpgQLpkZ5w1pt1e7hj3jAK+yZk9yAQL1q0/VGpj3xlAzAR6vSOp91IgECk6dxjLJBK0yEfJ4G8dzrA0aEuZjdeJNF1ofmP9uuRL2sAJgR7bMZaEgSyUKf7csS6YMVCIBtWSjwrCKTGUY+RQBaKhlEo7jfr9eZ6yZEJaYHYHQMgEG8u6LmM1AeIEa9prXuRjEfavq/bI9Yij0cvLCmEZc7WGxOBvDfTaqwlaPUUQw5EjwYJB1TQ/gCxgswpbhwlQyBxIokCWVjYPzIDidmu7QkIRI8zYl3kP0DMoNf3WZhXAgSiw3sRc16snjRlCTfvx3t+RHdkeV9u1mr5ns+ejrDwRAuERP26I1/OAEyYYthNEAgEjIckC4RM4mag/y6IHezMDfFSgEDAeEiyQPrkPm7kixmAiUNSn/0QLwUIBIyHJAuEBALWR76WAZg4ZAK/YoiXAgQCxkOSBUJSIPmRr2UAppJGL4V4KUAgYDwkWSBkXFNv5GsZgIlDpqDIhngpQCBgPCRZIKT/MwYRghjymnRAD/FSgEDAeEiyQMhGL84I1ePtXGYM5LaPq4PXvvnv1FT49+bgbWss/S0gS43BS3378tmTuRB48uzlW9Xyybkb4qUAgYDxAIEkgavjzBg5HtCMu5qSPqhCBm1bYH1QhQxa6vdzIfJSsTYIBMSCeQgk/lwdjtMfmczhVVT9McggVw+G8cff/vbAf6mPwvTH3Nwj99ogEBAL5iGQ+DPW9gfh2G/tU/VHKvXv0NsftA3it8ehtj8IL12rgEBALJiHQGJPddz+yGR88iCb0/VHKuWTB2kM64+//c0nD/I2bH/MzbnyIBAIiAXzkRLI5p07K7oLGFx2VgQy9gaIbxNkyg0QvybI8A0Q3ybIy/AF8tJfICNfFxAIiIlAdM91lUBWlpaWljSvFI2ysyKQ7fELZNt77dP2RyrlvW3D++Nvf/Ne6rPwBfLMVyCjXxcQCIiHQLTPdZVAlsmXl7WuE52ysyKQsfTfFcl5r332BBJK/12RJ74CGf260BXI0t//+c+/A6DNP//5d998YVCBaJ/rEEhojN8fmYz32mdPIOH7Y24uIgL5+/8BICB/j4xAaPNlU+s60SkLgUAgiRDI6NcFBALiIRDtc12ZRF9ZXta8TnTKQiAQSCIEMvp1AYGAeAhE+1xHN97QgECSLpCRgUBATASiCwQSGhCIFxDIMAL5j28A0OI/IJDokc9ms9l6gC9AIF5AIMMI5Jtp/6AgLnwDgUTzcaaVIF+AQJIhkF632+2adw4QCIgB30Agi4uLfULZetejb3uLefaPSLnfLXZvNV8LH75u3uoWu/26sATzUYiv6dKai8LirAJsVf1+v5bvCQ+j0xvzZQGBJEMgi+QRmkdsHRAIiAHfQCDmLb9R5B9HbWSvFtfIv02hYJNc4fTPtxyFvF4nTz4klJqcAtbYa/JcdqNQX2SLy3MFuouLdfOLpEjR8g/9hq0zHSCQhAik75wjEAiIAd9AINZ1m33N62Rt0S2QK/qJJQtresGqJRX6tStJINRGRm1xoEAMo9Cnf3tdcG5DNYFAEiKQHvntu/QlBAJiwDcQiHXdWq5gb/IKgfD+MIwKCzr1KsKnXVEgTbqw9UUdgRgFurJa4AgWBJIUgSy2yWlA72QgEBADvoFArOvWvPNb3DcjWC6B0JrdMI66bRayajsBJyPb7tKGi2Hs8wIpZ50FewqktLGxxr5cIn/rcuU0gUCSIpB1q70KgYA48M1MCqS5wbPPScMyAqn9JYFc0aZGhSQnXrO2SNNSgdElN41lGsuqXDkCYa2To9f+Auk6diJpkJJ9E6qNlgG+/PHHH398+fLG+eTNly9vtOdh9F77wJPs3u7u7kfn7d7Dh3tykb2Dxzs7jz8+d4rct//04eCV/UaN97Z56+H//WMn+4//+18RE4hzQkAgIAZ8M5MCYYkJiyIXtlpcfJ21XkoCoVV81uwsVbSaIPYLEs2iX605Amlzoa4BAmEL6pspENoU0UfLAFYl/PyLqQ9WW38Zu0D2yJ5tWWt/ca9gGK+kIq+22E+x84K8e3iwZRj3zD8d0J/GeqfGe9u85PDfZuBxx8cg3ksVav6fLcibJz///LM5V6/5ifnm8+fPP4vFf1YJZDFrdeGGQEAM+AYCod2v7GbHYtNujEgCoaGlDfNNmeYsXi9eZfkuU/QodU0/bJjduazOVQMEQr97y/zI7hE2BoGkUvdJs+OL9U7TIN5rH3SOfaBHmaohdZ/qQBbIgf1b7KZSKSaTe+KffA3ivW1ectghvwzZln+MKpCf7a0gRvghlUp9Sz9/l0qlrDJPWI38w7u5uTm7cv5WKRAayyS3HBAIiAHfQCC0tqbNi4pdz1OVSAKhAaq69I6KxB70x1IalkDqBTsxriEQ6qd1c0ssT4UskPtv3nwh7Y4/mEC+vHmzl0o914tiea990Dn22DAeWwa4bygE8oIa4uHDj1t3ydbxxiDC2X16zzAMvyiW97Z5yeF/Cjv//bf/+k/DMP47TIE8If/+6hLID1yRAQKxTzoIBMSAb2ZSIOUaD6nUaeCI6qFi1/OSQGhbw85N0Pq+xtordnvhiiwlawmkJLYl/AVih79ol2LWoTd0gRBx5Ej+gSRCaDbkjflmjAJ5XjC2XhjGDn2z9+rVgSOQj7v0xV3DMJ6SF/epJV69emUL5IB98a5/E8R72zzt8D8kdvXfhmH8MwSBfEuZm5v7nEr9wJoivEA+kyLvPv+Q+sxaID/Q4u+UAlm3fn4IBMSAb2ZSIApoDGvdjE2RRLhLILQ9Yb+jf9xn7YWuKJkr5gdzdGF+oECK9Xq+X7GGotg1yJgEQp3hhK3GL5CnhvH4ecEwHprv79sCIZ74wD4goSsOWyCmOUyPeOG9bX/z5b9CEoj95ptU6p3ZtuAE8m0q9QP9yCwitT0EgdgNUAhkqjzc2dmRM3WEjzs7O1YXkBf37t1jZ/Xezs7OQSryHDx+7N6nF3fvPh5+kRAIf+EemQ0ANgZQJZAroQViCsRpZRBpFKyuWYyK1WgZPA6EXuC3rL7A4xJI5rn1grRHxi+QXcP4SMJYBy6B7DJzfLQaIAqBFKhiiIQMq4eWgmEF8j+GYfxPmAL5MfXDnBnDEgXyo50yHyCQpnVHAoFMmIevXr0i59jTV68+pFIPDXLaMl4c7N77aIZQD7hoqnPi7g3s5zE97r94YRnPjiTzPHV6uAzBbApkv8SzYXe+KrxmLZG8SiC0jWDPWEXLNdn1bnbCWlx8TZsRtkAKFT6fMVggRaKnsbdAMn+kUnvWh19SqeeZsQrk+RZpfBwYxl2XQMgF+DGVUmQ4rOvxuXmJvvBPggwrkP80jB3vvwYXCG19mDEsTiDkZeobM2RFQlifP3/+/E4tkLx1RxJfgZAI3Y/Ou8/vfn5nL/DHb9/9/PM77s/RwVLDY1qhOgK5TyKs5FbnOVdq7/79+/dpMJa82IuuQF6R7iLG3ReyQMgWs9YTBBJGEt1sUjRpryoWwZIFcmSP8SKYva96VBlWu4Tq5MgWyH7TmgdLXlxTIZDsOl3Mvj10fYwCsaSRez72Xlgv7OvxviyQ5wePD8yGiDQwxLoeyWlOzn3ydSsEpsB72wY2QP5fGAL5kcAS5O9IxuOzlERn9eev5GM7if5NMlsgPzJR2t0G6D7Pzf3MlPGN2cX5if33yAvkvtnD3DAKW1tbWyQOcZ/d9DgcRFYgu/YmkncQyBgFQq/ctTo3DaIkkFt8tKpp9b6q8FqhzZINSyDrppXMIBbftKCBsg1TIJVut7u2bk3wa9cgYxMI6Y5l+oPcS2XGK5B7hvF4b2+vYEcEHIE4JbxaILxAQm+B/NeObwMkaC+sdySC9SP94AdJIHOfzfpzsEBingOxonM/iP4wD5P9bm7u11QUBXJwcHCwIwrkMbmBP7hHb+RN4iOQe2So073dLbMhD4GMUSC07VHipkOVBULT66Yr2BBzIpoNqoCeU/eTrlx5K7DF+laxINa+I5PX9Ot9oRuvBW3TlCaTAyFtkTdjFoh9A2c89hAIuXJZE9vGvh65EJZr9LrDcAL5h2EU/jsUgfxA+Jk449fPn0mfq58lgczNfaY15jsWwnr37t27n9UC6VsN0HgK5LMoEJoN+vztEy4R9I4F72hYL1I4g5Esgdx78eK+1cPjOWeQ+6nUx8c8HyIqkL0C26znj1kEGQIJSSC9Mo+Z1yCthUKbG9Yhz4XFJmbfKF/1alQAhbKtiMp+76p8q2B5w5lMcd8JYrHR7qX81VWezXxVVgqEtmkK8mNIxtIL6w/tDPrwAiEXosWeWiAvfHph7bDG9yv/k9x72/z94dMFa5gcyLf2Bn12CWRu7t2PtNkxIInOIqmxFci35gh7UyDEFd8yj5AhMj++o3+gja8foy8Q0rZ4alW05M/PhST68xcfDz6yO5+ICuSpddmQvdkTBEKuQrbtEEhITyRk7QcngsUEkjVpWzMjOqw7t4wO2bI4nTudzaT02q4bDKPABmNTb6gEYlchYx4HQv2hO5GJJZDX9Xq9LtnN9wS7Zxhb9C6NddkVBfLigJ7D5OaOvrhvdcayr8dd1nDZdSlGwHvbPO3wX//wT4DYAlEt1UMgTljmB1EgP3O9eQcIxO6qEU+BEDiBmOKgIiEf/cgOEWmRRC4LQlPiT58+vestkD1eIOb0O1sfoiuQV3bXFbYXnEDI/rGrDQIJSSBsVhJu5IYwe3vJnpvdwqr3TS+YdqA1PyeQcsG+cl/zDw5hUlEJpBl8KPowI9GpP/54Q9Aais6F6KXHtfueYDtW1b9FVXD/4UNySR7Q+RSfmicxGQ+ydfDw/oct4pG9hw/J2b1L51MkrZMXqYcFV0dfAe9t8/XHP/7nn//85z89Z8PyXqpaID+nSAqEffKECsSc8+rn1K/v5uZ+/pWq45tU6hv68ROVQGgAM+ZzYTkCsXJBVJlO+8ye9CXiSfS7u7tPH1oJaNIX6+7du1uWQJwGy6vICuSp5QZy03ZfEAi55ljHeggkrGeim8KwJyZxCWSx7jz7o+B0lFp3vFLJu55IuM4FsWhzhNGmN7UqgbCOYGOfC4v4wySAQNYV2+Z3fj20Gx67hlF47vQKIZedOQ6EJSoZW8+5K/Oeed3uFJxOwEq8t81LDsQfJp5pEO+lqgXyrZUZ/5HEsOwg/68sWvOjPJXJDyqBOBPZJEEg5HB8tl5wWQ+xuRbtXljkBLz34qlzirJSJL2w8+rpxy16zkZUIHuWJXbZQFxOIOTaY9cUuY3b2WHTmAYHAnHIixEshUAWX/dZKyK7xj9ytrzGxFLqmz2peIFc0W+UWE/fWpHKplA0+22pBMLy8s1xz8b7fCiBdBXb63d+cS1+2twQBEL7vdBNsj7eesHf2pGT/T5LXm75TujuvW1ecihoC0S1VLVAfrVyyKSRwQuEZD8IPwqTKSoFQpuz5aQIxG542E2RlKUTZwqxqEDOu52dHXK3wguEtH4lyLnImsZsptCHqSj3wnp8cHDXvI1zBEJGZ5lXJhGIeyivLhBIUHr1Zt56mq1DNd+UA+Vqrnr1eu/Kfw3Oc03H8TyQHPeWEUAgbYXb/M6vg91d85S9v7u7+yr1cdeCBKseFx6bHnt4b6ewdfeA5Gee2kVo02Xv3k5h555PFyxbIKpt85LDfzoMEIhqqYJA2CxYpKr89luW7HhHPiKfO3NkffPrrz+wv362Pv6sEAgdzsruVZIgkM+8QMRpi7mAVmST6Kzf+QuzH+Hdh2TM4D1OIFb4NboCeW4OgnRa+uZWkjG85hu0QCYrkAmwEfSRUpkJwNZU4Z4db5GaOt7b9rcR8F7q3BhYtDvt1RIuEGLUJz/GRiCp5x8f3727+1RsUpNb+K2DV/fIP5HNgaRSz8mjdUiwLSUIZG/LMD6a3QOQA0mcQHrkOYl8jCwyAiHTDbueVZKaOt7bNrJAlEsdm0COnGhnYkNYNHQX+dm2+LmweD48fvx4z3nKjRn8iaxAUqnnLz58sCZxsAXymOREyP9YVxYIJFkCCczEBFJWTfSYmjre2zayQJRLHZdAemRqNjNelhSByEn0X59Echihi729PS5NeP/j7uO7dx/vHjgT6pD+vtY0UxEWCI8pEJpy/ECftbPzEALxWwUEEq5Amqoxjqmp471tIwtEudRxCYQncd14qUlSv/7szIwVNZ5uidgtkPtcHyxzXkL68dMPT1nnjggL5PFdZ4uZQB4S8z02w3GFpxCIzyogkHAFku923ZVQaup4b9vIAlEuFQLRE8iP/CRYP0TdH1xUimEJ5KEzHQ+B1MevCGTmrHv3Ht/deRxhgWxxHazu0aeWkLz/XRqGu0eCWBCIzyogkHAFoiQ1dby3bWSBKIFA9ARijUCn4yt/tOJXTyI3BETVAuEEQtof98jI1+cPD0jYR5jhjeaoYyIQk12DpXFSqQ9bCGH5rgICgUAgkMkJhMwlSbsnv/v8+Vur99U3P7wzI1jUH2Q6RUJUNeJOom9xE+mYvbDs7rEkCrSzGy+BPP/gvEQS3XcVMyIQrYEco5HzXntq6kxaINIsJGHwJBkC4faIJj+cx2aRBohw3OIjkB0r5GPmn/dSqVf3CAcHr56+oOPSYyUQEQjEZxUzIpDt8Qtk23vtqakzaYE8C18gz5IpEJrzsGNac/EUCBk8uLV78OoVeyyI4gni0RbIXXto7u7urmtKBwjEZxUzIpDj8QvkxHvt/05NmX97b9vS8P5Y8l7qy/AF8jIZAvnZgfW6+pFFtJgtuL/+TOaWjIlAyOM0uG5Ye3ETiIDrwZ4QiM8qZkQg1fELxD17i81maspsem9bY3iBpL2X+jZ8gfwmr4Ocu/FMosuYc7jHC3Eg4Qc757HzkRsdEgeB7Eh9kyGQIKuYEYGMvwly7Lf2f0e2ATJCE8SnATKGJoirAZIggcSSvYMDbtBgKrX34sOrV69eeMzJ9vzggD3aJobcf/p0yIkUoyiQzTt3VnQXMLjszAjk6nC8/jj0nf7xaqoG+bf/tj0Yzh8P/Jf6KFx/PLoaIJCRrwsIBIyDMQhE91xXCWRlaWlpSfNK0Sg7MwJZvBprG+TYf/rgqRrE3x+Li1dDtUGWBi011DbIS8XaBIGMfl1AICAeAtE+11UCWSZfXta6TnTKzo5AFherx9tj6c2b2z7xyX9YbE5JIf/2yX9YpAMrZMkn/2Hx9uWzUHrzPnn20pX/cAlk9OsCAgHxEIj2uT4BgZAHawSZFh2AiPCajFAL8bqAQMAMCIQ2Xza1rhOdsuTxPFqPeQIgWpCHo2dDvC4gEBCjENbmsEn0leVlzetEpyx5mix7SjkAsYI8FbkU4nUBgYCYJNF1z/UJdOMtGoaxHsr1DMBEWTcMoxjipQCBgHEQtW684dI3DOMolOsZgIlCnk3YD/FSgEDAOEi2QMjj5Iwgz4YFIBKwMzfESwECAeMg2QKhSZBuKFc0ABOkS9rOYV4JEAgYBwkXyBnpDFkP5ZIGYGLUyeV2FuaVAIGAcZBwgTQqhmFU0JMXxIoePW0bYV4JEAgYBwkXSPqCbPfRgHkpAIgSr0kG3bgI9UKAQMA4SLpA0iSYbByhDQJiQ4/6Yy3c6wACAeMg8QJp0KuxguGEICbUSfzKaDemKJD/+AYALf4j6QJJd+j1aBTRmxfEgDJtMhuVTnqKAgEgCIkWSLrTZs8SO1rP9zCzIogsr3v5ddpeNox22P4IIJB5AAKRcIGkG2viU4EBiDZrIcevIBAwRpIukHT6ggwoBCAWVMLtfxVcIAsAaDMLAkmnz8zYAADR5ugs/OZHAIEs/R0CAUGYn//7UvIFkk6X+8VSljxhCoBIUsiWiv0w578aRiCLixAICML8vM5ZFX+BADDDQCBgPEAgACQeCASMBwgEgMQDgYDxAIEAkHggEDAeIBAAEg8EAsYDBAJA4oFAwHiAQABIPBAIGA8QCACJBwIB4wECASDxQCBgPEAgACQeCASMBwgEgMQDgYDxAIEAkHggkKAclUpN96e1dnttGlsTXeYhEACSDgSiR++99SprGDX339cNo0TLlWTsL84Y8xAIAElnagLp1es94W0NKk9WAAAgAElEQVS+HNmqttctGEZlXxDIftamwgmk7JpMObJ7Rent7+/XFxb2RRZCAAIBIPFMSiDNIqmD7bd1+ii3Up29K3ezdN76Iq+U6FCmW2cYa4JAHEVk+RZIm0KeD5FlL6MtkLxhGBsL7yXphbFkCCTpVG9uWul0+vL83PqkVa22XKWcP0+eVr8vPAU83z8b16ou+hceay7nh3gYx2+//CK8/+6Xn8xXm2/fbrqK//TLd8L7TfFt3AUyz6pgWyBN8wE8BZpNWLcfx5ONokEWK8R1ZA/2RYFki8Vi8UgUCKNHBRJtdTAgEDAsl5kMqSNvMtv07flpLpPJZHKn16T+PGFcpq8zubFvSYejlU5frF6k0+XV1XS6Yxh5UuCsW+yS+n3VOAp3zY31o2xlrZpOp7tGMZ3On+XT6c7ZmbPmdDq9Rv6iydvvnz17RCr/n+bm2CfP5qhJHs29JP/89P2Tubm5uSffWzp5+fIt/WfukbCc78S3cRdI0RAE8p7UxpWKVcl22WOz6JYsRI95w8jW6VZmFwWBUGM0FQJ5z55zWlyIjUCOCOQHqdBXYSwZAkk059vb25nM9vb2pSmQm0zm8Pjk5Pgwk7lJpzvEJRnychICaXM3P2vpdJHW5YZhVeMtdj22W6ELpFUyjGzByB4dHWXJSqU1t84IbaNE/xXaQmq+I3aYm/veSyDfzc09+/7ly++fzc2xJkZjbu6n9OZPP30vCeTRE3crJdYCqWwUHYGss7v5ecMw1kl9W8lu1BcW8oVo1rkltpWLpjkGCyRfMYwCCXEdmSG6yAuEQX4PRf+AIYFAEs15LpfLZHK5nCWQw8wp+8tp5jCdblwTMhnaAul0xvI4bofVYoXGAwrGUbFPqvGjs7NVRyCrRvaifJY11kMXSN+o1NNVGo83FAIRM6JWi8SbxpO57zcb383NvWUCefvs2bMnc8+ePfveFMgzyxOWMDaJSX4i0hEEsvnEFExCBLLfXFhYcwRSMgx6k1sya10znV4xjO5C5CDhHbp9XZYF8RfIYnme3O4UatSSRnu+vBBp8hAIGJLrTIYE928yucPDRvo4kzu+OT+/Oc5lTswCN5lcg5TKZEiMZ6zcpmbIGjQPYQY8jG63SKvtNj3DbhvF0AXSJQ2edN8omSGsopGtkNBKuZwna+6s8gw+CG/n5n4zGx1UINQMzA5MII/mnv3USKcbP1kmeTs390v67cuXj0SBfEdbMcnqheUIhFTJ5J5+gdQeTqKgHmr9FRp1Zghav7YHCYQ0U0ggKE+GhrDXXGokguQhEDAkpxmqihtiiEa6cbLNolbbN2Z74zJHglnXmczh4aQFUur315z7/q5x1CJxrLXQBcLSG7eNyupqiReI0+Lo9IulSqko5vK92CQBKdZ8UIew3j6bm3vy5MmTublnxDTp9C9ELu4Q1vdzc0/G3OqbokCIKfILvR6pfA3rDv09SbRHMYLVtLa7xmTg3wIhFWJlnlnx/T5p24bSJ3Zs5CEQMBznmVwmc06T6B1WPVYvr68vLVd0jjM0qDWJHIhLICyQdHFxRqvxesHIlrJGthy6QPIFo9hfK7hCWMVimwkknzWMbIX8T+ij5cX3c09evnw292zTEcgTlj03k+iN775/NDf36PvvmB4az+bm5t7yIaxfaJLd5tFmAgVCvVEvFOrEJGxU962jgmEUrJosUjStRkRTFkilVqvVNkSBvN+o8T3JyrUNkniPLnkIBAzD5XEmc3OSyRxe0xzIdU7g+vw0k8kcN6YlkEq323ZyIOl6MWtki+Ux9MI6I2GGwu2Li4u2IgeSTpeMIxLmK7dJlGswm9/TWv+tk0T/zVQDEcjmW8JPc3M/0RebRDjPvp979tP339vJEdpIsXgidgVOikBqJKtAMgplu8YieYN2L6pVLAth7bPMjd84kMWmioUIk58RgWzeubOiuwCU1SjL4lc3ucw5E8i2wOVNJnN6SQu6BRL+9q6VskahVCoVjEqJJtEZfGfaajl/0b+wBRLaNnQu1vu00dXv0jUXaAjLXnPWPLnXjazecn/76TvaL/ft9yyJ8ZI0MdLpTSIQs4+WxXc/PZqb++m3Z8QTXDdeJiHCs7ej7ZtO2akJpGgYXUcg9CcvdKOokJ6VqNlgOX4/gZCybqI8HiQfH4HonusqgawsLS0taV4pKKtTtsr80DlPXx8ek7Jfv15aVMnnVtD/8vx67NtrGYOwSkbuMdLpTqVST7NhyjTIZAkkvG1oFG3W0+muOTmFLZA1o1Bc7a8WCzTbrrHcl49syNvfnsyR/PjK0qO571d+eiTw0y9zT76jTY7veIGsLP1dO3w1+nGYWghr3zBqTgirPn+LjN7ORrHPUsUw6K5XWD7DFMj7ug3ZaAhk3ALRPtdVAlkmX17Wuk5QVrPsuTlW8OTkpLG8tERiViYktV7NbafPc8fpNOuqNe7tzRvG0tJXwzDvuS/4vk/rlUopa1S6q2dlSyDhbUPLuc6LfFlTII3bzF7Z2w295T5yWhjkpunZ3KPfnsx9v0wEspxO//LIDEq9pKMNf6G72/hOGEi4vOSMJhlt33TKTiuJXl9oNqlJ6sKMIaSbU9S4ZRiVHlVE4f2AyRTf1yyyhrFhvV6IMPnYCET7XIdAJlP20DFGa3lp6frm5pyyTQVSzuTOTzOn6RYZCzJxgXTl0RdrRpv8E75AbGg33uWl/lGXF0g63ci3jaN8K+hyWTfeZ3NP3tLRgz8xgXw/9+g7yjOWU0+/NIekCwIxY1ga/bDiKRCPbrz0bQRTzmTcfJZMWcLGyTsC6VYq9sh5cSoT2lyJtDhmTCC0+aLZIQVl9cpWLy8vST+sy8vLxsrS0smhCRsHUqZmOSW9eG8msL15w/iNCMTsA9Y1B3+feQgkvG0QWyArS7eNEi3bcsZ9eExlol6u0AL5bu4J8cN3T56RFghNmtswgVgDBn96aefLV5aezM29/OkJ7RI80r7plJ2GQEjtKgwkNOlGNNxjzdzVXhQFUrTmV6STRRZZPTzfbpMDBYHMjyOEtTlsEn1leVm7QyPKapbtkLDVNm1grCyfZnJWCp0Yo5zJXR9nTltkvpPqmLe3lM2Smzzzf0dWc4BV70qBhLcNLcM4cnIg6ZXbfHerLn2gQ9bI0n/bOst9NPeMy4H8wkZ7bP62wrrxulogqhHnP1Ht/PZIJ4Y18nGYikBuOVOZkFv4/Hx9cWGht8FPtxgp6NzBhQ0mN7VAbLos1Q6BzIedRNc919GNdyJ0zo9zme3Lw0zm9JwY4jhzamfRzRDWceZwO7N9mNmW0uhhc1ThKWq0QMKjZRi32arOzkicapUMKmRcpNkcXHZnG53lPbIU8R3rjeV87iGQRy9N7IvjpZk9/+VZevxMRiB2NwiW5eiJkymSST8K7C4/ipMpEsrNvNU20hNIsyaMB4ks+fgIRBcIZCJUM5nccSfdOMmxINWxkxLJ2SGsw0yuXN3OjFkgbgblQMKDC2EZpLfAqvN2qNOaC2H9ohKIK4RlwxorJOJlvfjJ/ihhApGmc7cmHbCCRNFGTyBxIQ+BgOE4v2Y9dVvXJ+TW+9rplEVyIJ3/397Z/7StbP/a5n7rRrx0s9uiolA2TXdFkkOzExVU6eRFJ5CGS+klpMBFUSgXqFSBkA6q+P9/uFprxu9O4hgnju3PI+1NSMYvk9rzsGbNjP838X/+7/vnz7em/0AQ2ygs4p+/+OfXf78I+UiblsWu6Pv4oIcje3sfguyvpQcUx8e2FMZJmxd5d36qRyutlpybPm2iEcj/fODgTq5W+1IsHpP9PNurfngJRHRuSvjtfyvKhjk0/O1bHi0wu6xCIACA2D3S9v99+GAmzP/z14cPs/tE2yECscFfkCV4FkMz/iel/C8IBICkE5lAYottGK8NDqD+XLEDgQwFAgEgxkAg4/Lp06dYpMejBgIBIPFAIGAyQCAAJB4IBEwGCASAxAOBgMkAgQCQeCAQMBkgEAASDwQCJgMEAkDigUDAZIBAAEg8EAiYDBAIAIkHAgGTAQIBIPFAIGAyQCAAJB4IBEwGCASAxAOBgMkAgQCQeCAQMBkgEAASDwQCJgMEAkDigUDAZIBAAEg8EAiYDBAIAIkHAgGTAQIBIPGMIxAAxgECASDhQCBgUkAgACQc/wIBIHwgEABiDAQCogQCASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQCogQCASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQC0iCQ12/eLPrdAcqiLMr6LAuBgJgIxO+17iWQxfn5+XmfdwrKoizK+i0LgYB4CMT3te4lkAXaeMHXfYKyKIuyvstCICAeAvF9rUMgKIuy0yoLgYAUCITDl9e+7hOURVmU9V0WAgEx6sJ6HTSJvriw4PM+QVmURVnfZSEQEJMkut9rHcN4AZgWEAiIEswDASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQCogQCASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQCogQCASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQCogQCASDGQCAgSiAQAGIMBAKiBAIBIMZAICBKIBAAYgwEAqIEAgEgxkAgIEogEABiDAQCoiTmAln94/NGVkkU2Y3Pf6yi5gmruc+6jQ8EAqIk1gLZ21ASysYeap68mo+qWxAgEBAlMRbIX+tKgln/CzVPXs2H1S0YEAiIkvgK5OuKkmhWvqLmyav54LoFBAIBURJbgXzlbvBsqVE50BLFQeWqJOr2dWjNL+5vb+YSxc3t/YWPmiv5td9q7Pi9lleG1S32Aum3Wq3WedRnAaZMXAXyF/8tWqpoiaRS4r9W/xpc84vbuURyezGi5o/5GNpD8Ds/uG7xF0ibqrgV9VmAKRNXgXBf+LWWWK6pfusDa/4wl1gehtf8nRpj3g2sW2AgEBAlMRXIXsL9oWnbVMO9ATVPsD+kQQbU/DHW/pAGCXUsFgQCoiSmAqGxnCUt0VAv1oZ3zS/mEs3F4Jrn1ZiT965bcCAQECXxFMgqZSMTmv/QqVDGeNWz5gnNf+jcDqy5Etv8h85vqkWYMwohEBAl8RTIH8kPQEQI8odXzRMegIgQxLPmsQ9ARAgS5v0GgYAoiadAPiuKcqUlnCtFUT571fx+LuHcD6j545oae9a86vYEIBAQJfEUCHWHJ7wHS9MqXt3lVPOE92DNzd0Oqnnse7BEH1aYSRAIZML0u92e57ubYxTPZDJdrw+Out1uvL+zpSkJ5PWbN4t+dzC6LHWSJ2z+oJsDSnd41Txh8wfd3NhrLq4HqrmaALzq9oT7AgKZMFVVbdve2FRV9aipql3jnd5Ju9puHfHrpqqeeO6n7vXBkaqqLX0n1WZdrderx/1MMgXi91r3Esji/Pz8vM87xUdZOmkt8VAtnd8DvTeXeKiWzuuB3lMTgFfdnnBfRC6QIw+B6O/FiPNeXw8Q2s0mKeO42Tz2I5CjY/EP2+z2+/2+1RNbPZ0tQyCbfZOeKZBz/vokVe8YJuYC8X2tewlkgTZe8HWf+CmbHoE4v4cUCkReD4kUyNPvi6gFstVsuQSy2fT+I3x26Vbp7OvHfP5SGW3xQ/zWrtfr9WqV/t91CET6w8SoPO+UOTYE0rIUbJsC4W+v2W63q3V64d09Fm+B+L7WIZCQgECs1wMEMosC2WrqfTCmQDYHduPMKif6P069P0Ag7IJqk/7vEEiPTNA771LDH1ggvBO5kFjL7NaKAVMSCIcvr33dJ37Kpkcgzu8hhQKR10MiBfL0+yJagZA/rH9Db0l/xMsgpARVZQM0z7ndr1erFAqYAjkmGRy36ZO+XSAnqto80tv9VsvahXXSZsRb8oPeyckJ+ap6cnLSNQTSt0jjPFbf3phdWK+DJtEXFxZ83id+yqZHIF41n0s89pqL6yGRAnn6fRGtQKjLX7Z9ukCEPxx5g9mG5NA+z3AQ0bIGDtSnJD2Sqav1zJaqNp05kBNVreoW8kyiH9W5rMUsUhG9VutEfnlUpn7c7fV6/RP6/vpJTKL7vdanMIwXAkk2g2quJgCvuj2BiLuwpEG6hkDOq7HzB7XtdQoiqDk/FhFIs9k0+6QMgfQ8BNJV1Tolvan+zSa1/g6BUHTRswmEOqyO9cBHRB6WHjA1TgFITOeBQCDJBgLxTdRJdGGQel/kks+PYuiPDD3JhH+KttvMgdgFoh55CeS8ScHDSXVg839MG/H2x/0+Z8fJHFW7QDJbx7pC6tX4xB8QyCwDgThrriaAhAlEN0iPBSJb3Xj5w4BOvuudROdup/O+qtZZIIQ+CssIHppVkTmxC+SczCEEom/EOfvzzFarZUuY91hgvXiNgYZAZhcIxFlzNQEkTSDSIE1qFZutOPuDc9tCGc1WqyXNIX9wRxQPwHIKJNMTY4BPuOV35UBorz27QLg8e0Mk0c+7EhKIfBmXqSAQyOwCgThrriaAxAlENwj9V4+xP0h+nM0we6MsAuFYgaKsPgmEUuvmTPTMed9o8FsnJ7YeqL6lC6zabvflWzR0q1uvi7Q95UScnGTiAQQyu0AgzpqrCSB5AtEz6ZKY+oMihboZIBhVsWRE2iTJY/dSJpmqDeskjh4l6FkuZt9WVVWPm6p6bORAIJDkCaTsXqvxdHt7x/leZ3u7YXtjp9OhLQ/K5YMd52eWvW9vb/NaXq4dzohAblwLNt7//Hk3sPjPnz/H22DwJwwEEiuB2AwST38ctQ1/0HqIEnNa4ZZRw2bPLZD6oLafvxghFEMgFMv0SVdtMWirldlsueln4gEE4k1JqWma1mg0yppWaTQ6mqYVFeVUfLhTKJUK3PYXnM8lKSnKtvhxte34bKdUzBVLvNmOoihlTWvkhq4pHKFAfiqXN3NzDz8l93Nzl4ry01Lg5v6eVpW/vb8nFyiKIpVw9/PiQsjEsYGVuxW9eFIEYm9BUicQi0Ha8coBS3jwMU9Dd8ECocFlPErgWFXbboE0TawCOeJsOWXQLQIhf7QztAP1+MhYysShj/NMXEicQMqNRoNa5U6jIf7+r8gXDYLDA+agYSAKl+ldekGhwQ43/rQe7o6mnSpK3iKQA3rSEz3R6sApkO3t7byi1La3Tz0Ewg85p80KhQLtgcw0/LFY4wiEGnS9Ub4Xjbv+8kb+1BHFbh5+XsgQ4f7+XsQPd/qGN1nlcm5ubkWeMv3i8AGtuM6i4cdb6QK5uRTlL7wEcvugH1DuPjkC+fEr5QIxDBJPf/CEetHTJGiakRQLpEs5C3pzU9TTIRBj0cRez5JE7zYt/pAC4UUT6UgiNjEE4vgLpJeJC4kTCP1xf61pWk2R7T09l6ksZEDkChXjaRuSAy5TIDfkFI48KIKoDBII7VmhxcVrToEYeyy6BdKgt2tF86hl4zBhCIQadPmgkDuzDL+kZpxOV4da95sL8c7lrVg8XTT1F4qS4xc/hRAMgVz4FAg9s4N3/NMtkAf+gAIbPtDdBASyu7y8/F2+2FXVH8vLy5Ybs/5r/+xsf5cLCH7tnx0ab3y3bLxcV38tLy/b3l9mdn9ZtjeQRVMsEGmQePqDWn213jJ6rWwCOWm3W5QhaWW61PKfqC2/XVjsCiMhIiMQOVSYvzDLYooQyCwKJHfgFoiiZK9cAtHyipIta9q1MIZWzrJHaJt8jVp9i0B2FCXb0LRGlor6F0hNKKpAp5XLSYF0RIdXWAIRDfZPsww9G1bZcAvkhlp6ZsVTICtKkSMFJqsoD+yDCyOwEce7vLws2gRyryi5u7mbB0XJ3jgFcm8GM7z1xQQE8kPTtF3585eq/tI0zWzufxzKr/WX8w3aRGz0g6wiiixr2qEQiHxfL62duRVyqKVeIGyQePrDkjWXy5JYBSKhRr9F/+tu+hXIedO6MLsUyFFVZloyvfa5TSDHMvHSgkBmRSDcOlsEki+UqOlWOlIg+RIjWnIqXJRt/qnYhymdXK1WywqBXMkgpUZP1XXlQDrX17T3kqLUarbPciLYqChKzsiB0LvFEAVCqpib4yqKd1eU3AoHJhcXFxckjcuLiwthAyV38fMiS4/HdQvkztr2U8t/KzaxPMuKjycUdHl5KQUi45G5Iv3qEMiKolzcUhTCEipKU4UrEHVf07Q6N/5nUgVGY0+/uIQhWbYI5Lv8fbBAtEOnQX6IEukWSKZfj6k/fAnExFsgbTOBYbT+fUsRIweyaX3ollUgeqzSg0BmRiC5sk0gBZmKKEqBUDlJjeIV0gh3KdXETzMCkZBAOopSPNC0g6KiNJwC2eGi+QoJhLB8VhTe6ihK7vR0WxdISUQ8IQmE+7C420qUuSNjcPygRya3hhO4L+mOPnILxNrDdJszUhpOgYgIREIbPIgAg2KWW4dA7jkqoT1f+ujDCioQaux31boMM6wC+U7t/+7377/oJ7X2dXqxLN/4ZQrkTMjHUyD737//WNaFY2HZ/VYKBZKJT6vnRyC0HJbO+WiBVNsmR+M/kbAuVm4k6Gzi81UmWSB5VoZDINy2d1wC4c2MmCFHYYI1B5ItFotSIJQnKRYKRe4hswuknKP+KRKMWyAFRcl3yp280eKyQK6NkV1PF8iKaLEvlOyKLPNTUR5ko24TyKWiZM1ht26BXJqmuKcq0S/UhXV355EDkV8NfXSbVZSNnxc5j6y7NAd5RPrk5wQEIpr9XekAq0B29b4r8sS+/HBXF8SZIZBlfRsvgSzbPjA5dL+VRoEkCLGisIEPgQws7lsgVnqZuJBkgWznlGzFJRDZW+UQCHmlqFB5EZ1wL5V3Er0jEwrZjjOJfkq/HdQUpePOgVS4Z8mCGPU1bBzWmAK5FP1CWYVa8Dm9K4la+hu7QMgYlhSESyA3WUqN8EgtUkOOteErif6g9/jdOjeQv93Kc6DTnYRAqLWnmOKHUyCHUipGN9e+0eiTW75LgcgEyDCBUBH7QbkzzHcfFgQSA/jRgyY2Ixx1u10yDASSeIFwE95wCIRelIRAsjmCZ/TJpDqXoGbdKCqwCkSrUCYlVyLX2AVyzWoqKErDYxhvRQQf+Z1yudzRBVKWqgpDIEUeO3WvKNSMy/eynHx4sAuEOrke7AIxkz2W1v3CGKjlLRCBVSBzd5dZyq7cuDYoit9u9JJ6wiZkgXAEIUIMm0BE35bx7g9VNXuiZMqdf5jvDhTIrhlukHocjO7KgkCSQL/bHfOxs/1+35r9MGXkfjdOJFkghXJWUSodh0C0LDfa5igsIRCRtuBWnYKWYQKhhr+slXcapxW7QGiAVqlEA7q8JhJqO9eFa5HxqNRqNT7sgUjIhCKQ3B215hdKVkYHZIxLM+1gCoRSIPdDBML7keWKekF/AuGhW3M3d/cPN/YNctJZ+qH1ICdsgXBqQ4YDDoH8svqibhpFfqYn1feHC0TvAhP7MjPrzKGP+SAQCEgQSRZIiQOEHadAzAjEKhDKX1BanDiVo2sPCjrbhkCu8vl8vsgDcRXltOA1WTB75TkTndY9sSAOmxXZljAEotDYppusckERhmzzH4z0dQCBzF1aFiN5uLiwpr1vL3TuDYH8vLy83NC/mju7QGQcdKMfekXkQkIXCPdQyQjBIhAZZZi+sIQk0iXGqKzBXViH+/tnpp/4Qzqcwb7XHBEIBCSYpQQLpMZWcEYgZI6C+LFdJsR2NEFDDwdEV5STxulpRUwINLh2DuPdKdRqNFPxulTquAQiDqFTDl0gNz8VhbqxpEDkQKlLvc22dWFZ2nZOidwSlw6B0NT0mxueu34vTDGAh4eHGzkBRZK9H96FNSmB/LA4IEgEYuTDdwcP47WFGa7hwRAISBFLiRYIhQQFh0BORQFHEr1Cszz0t/QuLLJG0UpD03by+TwN7C1uN3aco7D0U2icbl83OjuNxs4ogYTZhaXccL/SCgvCktHWU+a2JPrlkCS6KZBLRbmlscD8kXPY1E/bV3NHCZDLy0sagvVw75VEp33e6ecwqS4sGoWr58tH5UD2XTkQbVmfi8j5DePj76ZAzqxT2U1l+U+jQyAgQSwlWyAHOR5XaxFImQYWVVwCKVGegyeDWJLoUjcmeg5kW899uwVyUNCHW2U5zW79qKxjTCQsi/RKSALhyRo/dYHIdan4VGwC4U9Ef9Stl0DMIVLU7IscyoV77rg14DBzIEZBu0B+iqz5A899Z0UUJyGQXzTNTw8SrKOwDKtwH5f4IXu65MhdEsGZ8Zu5Mb2oW5LoTuhwEAhIKUvJFggvTmIRyEGD/EFtvl0gtFVDH+FLv+ljo05pvJUgN1gg5VKuJmxxwGOtcsUcjfXN0Xs7+VxhYAQS5jBe5UbOGhcCIS9w3vrenCdumUhIg3NvfmbvvIbxGq27dNAld0EJqdxeikFWvL8VmQfJDhaILE/nd2cEIhMbxntG8QOlL+rD5oEsD54Hwr/uW7Mm+1I9gwSyO14PFgQCksRSwgVCE8YNgWRFcFAs29fC6nBp6kqqyZkgciKhEIgeIuQHC4SS5+KNK8qhUxRz0CmKOIaMcjpIINf2yShPFchNlv7OFwJ5MHqssqLVNgUiBuiubNCQ21uPiYQb+tSRS0WhWYKXYiWrO31TYQh94RKx1NYggVB5+kn5lZ/GDMYJTSQU0YLeX8WTOn4Q3+0z0dkqZ46p6fpaWLvyJ33+6/v3XV0NgwRC5c7ofz7nEkIgIEEsJVwgPI/QvphiXp8saAqkIzeinyVzKRPfAiE1ZPmNazOpURKfkcGMwrWOgRb6Uib8BA/KRXCZS2sckbMLRF92nVc0GbKUiZ4DuWPzrtxKIRTHEAgdaUMuiUIYc1ImsZSJbOSpl+q7Nb+97H8tLKO3y9yAwy1zT6wAACAASURBVJlBApFrZ+nagUBAqlhKukC4ATcEkisWRMttF0heJj84XNixrjBCXVg1wZAurIo8iDh8vnB9erqtrydPy/YKBxVomV4DXhPYDHXCEQjDAtHjDmmOO5tA5uZ4jrmyoo+MsgvEiA8uaRyXWKGdfz7MzZFLskYXFqXNLy8vhwiEynPag8Z4KTk5gbEohxaHKxA5p1xv1G0CcQ7THbgar7Gmr943dSjEMEAgu/LzH4cYhQXSx1LSBBIKcjn3MZLo17oJTi0rp4vcx0FNlrF3YRXs2fonCmR8bu/uXI+h1ZHLues5kI2sUry9Lcrup59yErnfJPqFnu64NQ44oeXc6XkdqvlID3oeiICdUd/dPzy0DqKq/6I3lp3PA+Gt2QnLZ5q5gb4bB2f65I/v+/76sCAQkCCWIBAvjCc9NfJW9Gec75yeduwCqRlp9/J2rZhTssW8eOgtT1EUeY5r276uQ32gVLjoPUwXIsD4+UB58BtaCJ4zJKLxf7i0orvh7uHhziaQm6JbFiN6sGL0RMLvlrDD81lTLiAQkCCWIBAvdoaGBi5o6ZLOoF0VeVV5L/RFG2dOIEOeOXt7aV3JdzRe5RP3SNtxgEBAgliCQDwpDW3anRQHP1lwR1Fyg9zSyA1JoUcpEOqm8s5R3GSV7JAp6f7K3+WGByAQiH8gEBAlEIg3lWEtu4tCfpAjNC3vnE9o4WDwZtEK5GZgA39xObztd5W/8IpXRuwDAvENBAKiBAKZXSIUSMRAIL6BQECUQCCzCwTirLmaACAQkCCWIJCZBQJx1lxNABAISBBLEMjMAoE4a64mAAgEJIglCGRmgUCcNVcTAAQCEsRSLAWSNZ9Em1xo8ZUVr5oPWwQkEdwMqrmaALzq9gQgEBAl8RTIhnimR7Kh1bo2vGo+zjy+WHI7qOa/1djz26tuTwACAVEST4F8VhSFFyNMMrSO8Gevmo8zkS+W3A+q+Zoae9a86vYEIBCQBoG8fvNm0e8ORpelu2bwg5gSQsnrX4ZqPnQdwiRwYa+5uB7+UJTHvBp78l51e8J9AYGAmAjE77XuJZDF+fn5eZ93io+yq0ry+7DoKe3Kfxc9aj7WWlQx5JZqvuq8HvjfPPZ9WL+VR4+6PeG+gEBAPATi+1r3EsgCbbzg6z7xVXYj+SEIPU9kw/09bCQ/BLmwpwn062EjCSFI3rtuwe+L4AI5//Dpy0sAmC+fPpxPViC+r/VpCGSPTnvww2ATAD0lV/ni/h645vKxTMmEnzOy574eqOaP79RY844CkL0ZEMiHV+uWB9cAoCjZ9VcfZlUgHL689nWf+Cu7nnCDsD/Wvb6H9YQbhP2x7nU9rCvKY7wN8m5g3QLfF0EEcvSJLyIAnKx/OpqUQHxf655J9MWFBZ/3ib+yf63QiQ9Z6DbWVKj/Sln5r9f3IGruucZtAril/itl5S+v64Fr/piPbR7kd57iD++6Bb4vAgjkb+oGBcCTjb8nJBDf1/oUhvE+f/78K0fg2dJVJWEzCg8qVzT+SlGyX4fW/OL+NmEzCm9u7y+yo2r++PiYX4uhQ36vUfpjcN2CMrZA/vPRu+EAQPDxP5MRiF+mI5DnX/kv8eSyMrClSXvNHx+VBNZtSgJZNS+eXP4dAJJ8zrgwNlbTIJDnfyW6I/ezracDNU9GzYfVbSoC+VtPnefXfjwDwMIPGSQrSvbvNAjk+fO9xHbmblhG6qDmSan5qLpNXiC6P/K/rS0HAILf+XENEmuBPH+++sfnjYQNR8xufP7DnGmGmiej5j7rNmGBrIrvLQd9gAH8Fj1Z2dV0CASAdDOOQP4j8h95dF6Bgfwo8kWy4TOTDoEAkBKB8Pirx/zgxgOAZ89EN9ZbCASAxDOGQP7mhqEYdfsEZp0iXyj+0iAQCACpEMgRDz/Iof8KjOA750E2fM1Jh0AASIVAPvHflcifg5HQU88U5RMEAkDC8S8QmkKDBAjwnQZZh0AASDi+BfIBAQgYLwTxszYvBAJAGgTyCgEIGC8EeQWBAJBsfAuEF4FZ89+EgDSz5rcPCwIBIAUCOedJ6BiCBXzxnaej+3hGIQQCQAoEwimQnL/WA4CczyQIBAJACgRCg3iRAgFjJUF8DOSFQABIgUC+ULl3vtsPkHLe0fXyBQIBINH4FchLCASMK5CXEAgAicavQPhGxyAsMM4wLL/XFQQCQDyBQMAkgEAASAEQCJgEEAgAKQACeQL7h4dnrjeXDw8Pvz1LO2sQCADJBwIZh2+aATniTNMOXWWW5YfpZg0CASD5QCBPF8i3fZNlCISBQABIARDIOHw7ZEyNsEB2Lb/vQyAMBAJACoBAAnA4WCBnEAgDgQCQAiCQ8SFhnFF/1aHswtI5RASiA4EAkAIgkLEhT4jcuTOJDoEYQCAApAAIZFx2qQNrd3d5eXnZMIkEAjGAQABIARDIWHwjaWjaMgUfRg7EAEl0AwgEgBQAgYwbfFD88cwpEJo9yAIRw3j39/efpZs1CASA5AOBjD0NZJ/iC06amzkQsgZ/LASCIGQNAgEg+UAg47CvnS1bzLB/drbvEMguBMJAIACkAAhkHL49e8bZc5Ndi0BoeO83frm8K99PLWsQCADJBwIZEz354ciBkECoYwtrYaVSIP+s7r18AcDM8XJv9Z9JXvkQSJgC0V9CIGspEsjqn+tZqgYAs0h2/c/ViV38EMiY7FowZ6Lvy7kh+/u7EMgsCuT1mzeLfncwVtmFLxsRtw8AjGT9y+bTr3WvshDImFhzIEIgMmuur6YIgUxIIH6vdS+BLM7Pz8/7vFPGKgt9gHiwsTeR+wICGZN9VxeWdS1FCGRiAvF9rXsJZIE2XvB1n4xT9v3HiFsFAHzz8f0E7gsI5MkC+XamPwtkefebGIUFgayFLhDf1/r0BPJ1JeImAYAx2HClQiCQqbOvaYfG8rvfaNiVAwhkBgXC4ctrX/eJ/7J7SJ2DWJHdC/2+gEACRCCWJxDytHQbEMgEu7BeB02iLy4s+LxPfJeFP0D8DfLU+wICeVoXFq2LZQcCmVAS3e+1PqVhvF/hDxA7smEP6IVAxgQCieUw3tB5j/wHiCEb7kz6k4BAxsSa//DMgXxbXl6O5MxmirWkCwTjr0As+RjufQCBgEmQdIHsRdwMABAQr/kgwYFAwCRIuEA2MX8QxJQN7znpAYFAwCRIuEC+RNwIABCYL2HeCRAImAQJF8h6xG0AAIFZD/NOgEDAJEi2QFYjbgIAeAJhDuWFQMAkSLZA/oy4BQDgCfwZ4q0AgYBJkGyBoAcLxJgw+7AgEDAJEi2QfzAJHcSTR/pfNsRnFEIgPvl2eHh4eDakwC4VWHY+OeSb7eP9Z2lhLckCQQoExJoQkyAQiE++0boldoHY56Hzc6X2nYueGEbhp4ZAIIkQCGYRglgT4lxCCMSLMwoXzMBj30Mgy/xw9ENzNV4IJDUCeRnx/Q/Ak3gZ3r0AgZj9Td94HStaHZGXSeT3DW/YBfLt0HwE4bgCsR8qoawlWSAvIr7/AXgSL8K7FyAQs7XfZUuc+RCI7Sm2h2fMoWEIjk3s7FsEQh9/498THJCsJVkgfNMAEFdCvOEgkAAC4deeQCASCASAWQUCmYZARGDhJRDunDpc/vbtm/PpINxjBYE8g0AAmFkgkGkIxMQQCD8NXX4ssucOg7AS9g9dQCADgEAAmDYQSEQCEV1b/FI2/iIwIa+4kuh2IBBPIBAApg0EEqlAdq3Dqyh3ziN+HQL5Jsb5nulTCSEQTyAQAKYNBDK1JPruoAhEF4iRGrELxNK1JUpCIJ5AIABMGwgkolFYGk8wtObT2QuH+/v7+xxw6EqwpUbE7A8IxAsIBIBpA4FEO4zXdIVlQqHpCn2eyKGcHKLRhEEIxBMIBIBpA4FMbSa6vQvLGnZoh/vLzlG8esfWmfGaS5AoMBPdEwgEgGkDgUyYQUl0fSa6SxyOCMRSllWDtbAGAYEAMG0gkIgFYpsruLzL7HsLRB+lBYF4AoEAMG0gkKgF8mxZT34Yy/FaR2Hxh7vGu7QZBOIJBALAtIFAJoxjHrmHQCiVsb+/bz4wyiYQfq2dyaFZjiR6Klgb57qCQACYIhDITDxQasgTCc+GDONNBWvjXFcQCABTBAKJgGXPYVPfvnECxPZsQkeaXVgDAvEEAgFg2kAgk+ebJ/Yyu/vmNBDLswmtnxlvQyCeQCAATBsIZPJ4jtK1dWF9cy7bfubwi804EEjKBZLL5XIDP8g+pTkI60Tiz2Mxn88XR9dz2l/5rAGBzIBAvJ4qJXxhDVl2d3eXl/fPDiGQ9Aqk0el0csqBpmmeDdqOpmkFZRoUGo1GPq9p2o6SULY1TWuIl0W64QYYpKJpWklJLxDIDAhE77laXiZFiL6sQ9fzbg21QCCpFUiZWzJdIIVCoaD/kRyeQAplF+5CDU3TalMXSC6fz+ejFEht20YWAoFAJs+ZE4dAeKTuodlFJVbFWh70wFsIJFUCqRUMcg6BUONV40JZalnzeS+B0Ps2yzjJlQqFQs38A7vguuIOxPsWfAiEG3sbRXEy4rVxPOoqyuu/8WdZ+aaJtVHvOPcsOpDkFornbnWy+VKhUDIKuU5PfuM7BH3VZX5VMAVCJ2AhB4FEIJCXVO7ds/TiHMbLw6yso7JMQ3iFLmkTyDu6Xl6mViBX5j99fqBAuIkT2AXCThkWJuQ7crtGcbhAstZ3RgvksebazamIoCSVbdG8055kLUSNtKKinLoaaobOtaDQYS3weWflnou2r83esueuZaGyOLStRpp2pZcrOc77GgKZKYF8oXIQiC+B6EOzDg/Pzvb3l8UY3zQK5AsEEkAguWvx3mCBWGxxUDLf6pR0CgEFoowSiKaVa2MKJCe+BC+B6Efbtn1ttpY9b7VXMZhAShSR8ElybAKBRCGQT1Qu/yy9OAUiHgRiGmTXXL7Ek5QJJE/Xy6fZEcjrN28W/e5gZFl/Ajkol4MIpMZNnf9WXvTtFMzOf7lnIRBKhrBoKCkShkC0g/x4AqFdlhVPgeia3RkokCJ9a6ZBcoMFkrcnOrZrjiR6wforBBLafeFXIB8owM09Sy+umegyzqAYQ1+yRCTRvUmZQHJ0XX0IVSB+r3UvgSzOz8/P+7xTRpf1J5CS6L0ZLBAeTZrL2XMg/Af7cIFwB1f5uiDa384wgTAVXTOjBZKvMNxsi5fbUiCVSkWKpDNUIGWxWaVSkeNkKZ66kgI5MD7kYMKwQ3GQQPg4WqXREFbd1gVi7OfaevbZ0mlnp3NV4ouPBXJ1elqz7Lomh6LRgSGQUO4LvwI558vhx7PU4hKIR67cklNPuUC+09WSPQ9TIL6vdS+BLNDGC77uEx9lQxKIZxKdBcIpjkGtfF7/Y1zGCzlDIEWdmk0gZf8CsSrKyEyU9aMUReqlOEwgrnZZ/rWfN2Xn7nXaHiCQ3IHxKScyKlIgZt2sGLFbuWSJ78S+RbqlYTgJAgnpvvArkMx62oZhjVwLa+REwhQLZI2ulvVMmALxfa3HRiCeXVg5TdvhuRoDW/mSuQE36Plho7AIo7F/qkCUHL8sjSMQrmTRUyC8E10Mxtdm3YMIWyxHyQ4RiLX7reQUiPx+ahBIVAJ5lfIkiNdiit8sS5mcWRbm9SJdAsnT1fJqdgTC4ctrX/eJj7ITFUi5IBvOgRGIOZPkyo9AOKYpiQb4iQIRxiqMI5CS9INbINyDdZDjrfNDBCJPhLv7hkUgdNKVQqlAP8vy261UKgVrLqVSVLY7nQ66sEK7L3wLhJIgivL7WWrhRRPdb/Nkc9daih7leM3FZ+ngt+IzBTJuF9broEn0xYUFn/eJj7IBBCJS2T4EkqUyQwVigfZ1kB0hEN7ZdjgC2RlbIPRNXHsKhCOpjuib2h7QhcWnXC5YpoYMFAiX5dSK6LKzJtGLdIod+l+ZVYUkemj3hW+BiD6sFIcgwD95vz1Y4yTR/V7rszKM1yYQgY8kOuNTIAVzHFKu6MLWUDdCEUje1g/kKZCdhiRvblzTNy3rH9K+eR9ygkhlaBJd03au9UmTIomu7+fUIZCcOWjAIpAC14AzQ5p2lYdAIhjGKwfypjkEAeMFID4G8SZ6HsgQgZSK+VqtsN3YIXGMFEjRNTlbwA1ieeiEdaMRPsiWCty54xRI9rqyo5tgmEBKtVrplDuCyllfw3hrZk2MoMogryfIi3L3+QHDePW8uKYdXInJh7b96MkT/TR2SvkanVs5awqkJPZR0MO0BgQSiUCONqho7rvvZgSklO/c3m0cQSCmQLaNeQgVxyyLUQKpcd/+NrewuauccxATj0zVBpAzB8uWBiTRqQfpoDhaICbU3eRbIDzBUfESCJ8+ncip2YflnkiY6zgmTQ4WiFcSnceO8RfA430LB6KyEEgEAsn8TUUfi1E3T2DWKfJF+reviyotArEn0Q06IwViNLzlzlXnwDkzTmw4VCDyw50BAmFXlMYQCM828S2Qji4Hl0DEGCy94a8MWspEyW+b31htmECUkn6iB/St2JYy0Sfs5xv8jUEgUQgk85EPjjQIGIrojXjr75pKs0AOKo3RXViOueGGQMR6J2K7YQKhkbflKzP17RSITQWjBcJt8zCBXOlLN4oOJ6o1XxAi1WGuMCmneNDCK7pSvAVCLihdiXMw5oHo+3Gsm1Vo7FQqDZFzt+RAOnIFL36b36hUKq5+uxQRkUD+Q51Yj49F9GKBgXwX7c7GfyCQXM5LILVSqVSrWZa2HSmQyo65oIec3p0V2WX972pzxV0qeW38JrMVp7y/kqdAaLEpSyp6oEA6HWMWoVMg5cGjsMwZjc5RWK61q/SvzTs0yIoVEfPDJhI6trAOJGBypcL16en1dmlk2ijpRCSQzCpfvo85ZNLBAH6LZjHrZwhvwgVi9NbYBSKHTJl/E48QCI9Ykv04YiVDPTNw4PFHtD7oSYcb9aI4n4LnRMJcLe9zFBYfVKyXYslbyNHIWU+BmM/ncArEktvQgwu3QDqW85B9bcMEcr3jxPLYwdKO5WDTeYDXzBKVQDJ/y3+QPBQCPPgt26Lsv/xeUakUCEcFPgViPoKjVKhlrWOTbP7gx4O4BcIt8LWcQl7uPG0Yr0hjmPMWDyzRCLX/HgIx6+YQiLnkl/k9uQVyZfEU17k2VCD6oF8T49uTIZsBrcmbXiITiG6QRyW/ho4sYOP7mv6nrH9/QCCKst1oNGrjzAMRS5yLKXE6DdnSOgSyrbeV+QNN4wGuT5kH0jAkIKKOcqGYq4lQYlsXSEFMbhHPIzcm97kEwj1YZdnTtqP3YQmBmDsQ/VyUwSgKARSlQIyDZH0KhM/toHN1ekpDEVyrqqSM6ASSWeXBvKQQJZd/924NgLW1tXfvLHMVNvz2XyVXIJaH82VHCcSDoQIR6WeTbatA6PnrVrM0xFM0aJ1dP08kHLGYIh+P/eRYur1MH7uXcycByEfrOgSih0aKEc+U7d5l9Yq1tzStLKvccS3nbq5ALL+Ejr6eO48y0C9KNtlp1nq8aT1ldxaJUCCZ/7yNuvZgtnnrM3+eZIHYCFkglhVQ3AJxkjs12tAQFlM8NbIVPH/exEsqOfHOlZdARA9WzfmbUyCOMWj0KJJRAim4Z6brR7fXD8N4oxFIJvO3DEIAcLPhb/4HBDIdgdh4+mq8HAlwG52z9BfJ3L5bIJb5FnaBGDGHPR5xCcSc26EfJphA+DszlEH9ea6hy2kiWoFkjj7xulgAOFn/5Gv+OQTiJBuCQBwUwheIWPmQ+6tofJho3Hf0tQ5dArGuZ2gXSMf2NEHDJ26BKDl9HqE8zCiBmA+0sgpEHHDnulAqFbb5tf68q1QSsUBobd5X62n+BwAeZNdfjZH8gECGCGR8whWIX4r52oB1ugwvhHCoXL429DB+kuiWRbU09xCEtBG9QOgZhR8+fXn5CoBXr169/PLpg4/nD6ZTINenp6fZGRDIY+H09LQYpkB8nJTtmbNTON4AgSg5sRKkRCzMmFpmQiAAPJ00CERA89pke1YruHhqk+CxywFtZHFnZ8fsPJoozlmNk6a07cTq5VzpurNTqex0rsVD01MMBAISwlJqBGLj0UEIjcIEdvlUxChmMHNAICAhLKVTIABECAQCEsJSyNczBALAKCAQkBCWQr6eIRAARgGBgISwFPL1DIEAMAoIBCSEpZCvZwgEgFFAICAhLIV8PUMgAIwCAgEJYSnk6xkCAWAUEAhICEshX88QCACjgEBAQlgK+XqGQAAYBQQCEsJSyNczBALAKCAQkBCWQr6eIRAARgGBgISwFPL1DIEAMAoIBCSEpZCvZwgEgFFAICAhLIV8PUMgAIwCAgEJYSmOAnkRdQMAwFN4Ed69AIGAKImlQF5G3QAA8BRehncvQCAgSmIpkL2oGwAAnsJeePcCBAKiJJYCWY26AQDgKayGdy9AICBKYimQf/CcVhBjslvh3QsQCIiSWArk+XrUTQAAwVkP8VaAQECUxFMgf0bdBAAQnD9DvBUgEJAGgbx+82bR7w5Gl0USBCQjBfLk+wICATERiN9r3Usgi/Pz8/M+7xQ/ZdGHBZLQg/X0+wICAfEQiO9r3UsgC7Txgq/7xFfZL1E3AgAE5UuY9wUEAuIhEN/X+jQEsrkRdSsAwLg88v83NsO8LyAQkAKBcPjy2td94q8s5hKCBMwifPp9EWOBbEZ9AmDqXVivgybRFxcWfN4nPst+jLodACAIb8O9L2IskHZEx+222yfi1XGz2aWfvXb7ODMTHLfb/UxCk+h+r/UpDON9/vz5e3RigRiy8U+490F8BdJXt6Z3rGODfuZEVduZTLfVajVVtd1qtXpdVW1ai/e63Yk145vmqRwfH7f0E+z3z+lnVVX1t+JBPOeBEKuYjg5iRzbEVUxiLpBjV1N5Ym9X+VchmSNLW5vJZM5b7Wq13dq0byTDCi9aqkFLCqRqvnXiFEhbVcXOWtbGvmv82uLGnn47ohdb/OGWteRgeuZxVT4Rpq6qPfpZhUCmJZDnezAIiBnZr2HfBfEVSFOtut7RqRotrWjIjyxtbSbTrYtS9a5tI5sD7LTqdd6mXq8bAqkbuARSV1URgbStjf2JKZ16S37IJunzhxYzDOuc6zUN6hBIlAKxGkSMbwFgBnmcoD/iKxBqdTeHCeTEeOUQCG0p6fsUCFHVdyYEkslsttrV9nH3KJNxCKSvqvXMUIFwMx9MIBb0E4FAohHI81XkQUCM2Ai7/yrOAjkWrbCVpqrWTxj6QJphyyUQasbb3S6131Uu1jQ3GsxRXVXr59I+bUsc09xigWxucneUvWHv0n7r8gh9PnKrdUI/6kdeAqmKM+n6/grkcc5VVeWNqhDIFAXy/D3GYoHY8Dbk/Hm8BUJ+cPRhkQuMX6hVrup9WDaBUINOP6scKDRdu7F0Eh070iAnpkBIKMetVlVVj0kgIpwROFpx8wjiiJkjOq++l0AcY7la5pl4aeHY2IC25RJVCGSaAnn+fA9BCIgFGyE+RSrOAumbfU5G31PPQyAUofTrsu12CqROW5xvbm56CsSrL2lL5EC6vePjKr9/rqr1LfZK2yEQUos8I2+B8Ll1/QjE1uXlwrRFVzdlVVVP+n0jFpp94i6Q55tfsC4WmHnWv1jmn6daIJlzW2KBWl29vSSBdBndJlS059WFVW+3es6NNocIhLRVpXb/eFPvoaJ9Ux5b7VL7XW+19FHFzpS6WyADI5C2OJMjfwJpyn4rYSQ+RpULW/U148ReIJQK+XMdA7LAzJJd/3MCyY/YCoTGRFn0wUOpBGZsIhrlY+Mvc3sSXU9enBzZNtJ3dLRpwO17JrNJbX29d07Nc1UXyNEJb1rtOpVh9ix5CETtdlu8t/MhSfRz95lIp4hYx0pVxjxCG1UIZPoCoWcUru69fPEnADPGi5d7q5NIfcRaIJmeOZypahmJZRWI6CWilpVbWFt3lLF5c8tLIB5Q6NAXwY8+kVC+fdLrd1t2gZiBgZdAJCcZHwJx4y2QE1WVFa3y1MbB288cCREIAOkklgIRaWjuvnKOwqoy4nWvx6roOQXCI3BF+GDdSM9hbLUN9LmFW/W26KDqt+Qgq76YhyHVYxXIptMAXgKhHXsIpCnORO/C6ppnIpXUO3HSEiEVjQk7QRKdgEAAmBbxFIgRN9hmTFiS6Ja5HtSuWgVy3uv1jvRhuJs+k+i0wVG/dXJ8fNLqUdfWllmo3rQJpOXcoV0gbc6d0P7oBWupGzCJrteVow+a9nJMYsUorFD3BgBImkCMNr5+7i0Q6sHSadoFQq1y1xin5XcUFo2pNXqNKMfAf/23Wt3+JqXYm+Y+2k4POJPo+gwWYyaLeOEhkBMPgdCUD1ehei9zRKfXgkAgEACmRzwFwo3msRgC5SUQak3r3PVDzWrPJhDuKurLXLpXBHLeMug7ooFmtUk75FHAmZajJ8k8i/5QgWyKKYkceNRbm1usiS0vgfTMM+kNFEivLgYSbNLaLlUIBAIBYGrEUyC0rEiPx9a2PQVCbXPbaPdPWCASMR9cFWtbiRyIGakMoamqxxzubPHcQXtK3LJxj2eZDx3Gy71N9h20BwY+TlwCyXRJhzwsbBMCgUAAmCKxFMiWnPxx3rY11qZAzHVOKFfRtAukZziDIgm/AjEWSDRGYVmWU7Rs7EqBuAVyTiHIViazZXaKnT9BIFaqEAgEAsDUiKVAWsbkD/OVVSA8L0KO7+VxWDaBZM6PueWuH1MRvwJp0wYtOYvD0Uhbk+jGUu5DJhKeSEmci6kkzRZZcAyBVE0cUz6qEAgEAsDUiKVATsxHSfWCtZdb/f6Yj6MywwVVbR8NFIhzHRMfJzLeo3lJIBYcD66qQiAQCABTI5YCiYSjVpVmftSb7ofGWgTSH7ks/BM5t4QfiEC8gEAAmBYQyFice07yPjIWPaGBU1E+lPzcsqp8LIBAAIgxEAiIEggEgBgDgYAogUAAiDEQCIgSCASAGPOCs7zUIAAABKhJREFUbuBXkbYhIMW8ouvvRaiXNAQCwLR4STfwn1E3IyCt/Juuv5ehXtIQCADT4gvdwG+jbkZAWnlL19+XUC9pCASAafGVbuD1qJsRkFbW6fr7GuolDYEAMC3e80Nz4zV3ACSGc36Y+PtQL2kIBICpsUJ38GrUDQlIJ6t09a2Ee0VDIABMDe6ExjheEN0grLfhXtEQCADTzaJvRNN8gLSzEX4OHQIBYHq8517of0XdkoA08i/OwIWbAoFAAJgiH+km/hh1UwLSyGe+9kK+oCEQAKbHHt3ESKODiAIQZS/kCxoCAWB6bHI/9DpG8oIpc85X3sZmyBc0BALAtNPoWA8LRDIEK/QABAIBYKrwbGDk0cF0+Zsvu8+hX84QCADTZJUHYq18mHIDAlLNB57Cml2djkBev3mz6HcHKIuyKDtOWV7THQYBU/eH8kf417qXQBbn5+fnfR4JZVEWZccry0N5lRX0YoEp8bfwx+cJXOteAlmgjRf8HQhlURZlxyv7j0iDKK8wFgtMgXORP1fWJ3GtQyAoi7JTLvueR1QqygaCEDBx/qVfbf+dlkA4fHnt70Aoi7IoO27Z9zIGUT5CIWCi/Ivnn1P88X4i17pnEn1xYcHncVAWZVF2/LL/iDwI/V24tHo+2SYEpJXz1Vcy+lCUj/9M5lrHMF4AIuAFj+Zlsutv//3qJQAh8urfb9ctl9iLSV3HEAgAUbCq9y0AMGE+hz//QwcCASAa9oz+BQAmx0bo65dYgEAAiIjNvY9mLwMAEyD7cS/s9RNtQCAARMf7L2/FJC8AQmfl7ZeQnx/lAgIBIFref/3y8sWfAITIi5dfvk5aHgQEAgAAIBAQCAAAgEBAIAAAAAIBgQAAAAgEBAIAACAQEAgAAIBAQCAAAAACAYEAAAAIBAQCAAAgEBAIAACAQEAgAAAAAgGBAAAACAQEAgAAIBAQCAAAgEBAIAAAAAIBgQAAAAgEBAIAACAQEAgAAIBAQCAAAAACAYEAAAAIBAQCAAAgEBAIAACAQEAgAAAAAgGBAAAACAQEAgAAIBAQCAAAgEBAIAAAAAIBgQAAAAgEBAIAACAQEAgAAIBAQCAAAAACAYEAAAAITyCv37xZ9LsDlEVZlEVZlE1nWS+BLM7Pz8/7PBLKoizKoizKprSsl0AWaOMFfwdCWZRFWZRF2ZSWhUBQFmVRFmVRNjSBcPjy2sfGKIuyKIuyKJvesp5J9MWFBZ/HQVmURVmURdm0lsUwXgAAAIGAQAAAAAQCAgEAABAICAQAAEAgIBAAAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAAQCAgEAABAICAQAAEAgIBAAAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAAQCAgEAABAICAQAAEAgIBAAAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAIQnkNdv3iz63QHKoizKoizKPk9l2f8PQ2f92bQD9ZUAAAAASUVORK5CYII=&quot; alt=&quot;VLOOKUP 4 인수 + INDEX&amp;middot;MATCH 콤보 + XLOOKUP&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;VLOOKUP 4 인수 -- 세로 검색의 왕&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;VLOOKUP&lt;/b&gt; = &lt;i&gt;Vertical Lookup&lt;/i&gt; (세로 검색). 세로로 정렬된 표에서 &lt;i&gt;키 값&lt;/i&gt;에 해당하는 &lt;i&gt;N번째 열&lt;/i&gt; 값을 가져옴. &lt;b&gt;인수 4개의 순서와 의미&lt;/b&gt;가 매년 시험 단골.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;VLOOKUP 4 인수 분해도 + 검색 흐름&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;VLOOKUP 형식&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=VLOOKUP(찾을값, 표범위, 열번호, 일치옵션)
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;찾을값 (lookup_value)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;검색할 &lt;i&gt;키 값&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;D2&lt;/code&gt; (사번)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;표범위 (table_array)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;검색 &lt;i&gt;표&lt;/i&gt; (1열이 키)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;A1:C10&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;열번호 (col_index)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;몇 번째 열&lt;/i&gt; 값 가져올지&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;2&lt;/code&gt; (이름), &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;3&lt;/code&gt; (부서)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;일치옵션 (range_lookup)&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;TRUE(근사) / FALSE(정확)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FALSE&lt;/code&gt; 권장&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;검색 예시&lt;/b&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;1&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A (사번)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;101&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B (이름)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;김철수&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C (부서)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;영업&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;2&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A (사번)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;102&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B (이름)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;박영희&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C (부서)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;인사&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;3&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A (사번)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;103&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B (이름)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;이민준&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C (부서)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;IT&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=VLOOKUP(102, A1:C3, 2, FALSE)&lt;/code&gt; &amp;rarr; 102 의 &lt;i&gt;2번째 열&lt;/i&gt; 값 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;박영희&quot;&lt;/code&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;4번째 인수 (range_lookup)&lt;/b&gt; 가 매년 단골 ★:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FALSE&lt;/code&gt; 또는 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;0&lt;/code&gt;&lt;/b&gt; = &lt;i&gt;정확히 일치&lt;/i&gt; (대부분 사용)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRUE&lt;/code&gt; 또는 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;1&lt;/code&gt;&lt;/b&gt; 또는 &lt;i&gt;생략&lt;/i&gt; = &lt;i&gt;근사값&lt;/i&gt; (정렬된 표만 가능, 등급 매기기용)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;TRUE (근사값)&lt;/b&gt; 활용 예 &amp;mdash; 점수 &amp;rarr; 등급 변환:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;A (최저점)&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;B (등급)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;0&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;F&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;60&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;C&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;70&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;B&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;90&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;A&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=VLOOKUP(85, A:B, 2, TRUE)&lt;/code&gt; &amp;rarr; 85 보다 작거나 같은 &lt;i&gt;최대값&lt;/i&gt; (70) 찾아 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;B&quot;&lt;/code&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;HLOOKUP&lt;/b&gt; = &lt;i&gt;Horizontal Lookup&lt;/i&gt; (가로 검색). 형식 동일, 단 &lt;i&gt;행 번호&lt;/i&gt; 인자.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=HLOOKUP(찾을값, 표범위, 행번호, 일치옵션)&lt;/code&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;VLOOKUP 한계 3가지&lt;/b&gt; (시험 단골 ★):&lt;/p&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;검색 키가 무조건 1열&lt;/b&gt;. 2열&amp;middot;3열로 검색 불가 (INDEX&amp;middot;MATCH 로 보완)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;왼쪽 방향 검색 불가&lt;/b&gt;. 키가 B 열인데 A 열 가져오기 X&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;검색 키 &lt;i&gt;반복&lt;/i&gt; 시 첫 번째만&lt;/b&gt;. 중복 데이터에선 부정확&lt;/li&gt;
&lt;/ol&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;VLOOKUP 의 4번째 인수 &lt;i&gt;TRUE&lt;/i&gt; 는 &lt;i&gt;정확히 일치&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;TRUE = 근사값&lt;/i&gt;, &lt;i&gt;FALSE = 정확히 일치&lt;/i&gt;. 혼동 1순위.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;VLOOKUP 의 &lt;i&gt;열 번호&lt;/i&gt; 는 0 부터 시작&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;1부터 시작&lt;/i&gt; (인덱스 = 1-기반).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;VLOOKUP 으로 &lt;i&gt;왼쪽 열&lt;/i&gt; 검색 가능&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;오른쪽만 가능&lt;/i&gt;. 왼쪽 검색은 &lt;i&gt;INDEX&amp;middot;MATCH&lt;/i&gt; 콤보 사용.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;INDEX &amp;middot; MATCH 콤보 -- VLOOKUP 의 진화형&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;INDEX&lt;/b&gt; = 행/열 번호로 &lt;i&gt;값 가져오기&lt;/i&gt;. &lt;b&gt;MATCH&lt;/b&gt; = 값으로 &lt;i&gt;행/열 번호 찾기&lt;/i&gt;. 둘을 합치면 &lt;i&gt;VLOOKUP 보다 강력&lt;/i&gt; &amp;mdash; 왼쪽&amp;middot;위쪽 검색까지 가능.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;INDEX&amp;middot;MATCH 콤보 + CHOOSE 흐름&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;INDEX 형식&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=INDEX(범위, 행번호, [열번호])
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;1&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;사과&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;1000&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;영업&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;2&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;배&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;2000&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;인사&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;3&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;A&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;딸기&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;B&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;3000&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;C&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;IT&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=INDEX(A1:C3, 2, 1)&lt;/code&gt; &amp;rarr; 2 행 1 열 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;배&quot;&lt;/code&gt;&lt;/b&gt;&lt;br /&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=INDEX(A1:C3, 3, 2)&lt;/code&gt; &amp;rarr; 3 행 2 열 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;3000&lt;/code&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;MATCH 형식&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=MATCH(찾을값, 범위, 일치옵션)
&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;일치옵션&lt;/i&gt;: 0 = 정확, 1 = 작거나 같은 최대, -1 = 크거나 같은 최소&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=MATCH(&quot;배&quot;, A1:A3, 0)&lt;/code&gt; &amp;rarr; &quot;배&quot; 가 &lt;i&gt;2번째&lt;/i&gt; &amp;rarr; &lt;b&gt;2&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;INDEX(MATCH(), MATCH()) 콤보&lt;/b&gt; ★:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=INDEX(C1:C3, MATCH(&quot;배&quot;, A1:A3, 0))
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;rarr; A 열에서 &quot;배&quot; 행 번호 (2) 찾아 &amp;rarr; C 열의 2 행 값 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;인사&quot;&lt;/code&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;VLOOKUP vs INDEX&amp;middot;MATCH 비교&lt;/b&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;검색 방향&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;VLOOKUP&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;오른쪽만&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;INDEX&amp;middot;MATCH&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;양방향&lt;/i&gt; (왼쪽도 OK)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;인자 개수&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;VLOOKUP&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;INDEX&amp;middot;MATCH&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;보통 3 (INDEX 1 + MATCH 2)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;속도&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;VLOOKUP&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;빠름&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;INDEX&amp;middot;MATCH&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;약간 느림&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;유연성&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;VLOOKUP&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;낮음&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;INDEX&amp;middot;MATCH&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;높음&lt;/i&gt; (응용 다양)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;2019+ 대체&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;VLOOKUP&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;XLOOKUP&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;INDEX&amp;middot;MATCH&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;XLOOKUP&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;CHOOSE 함수&lt;/b&gt; = &lt;i&gt;N번째 인자 선택&lt;/i&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=CHOOSE(번호, 값1, 값2, 값3, ...)
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=CHOOSE(2, &quot;월&quot;, &quot;화&quot;, &quot;수&quot;, &quot;목&quot;)&lt;/code&gt; &amp;rarr; 2번째 &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;화&quot;&lt;/code&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;요일 변환&amp;middot;등급 변환에 자주 사용. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=CHOOSE(WEEKDAY(A1), &quot;일&quot;,&quot;월&quot;,&quot;화&quot;,&quot;수&quot;,&quot;목&quot;,&quot;금&quot;,&quot;토&quot;)&lt;/code&gt; 패턴이 단골.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;INDEX 의 인자는 &lt;i&gt;(행번호, 범위, 열번호)&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;(범위, 행번호, [열번호])&lt;/i&gt; &amp;mdash; 범위가 먼저.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;MATCH 의 일치옵션 &lt;i&gt;0&lt;/i&gt; 은 근사값&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;0 = 정확히 일치&lt;/i&gt;, &lt;i&gt;1 = 근사 (오름차순)&lt;/i&gt;, &lt;i&gt;-1 = 근사 (내림차순)&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;INDEX 만으로도 검색 가능&quot; &amp;rarr; &lt;b&gt;반은 맞음&lt;/b&gt;. 직접 행/열 번호 알아야 함. &lt;i&gt;값으로 검색&lt;/i&gt; 하려면 MATCH 와 콤보 필요.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;OFFSET &amp;middot; INDIRECT &amp;middot; XLOOKUP -- 고급 참조 + 차세대&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;OFFSET&lt;/b&gt; = &lt;i&gt;기준 셀에서 이동&lt;/i&gt; 한 위치 반환. &lt;b&gt;INDIRECT&lt;/b&gt; = &lt;i&gt;문자열로 된 셀 주소&lt;/i&gt; 를 실제 참조로 변환. &lt;b&gt;XLOOKUP&lt;/b&gt; (2019+) = VLOOKUP&amp;middot;HLOOKUP&amp;middot;INDEX&amp;middot;MATCH 를 다 합친 차세대.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;OFFSET&amp;middot;INDIRECT&amp;middot;XLOOKUP 동작 비교&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;OFFSET 형식&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=OFFSET(기준셀, 행이동, 열이동, [높이], [너비])
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=OFFSET(A1, 2, 3)&lt;/code&gt; &amp;rarr; A1 에서 &lt;i&gt;2 행 아래, 3 열 오른쪽&lt;/i&gt; &amp;rarr; &lt;b&gt;D3 셀 값&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=SUM(OFFSET(A1, 0, 0, 5, 1))&lt;/code&gt; &amp;rarr; A1 에서 5 행 1 열 범위 (A1:A5) 합&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;OFFSET 은 &lt;i&gt;동적 범위&lt;/i&gt; 만들 때 유용. &lt;i&gt;피벗 테이블 동적 소스&lt;/i&gt; 에도 자주 활용.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;INDIRECT 형식&lt;/b&gt;:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=INDIRECT(&quot;문자열_주소&quot;)
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=INDIRECT(&quot;A&quot; &amp;amp; 5)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;A5&quot;&lt;/code&gt; 라는 문자열을 실제 &lt;i&gt;A5 셀 참조&lt;/i&gt; 로 변환 &amp;rarr; &lt;b&gt;A5 셀 값&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=INDIRECT(&quot;Sheet&quot; &amp;amp; B1 &amp;amp; &quot;!A1&quot;)&lt;/code&gt; &amp;rarr; B1 이 &quot;2&quot; 면 &amp;rarr; &lt;i&gt;Sheet2!A1&lt;/i&gt; 참조 &amp;rarr; 시트 동적 선택&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;XLOOKUP&lt;/b&gt; (★ 2019+ 차세대):&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=XLOOKUP(찾을값, 검색범위, 반환범위, [없음시값], [일치옵션], [검색방향])
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;VLOOKUP 의 모든 한계 극복:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;왼쪽 검색 가능&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;기본값 정확히 일치&lt;/b&gt; (4번째 인수 함정 없음)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;검색 못 찾을 때 기본값 지정 가능&lt;/b&gt; (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IFERROR&lt;/code&gt; 안 써도 됨)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;검색 방향 지정&lt;/b&gt; (위&amp;rarr;아래 / 아래&amp;rarr;위)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=XLOOKUP(D2, A:A, B:B, &quot;없음&quot;, 0, 1)&lt;/code&gt; &amp;rarr; VLOOKUP + IFERROR + INDEX 콤보를 &lt;i&gt;한 함수&lt;/i&gt; 로&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;LOOKUP 함수&lt;/b&gt; (구버전, 시험엔 거의 안 나옴):&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=LOOKUP(찾을값, 검색범위, 반환범위)&lt;/code&gt; &amp;mdash; 단순한 1차원 검색. &lt;i&gt;정렬된 데이터&lt;/i&gt; 만 가능.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;ROW &amp;middot; COLUMN &amp;middot; ROWS &amp;middot; COLUMNS&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;ROW(A5)&lt;/code&gt; &amp;rarr; &lt;b&gt;5&lt;/b&gt; (행 번호)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COLUMN(C1)&lt;/code&gt; &amp;rarr; &lt;b&gt;3&lt;/b&gt; (열 번호)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;ROWS(A1:A10)&lt;/code&gt; &amp;rarr; &lt;b&gt;10&lt;/b&gt; (행 개수)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COLUMNS(A1:E1)&lt;/code&gt; &amp;rarr; &lt;b&gt;5&lt;/b&gt; (열 개수)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;OFFSET 의 &lt;i&gt;행 이동&lt;/i&gt; 인자가 음수면 오류&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;음수면 위로 이동&lt;/i&gt;. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;OFFSET(D5, -2, 0)&lt;/code&gt; &amp;rarr; D3 셀.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;INDIRECT 는 &lt;i&gt;셀 주소&lt;/i&gt; 만 인식&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;시트명&amp;middot;범위&amp;middot;이름 정의&lt;/i&gt; 모두 가능. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;INDIRECT(&quot;A1:A5&quot;)&lt;/code&gt; 도 작동.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;XLOOKUP 은 VLOOKUP 과 인수 순서 동일&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;XLOOKUP = (찾을값, 검색범위, 반환범위)&lt;/i&gt; 로 분리. VLOOKUP 의 &lt;i&gt;표범위&amp;middot;열번호&lt;/i&gt; 와 다름.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 5&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;VLOOKUP 4번째 인수 FALSE = 정확히, TRUE = 근사값&lt;/b&gt; &amp;mdash; 매년 반대로 함정 출제.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;VLOOKUP 은 오른쪽 검색만 가능&lt;/b&gt; &amp;mdash; 왼쪽 검색은 INDEX&amp;middot;MATCH 또는 XLOOKUP.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;INDEX(범위, 행, [열]) 순서&lt;/b&gt; &amp;mdash; 범위가 첫 인자. 행 먼저, 열 나중.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;MATCH 일치옵션 0 = 정확히, 1 = 근사 오름, -1 = 근사 내림&lt;/b&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;XLOOKUP (2019+) 인수 = (찾을값, 검색범위, 반환범위)&lt;/b&gt; &amp;mdash; VLOOKUP 과 구조 다름.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 5&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] VLOOKUP 4 인수 (찾을값&amp;middot;표범위&amp;middot;열번호&amp;middot;일치옵션) 즉답 가능?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] VLOOKUP 의 3가지 한계 1줄씩?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=INDEX(A1:C3, 2, 1)&lt;/code&gt; 결과는?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] INDEX(MATCH(), MATCH()) 콤보의 핵심 장점?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] OFFSET 과 INDIRECT 의 핵심 차이?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;찾기/참조 함수 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. VLOOKUP 4 인수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;VLOOKUP(찾을값, 표범위, 열번호, 일치옵션). &lt;i&gt;102&lt;/i&gt; 를 A 열에서 찾아 (2행) &amp;rarr; &lt;i&gt;2번째 열&lt;/i&gt; (B 열) 값 가져옴 &amp;rarr; &lt;i&gt;&quot;박영희&quot;&lt;/i&gt;. ④ &quot;인사&quot; 는 3번째 열이므로 열번호가 3 일 때 정답. FALSE = 정확히 일치.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. VLOOKUP TRUE/FALSE&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;FALSE (0) = 정확히 일치&lt;/i&gt;, &lt;i&gt;TRUE (1) 또는 생략 = 근사값&lt;/i&gt;. ① 은 반대로 적은 함정 1순위. ③ 생략 시 기본값은 &lt;i&gt;TRUE&lt;/i&gt; (근사값) 임에 주의. TRUE 는 &lt;i&gt;정렬된 데이터&lt;/i&gt; 에서 등급 매기기에 사용. 매년 단골.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. INDEX 함수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;INDEX(범위, 행번호, 열번호). &lt;i&gt;3행 2열&lt;/i&gt; &amp;rarr; &lt;i&gt;3000&lt;/i&gt; (B3 셀). 범위가 첫 번째 인자임에 주의. ② &quot;딸기&quot; 는 3행 1열, ④ &quot;IT&quot; 는 3행 3열. INDEX 단독은 행/열 번호로 값을 가져오고, MATCH 와 콤보로 &lt;i&gt;값 검색&lt;/i&gt; 가능.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. VLOOKUP 한계&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;VLOOKUP 의 한계 3가지 = ① 키는 &lt;i&gt;1열만 가능&lt;/i&gt;, ② &lt;i&gt;왼쪽 검색 불가&lt;/i&gt;, ③ &lt;i&gt;중복 시 첫 번째만&lt;/i&gt;. ④ 는 한계가 아니라 &lt;i&gt;정상 동작&lt;/i&gt; &amp;mdash; FALSE 로 검색해 못 찾으면 #N/A 오류 발생. ④ 의 표현은 오답이 아닌 &lt;i&gt;기본 동작&lt;/i&gt; 이라 함정. ① ② ③ 은 모두 INDEX&amp;middot;MATCH 또는 XLOOKUP 으로 보완.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. MATCH 일치옵션&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;MATCH 일치옵션: &lt;i&gt;0 = 정확히 일치&lt;/i&gt; (가장 자주 사용), &lt;i&gt;1 = 작거나 같은 최대값 (오름차순 정렬 필요)&lt;/i&gt;, &lt;i&gt;-1 = 크거나 같은 최소값 (내림차순 정렬 필요)&lt;/i&gt;. 생략 시 기본값은 1. INDEX&amp;middot;MATCH 콤보 시 거의 항상 &lt;i&gt;0&lt;/i&gt; 사용.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-1편] 함수 입력 기본&amp;middot;연산자&amp;middot;셀 참조&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-2편] 텍스트 함수 (LEFT&amp;middot;MID&amp;middot;FIND)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-3편] 통계&amp;middot;논리 함수 (SUM&amp;middot;IF&amp;middot;COUNTIF&amp;middot;IFERROR)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-4편] 찾기/참조 함수 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>공기업</category>
      <category>시험</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/86</guid>
      <comments>https://nirvana8.tistory.com/86#entry86comment</comments>
      <pubDate>Thu, 28 May 2026 18:55:38 +0900</pubDate>
    </item>
    <item>
      <title>컴퓨팅 패러다임</title>
      <link>https://nirvana8.tistory.com/100</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 &lt;b&gt;마지막 단원&lt;/b&gt;. IoT&amp;middot;빅데이터&amp;middot;클라우드&amp;middot;AI&amp;middot;블록체인&amp;middot;메타버스 6 대 신기술과 &lt;i&gt;컴퓨팅 패러다임 (엣지&amp;middot;그리드&amp;middot;유틸리티)&lt;/i&gt;, &lt;i&gt;5G&lt;/i&gt;, &lt;i&gt;USB-C/PD&lt;/i&gt; 까지 한 번에 정리.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;매년 2~3문제 단골이고, &lt;b&gt;AI &amp;sup; ML &amp;sup; DL 포함 관계&lt;/b&gt;, &lt;b&gt;클라우드 3 계층 (IaaS&amp;middot;PaaS&amp;middot;SaaS)&lt;/b&gt;, &lt;b&gt;빅데이터 3V&lt;/b&gt;, &lt;b&gt;VR vs AR vs MR vs XR&lt;/b&gt; 매칭이 핵심임.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;ICT 6 신기술 + 컴퓨팅 패러다임 + 5G + USB-C&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;ICT 6 대 신기술 -- IoT&amp;middot;빅데이터&amp;middot;클라우드&amp;middot;AI&amp;middot;블록체인&amp;middot;메타버스&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;매년 시험에 &lt;i&gt;6 신기술 중 2~3 개&lt;/i&gt; 가 보기로 나옴. 각각의 &lt;i&gt;핵심 1줄&lt;/i&gt; 과 &lt;i&gt;대표 사례&lt;/i&gt; 매칭.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;ICT 6 신기술 카드 - IoT&amp;middot;빅데이터&amp;middot;클라우드&amp;middot;AI&amp;middot;블록체인&amp;middot;메타버스&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;IoT&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Internet of Things&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;사물&lt;/i&gt;에 센서&amp;middot;통신 부착&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;스마트홈&amp;middot;웨어러블&amp;middot;스마트팩토리&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;빅데이터&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Big Data&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;3V&lt;/i&gt;: Volume&amp;middot;Velocity&amp;middot;Variety&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;추천 시스템&amp;middot;트렌드 분석&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;클라우드&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Cloud Computing&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;서버를 임대&lt;/i&gt; (인터넷으로)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;AWS&amp;middot;Azure&amp;middot;구글 클라우드&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AI&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Artificial Intelligence&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;기계가 학습&amp;middot;판단&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;챗봇&amp;middot;자율주행&amp;middot;생성AI&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;블록체인&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Blockchain&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;분산 원장&lt;/i&gt; (위&amp;middot;변조 X)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;비트코인&amp;middot;NFT&amp;middot;CBDC&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;메타버스&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Metaverse&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;3D 가상 공간&lt;/i&gt; (VR/AR/MR)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;제페토&amp;middot;로블록스&amp;middot;VRChat&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;빅데이터 3V&lt;/b&gt; (시험 단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;Volume&lt;/b&gt; (양): 페타바이트 이상 &lt;i&gt;방대한 데이터&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;Velocity&lt;/b&gt; (속도): &lt;i&gt;실시간&amp;middot;고속&lt;/i&gt;으로 생성&amp;middot;처리&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;Variety&lt;/b&gt; (다양성): 텍스트&amp;middot;이미지&amp;middot;영상 등 &lt;i&gt;비정형 포함&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;클라우드 3 계층&lt;/b&gt; (시험 단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IaaS&lt;/b&gt; (Infrastructure as a Service): &lt;i&gt;서버&amp;middot;스토리지&lt;/i&gt; 임대 (AWS EC2&amp;middot;S3)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;PaaS&lt;/b&gt; (Platform as a Service): &lt;i&gt;개발 환경&lt;/i&gt; 제공 (Heroku&amp;middot;Google App Engine)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;SaaS&lt;/b&gt; (Software as a Service): &lt;i&gt;완성된 SW&lt;/i&gt; 사용 (Gmail&amp;middot;구글 문서)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;AI &amp;sup; 머신러닝 &amp;sup; 딥러닝&lt;/b&gt; (포함 관계 &amp;mdash; 시험 단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;AI&lt;/b&gt;: 인간의 지능을 &lt;i&gt;기계로 구현&lt;/i&gt;하는 가장 큰 개념&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;머신러닝(ML)&lt;/b&gt;: AI의 &lt;i&gt;부분 집합&lt;/i&gt; &amp;mdash; &lt;i&gt;데이터로 학습&lt;/i&gt;하는 방법&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;딥러닝(DL)&lt;/b&gt;: ML의 &lt;i&gt;부분 집합&lt;/i&gt; &amp;mdash; &lt;i&gt;신경망 (Neural Net)&lt;/i&gt; 기반 학습&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;딥러닝 &amp;gt; 머신러닝 &amp;gt; AI&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;반대&lt;/i&gt; &amp;mdash; &lt;b&gt;AI &amp;sup; 머신러닝 &amp;sup; 딥러닝&lt;/b&gt;. AI가 가장 큰 개념.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;빅데이터 3V 는 Volume&amp;middot;Velocity&amp;middot;Visualization&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;Volume&amp;middot;Velocity&amp;middot;Variety&lt;/b&gt; (양&amp;middot;속도&amp;middot;다양성).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;일부 4V&amp;middot;5V 로 확장하기도 (+ Veracity 정확성, + Value 가치).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;IaaS 는 완성된 SW 를 제공&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;서버&amp;middot;인프라&lt;/i&gt; 임대. 완성된 SW 는 &lt;b&gt;SaaS&lt;/b&gt; (Gmail 등).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;블록체인은 중앙 서버에 저장&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;분산 원장&lt;/b&gt; &amp;mdash; &lt;i&gt;여러 노드&lt;/i&gt;가 동일 데이터를 &lt;i&gt;분산 저장&lt;/i&gt;. 위&amp;middot;변조 어려움.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;메타버스 4 종 -- VR&amp;middot;AR&amp;middot;MR&amp;middot;XR&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;메타버스 안에서도 &lt;i&gt;현실과 가상의 비율&lt;/i&gt;에 따라 4 종으로 분류. 매년 1문제 단골.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;VR &amp;middot; AR &amp;middot; MR &amp;middot; XR 4 종 비교&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;VR&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Virtual Reality&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비율&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;100% 가상&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Oculus Quest &amp;middot; PSVR&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AR&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Augmented Reality&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비율&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;현실 + 가상 정보 덧붙임&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;포켓몬 GO &amp;middot; 카메라 필터&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MR&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Mixed Reality&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비율&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;현실 &amp;harr; 가상 상호작용&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;HoloLens &amp;middot; Magic Leap&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;XR&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Extended Reality&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비율&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;VR + AR + MR 통합 개념&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;메타버스 전체&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심 매칭:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;VR&lt;/b&gt; = 완전히 가상 세계 (현실 차단)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;AR&lt;/b&gt; = 현실에 정보를 &lt;i&gt;얹음&lt;/i&gt; (단방향)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;MR&lt;/b&gt; = 가상 객체와 &lt;i&gt;상호작용&lt;/i&gt; 가능 (양방향)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;XR&lt;/b&gt; = 위 3 종 모두 포괄하는 &lt;i&gt;상위 개념&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;AR 은 현실을 완전히 차단&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;현실에 가상 정보를 덧붙임&lt;/i&gt;. 완전 차단은 &lt;b&gt;VR&lt;/b&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;MR = VR&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;MR 은 가상 객체와 상호작용 가능&lt;/b&gt; (현실의 책상에 가상 컵 올리고 만지는 식). VR 은 100% 가상.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;XR 은 VR 의 다음 세대&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;XR 은 VR&amp;middot;AR&amp;middot;MR 을 모두 포괄하는 상위 개념&lt;/b&gt;. 세대 차이가 아님.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;컴퓨팅 패러다임 + 5G + USB-C -- 시리즈 마지막&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;전통적 &lt;i&gt;클라우드 컴퓨팅&lt;/i&gt; 외에 새로운 컴퓨팅 패러다임 3 종, 그리고 통신&amp;middot;연결 표준 2 가지를 추가로 외워야 함.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;엣지&amp;middot;그리드&amp;middot;유틸리티 컴퓨팅 + 5G + USB-C/PD&quot; /&gt;&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;컴퓨팅 패러다임 3 종&lt;/b&gt; (클라우드 외):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;엣지 컴퓨팅&lt;/b&gt; (Edge): &lt;i&gt;데이터 발생 지점 근처&lt;/i&gt;에서 처리 &amp;rarr; 지연 &amp;darr; (자율주행&amp;middot;IoT)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;그리드 컴퓨팅&lt;/b&gt; (Grid): &lt;i&gt;여러 컴퓨터의 유휴 자원&lt;/i&gt;을 묶어 슈퍼컴퓨터처럼 사용 (SETI@home)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;유틸리티 컴퓨팅&lt;/b&gt; (Utility): &lt;i&gt;전기&amp;middot;수도처럼&lt;/i&gt; 컴퓨팅 자원을 &lt;i&gt;쓴 만큼 과금&lt;/i&gt; (클라우드의 과금 모델)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;5G 통신&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;5세대 이동통신&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;4G LTE 대비 &lt;i&gt;최고 20배 빠른 속도&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;초저지연 (1ms)&lt;/i&gt;: 자율주행&amp;middot;원격 수술&amp;middot;IoT&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;초고속 (20Gbps)&lt;/i&gt;: 8K 영상 스트리밍&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;초연결 (1km&amp;sup2; 당 100만 기기)&lt;/i&gt;: IoT 확대&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;USB-C / USB PD&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;USB-C&lt;/b&gt;: 양면 어느 쪽으로도 꽂히는 &lt;i&gt;대칭 단자&lt;/i&gt; (Type-C)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;USB PD&lt;/b&gt; (Power Delivery): &lt;i&gt;최대 240W&lt;/i&gt; 까지 충전 가능 &amp;rarr; 노트북&amp;middot;모니터까지 1선으로&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;Thunderbolt 4&lt;/b&gt;: USB-C 와 같은 모양이지만 &lt;i&gt;40Gbps&lt;/i&gt; 속도&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;엣지 컴퓨팅 = 클라우드&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;반대 개념&lt;/i&gt;. 클라우드는 &lt;i&gt;중앙 서버&lt;/i&gt;, 엣지는 &lt;i&gt;데이터 발생 지점 근처&lt;/i&gt;. 자율주행처럼 &lt;i&gt;지연을 줄여야 하는&lt;/i&gt; 곳에 엣지 필수.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;5G 는 5GHz 와이파이&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;5세대 이동통신&lt;/b&gt;. 와이파이의 5GHz 대역과는 다름.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;USB-C 와 USB 3.0 는 같다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;USB-C 는 단자 모양&lt;/i&gt;, &lt;i&gt;USB 3.0 은 속도 표준&lt;/i&gt;. USB-C 단자에 USB 2.0&amp;middot;3.0&amp;middot;3.1&amp;middot;3.2&amp;middot;4.0 등 &lt;i&gt;다양한 속도&lt;/i&gt; 가 들어갈 수 있음.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;유틸리티 컴퓨팅은 무료다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;쓴 만큼 과금&lt;/i&gt; (전기&amp;middot;수도 모델). 클라우드의 &lt;i&gt;종량제&lt;/i&gt; 가 유틸리티 컴퓨팅의 실현.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 7&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;AI &amp;sup; ML &amp;sup; DL&lt;/b&gt; &amp;mdash; AI 가 가장 큰 개념. 거꾸로 외우면 안 됨.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;빅데이터 3V&lt;/b&gt; &amp;mdash; Volume&amp;middot;Velocity&amp;middot;Variety (Visualization 아님).&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;클라우드 3 계층&lt;/b&gt; &amp;mdash; IaaS(서버) &amp;middot; PaaS(개발 환경) &amp;middot; SaaS(완성 SW).&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;VR vs AR vs MR&lt;/b&gt; &amp;mdash; VR(100% 가상) &amp;middot; AR(덧붙임) &amp;middot; MR(상호작용) &amp;middot; XR(포괄).&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;엣지 &amp;ne; 클라우드&lt;/b&gt; &amp;mdash; 엣지는 &lt;i&gt;근처에서&lt;/i&gt; 처리, 클라우드는 &lt;i&gt;중앙 서버&lt;/i&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;5G &amp;ne; 와이파이 5GHz&lt;/b&gt; &amp;mdash; 이동통신 5세대.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;USB-C &amp;ne; USB 3.0&lt;/b&gt; &amp;mdash; USB-C 는 &lt;i&gt;단자 모양&lt;/i&gt;, 3.0 은 &lt;i&gt;속도 표준&lt;/i&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 7&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] ICT 6 신기술 (IoT&amp;middot;빅데이터&amp;middot;클라우드&amp;middot;AI&amp;middot;블록체인&amp;middot;메타버스) 한 줄 정의?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 빅데이터 3V 와 각각의 의미?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 클라우드 3 계층 (IaaS&amp;middot;PaaS&amp;middot;SaaS) 의 &lt;i&gt;제공 범위&lt;/i&gt; 매칭?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] AI&amp;middot;머신러닝&amp;middot;딥러닝의 포함 관계?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] VR&amp;middot;AR&amp;middot;MR&amp;middot;XR 4 종의 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 엣지&amp;middot;그리드&amp;middot;유틸리티 컴퓨팅의 핵심 1줄?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 5G 의 3 대 특징 (초고속&amp;middot;초저지연&amp;middot;초연결)?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;ICT 6 + 패러다임 + 5G + USB-C 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. AI &amp;middot; ML &amp;middot; DL 관계&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;AI &amp;sup; ML &amp;sup; DL&lt;/i&gt; &amp;mdash; AI 가 가장 큰 개념. &lt;i&gt;머신러닝(ML) 은 AI 의 한 분야&lt;/i&gt;로 &lt;i&gt;데이터로 학습&lt;/i&gt;하는 방법, &lt;i&gt;딥러닝(DL) 은 ML 의 한 분야&lt;/i&gt;로 &lt;i&gt;신경망(Neural Network)&lt;/i&gt; 기반. 거꾸로 외우는 함정이 매년 출제됨.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 클라우드 3 계층&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;BaaS (Backend as a Service) 는 백엔드 기능&lt;/i&gt; (인증&amp;middot;DB&amp;middot;푸시 등) 만 제공하는 모델로, &lt;i&gt;통합 제공이 아님&lt;/i&gt;. 시험 표준은 &lt;i&gt;IaaS &amp;middot; PaaS &amp;middot; SaaS 3 계층&lt;/i&gt; 이 핵심. ①&amp;middot;②&amp;middot;③ 은 모두 옳음.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. 빅데이터 3V&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;빅데이터 3V = Volume &amp;middot; Velocity &amp;middot; Variety&lt;/i&gt; (양&amp;middot;속도&amp;middot;다양성). &lt;i&gt;Visualization 은 3V 에 포함되지 않음&lt;/i&gt;. 확장된 4V&amp;middot;5V 모델에 &lt;i&gt;Veracity (정확성)&amp;middot;Value (가치)&lt;/i&gt; 가 추가되지만 시각화는 별개 개념. 매년 단골 함정.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. VR &amp;middot; AR &amp;middot; MR&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;MR (Mixed Reality) 은 현실과 가상이 상호작용 가능한 기술&lt;/i&gt;. 가상 객체를 현실에 &lt;i&gt;얹는 것 (AR)&lt;/i&gt; 을 넘어 &lt;i&gt;조작&amp;middot;상호작용&lt;/i&gt;이 가능. ① VR 은 100% 가상 (현실 차단). ② AR 은 정보를 &lt;i&gt;덧붙이기만&lt;/i&gt; 함. ④ XR 은 VR&amp;middot;AR&amp;middot;MR 을 &lt;i&gt;모두 포괄하는 상위 개념&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. 엣지 컴퓨팅&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;엣지 컴퓨팅의 핵심은 지연(latency) 감소&lt;/i&gt;. 데이터 발생 지점 (IoT 센서&amp;middot;자율주행차 등) &lt;i&gt;근처에서 즉시 처리&lt;/i&gt; 하여 클라우드까지 왕복하지 않음. ① 반대 (중앙으로 보내는 건 클라우드). ③ 그리드 컴퓨팅 설명. ④ 유틸리티 컴퓨팅 설명.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-1편] 멀티미디어 그래픽&amp;middot;이미지&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-2편] 멀티미디어 사운드&amp;middot;동영상&amp;middot;표현 기법&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-3편] ICT 신기술&amp;middot;컴퓨팅 패러다임 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt; (시리즈 마지막)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;통합본: &lt;a href=&quot;../02-5-%EB%A9%80%ED%8B%B0%EB%AF%B8%EB%94%94%EC%96%B4ICT/&quot;&gt;Ch5 멀티미디어&amp;middot;ICT/&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;전체 시리즈: &lt;a href=&quot;../&quot;&gt;comcert1-series/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영 &amp;middot; 컴활 시리즈 완결&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>ICT</category>
      <category>공부</category>
      <category>시험</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/100</guid>
      <comments>https://nirvana8.tistory.com/100#entry100comment</comments>
      <pubDate>Thu, 28 May 2026 18:22:16 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 시험 함수 영역</title>
      <link>https://nirvana8.tistory.com/85</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch4 함수 영역 &lt;i&gt;3번째 단원&lt;/i&gt;, 통계 + 논리 함수. &lt;b&gt;합계 / 평균 / 개수 / 최대 / 최소&lt;/b&gt; 5종 기본 통계와 &lt;b&gt;IF 중첩 / SUMIF / COUNTIF / AVERAGEIF&lt;/b&gt; &lt;i&gt;조건부 함수&lt;/i&gt;, &lt;b&gt;AND / OR / NOT / IFERROR&lt;/b&gt; &lt;i&gt;논리 함수&lt;/i&gt; 가 핵심.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;시험에선 &lt;b&gt;SUMIF/COUNTIF 인자 순서 (조건 범위 &amp;rarr; 조건 &amp;rarr; 합계 범위)&lt;/b&gt; 가 매년 단골이고, &lt;b&gt;IFS / IFERROR&lt;/b&gt; 도 최근 5년 빈출. ★ 표시 따라가면 합격선 도달.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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8QqErRk4I/e/8Ark1NFZ0wg4cr5HYQ0rXusYxgvAoMhBDcQjkK9y6dTRcnlO7le9bNtj1bgTUiDiTVvlr1+/fh21BLLIhbIdKBAnfqKgfJqNbdlhVF0gqkAgAAyKPNZAWH+CYcywWX5fRydsQbsh1jH6wDpEJnoUSF28e2LbPgqrXL5g2yYZxmkjqAmrq0Bo79fTcvYYhUAA0Jc81kDKc9XxZWuK+cXWyMwpNS+Vy1tkANYMtUJBvMdO9Dl69zJtkVQd/WoTyFdSxjQdbGLLpxO9ceyGahozjkatcaq5VMfHM7f58CgEAoC+5KAGMi1CMJ9dIeYLemlcfGDqGL9gu+QZ44u9CYT3yk/Uv7JWqoltKZCLB6xesvWV/TOz7RTIRcOXetl/hyIaIpwpRiEQAPQlR6OwGvYRUV5WLljkn66LLu/l3mogF6wzpbpdLtfpp5kLKRDeXjYqm8dcAgnYpGEcAgkNBALAoMjRPJBuAmFTv5dZR/XsjDFRdwtkXrYmUfQflb/Q2FwGvfuUNZd9HalONMwmLKp5VO/Q6/UVZg41gWwd+1LOGKMQCAD6kl2B9FwDKZf/GDG7rxukguM//vjDGlJ7LFNSfwmvVzjK7o+JP+QwqUV6t+wDORbd9TTGi/ykJhDe1Cab3crlBl+eK2uMQiAA6EsuR2FJqHPbteC6wxm9CeRCxvevjblG/aJcn52dZbNLGuGWc9/i5yBY7ngm2jIKgQCgL7kchcW4mDumTo8/th3P9Y447WzC2p4RUFS/I39xNSpdPFjhY3mr41Z1pnwcuHq8oHE8uryysjyyKtbBIiCQcEAgAAyKvNZAZlesXurx1QtHnF6xL2DY20z0bcd+2CvSTY4FeQ3XMN5yecu2w7XVDkYCOZWemqEDQyAqQCAADIqc1kBck/dmzFqI2TQl6Ukgc8xK1dPpUz47cUZJIGzQlwWNA5MCcQKBqACBADAo8lkDYVttnC7/cefO6AgL7iPRCIQ6VWZ4K1T9g20e+6p9YXb3THS2esr4H6vHxw/uLJOBVvjrEEg4IBAABkU+ayD0zL9yYQvgp3aB/LEqGO9VINTOZFZmaBQWG77rwj0TXa7/a47KmrAEYu0TQp6DQFSAQAAYFPmsgQTF7I6d6AqQcR6In7/O2Fbj7SQQiqHLF7YxxjaBoBO9dyAQAAZFPgXCW41GVj8cr95hvenL9jgt1z4Z73UxRVbpMMZH7qzeGWX7HU7IReI7CWQ2IDMkkAlzLSw6HASiAgQCwKDIpkC64u63XoymD0Quuyuo+k73cAuEa8diXDSCoQ8kHBAIAIMipwIpb9kGRp3S2rmRCKRcfmCNyK0u+20M5SOQ8rYjM1cyixBIKCAQAAZFXgVSLi9u3RlZXl4e/TBn39F21r34lLWYiCKN49GR5eU/Vp0TFG3MLS8vmytoCb6ambFeq/su854xRiEQAPQlvwIBaQACAUBjIBCQJBAIABoDgYAkgUAA0BgIBCQJBAKAxkAgIEkgEAA0BgIBSQKBAKAxEAhIEggEAI2BQECSQCAAaAwEApIEAgFAYyAQkCQQCAAaA4GAJIFAANAYCAQkCQQCgMZAICBJMiOQ2vvv7w43Nzc3D9+9rSeSgyzReBuiMOVXcHj4/X0t1uwBEwgEJEk2BNJ492rqpo3Xm2/dEaw+Zeet+wiv7H/d5K8dOt4yNTX1PeDj37sTigOE4p39QK8DPsAHzymFZdFTmN8VdNA4dLxr6tXhe990bx2ZXnT/2a+8bd/N60WVA3q+uA5895Zvwycr/hyWEuc2BAISJAsCefvKHu9k2Dt0xpq6469egdj/KgXiPuargAxsuhP2IxDHp0qB3OxOkN165L3nZEgHmyKoBlD77vcVvPITz3dHEo8PHH99x1971bFk33oP6PniuhWb8xjiXBXeDIGAnDOqvUDe+8UuYkrEn+gEIkOLi0XHA7vtAPoJpBFUmDc3vc/+Jt9fB7zp9feoBeL95iAQVYHwXfHwM34uK/+cfYF0Chav6hELxD9gvLuZFYF0KszABrz6K8WvIBKBvHYfEAKBQPBzXD9nXSCLnYLXzZuvG9EKZMq3M+B1RgTSpTADwuVbT/3LWWRvoxWIp2whEDRhgcTQWyC1LiHP9rwaiUB8o7Qz+tgPoJdAGkENUdZpde3T8ONdtAJxnygEAoGAzAtkuFAYVj2Aelq/Dt+Afu8eBUJ58IlDr9QysdnHuYUWSJ/lW+/qD7/z8jbfdTFI/wKZcjZiOYN/nc4tYYHEc60HpIVAgCYCUb3W/QQyPDQ0NKR4p6in/d5D9OpNICwPfnHIOzbVeWB5gPDn5vjUqWF1gfRXvosK/vBGTJ/alw9v+xLI8KuOFndm4YTOLVmBxHOtB6WFQIAeAlG+1v0EUqA3F5TuE/W0NZWYJ6ca9CYQlodDJTWopVI/N6dACsoCeddf+XavzPkItNG5/8M8i0Y/Aim86lil8QqkkKxAYrnWA9NCIEAPgShf6wMTiErziXmTRyQQ79S31ykRyPe+ylelMud9+n+l+q5apAKxCwkCgUBA5gXCqi9jSveJelp3YHm9eXh4uOl5NdImLFeXcEAjzmYf5+YUyJiPQAKmVPdTvt6pLEG869ngzndF0ITl1JhXIGPumeiOFH4z0bsLpIeZ6LFc64FpIRCgURPWWB+d6Ir3iXLahjOovJZSqLtaYxohO9HHfAXyutMbbQcIfW7dO9Eb0Zev51SnXn1/36i//745FXz+3m6T14dv39ffv33nrTMsRteJbvuLbye6pxzeB3ykVQ7dBfIu+us3mrQQCNCnE30sTcN4naHIPsHsnU+wiWYYr7cXwDdNvMN4Oy8rEgZPBWTTLM1Fdym8DayAmAovld673XIYrUBsjVg+w3gVBWKhIJBSSoFAQJJoPA/EGdkcrQmvvH+JTCBOOaikSb9A3GfxvUMj3WbQGAZbR0epVHNVA1/XIhWI7cMgEAgEJIbGAtkMjnnvvBEvMoE4piEEDATTTSCvO07Ve+c/G/9tB39453h+j1Yg1gMDBAKBgMTIjEAcd/j71zYiFojjkwIGL2kmkPddcv/Ktw1vs9P0Plo/3/egUQnEzAYEAoGAxNBYIM747rNThIPoBPK6+zhWzQRy2GWksl+fUqk21SXC+ldcIhOIrPFAIBAISAyNBeLqw33VGJBAbG/270LXTiDOCO0dm7rod3KuocXeuOwyzPuIBSLzCYFAICAxNBaIu/loatN/D7zIBWLpoXsKHQTiH+kD+0he+fl7U7WNMTqBiIxCIBAISAyNBeIz+W1q8937+AVys+4feT0H0EQg7ztOdAkxhqHk54rNyAXCR3ZBIBAISAyNBRIQWKZe+UqkX4FM+TTyBM7Ejlcgr33o0gPUEd9A32Pp+0nN2cD3KnKB8O9hMAKZ8inzyHah7wcIBCSJzgIJXiFqavPdYsQCsS+RIic12F6acibu46zCLefej0AOQz1rO5q1pnyTTPkkiVIg7GscjECCPj1xIBCQJDoLpOMKsu4ekb4F8s7TYGMPTIc+U098eftqitYJGaBA3m++pmpZTbEYVcOiQruXM/LXohcIVbwgEAgEJIbWAumyB9JmI0KBHNq7XF55Au97NYGYu8a+WhyQQMwp4cGj1JwC6TQSwX4mXTfackf+xWj2RHdUazYhEAgEJIjWAum2H4V9tdS+ayCOOEsxxmkUJYHYpme7Jm7HJpBN39XCApLIU1Og3rNAGpEIZNN5gLcQCAQCkkNvgZQaXXak2FyMTiCOFitXF/o7NYG8U9hPO1qBfFfIlbMMgzTTsYd8U9lMfQvEedTXixAIBAISQ3OBlGpdNg8yH/T7bsJydBvTvGr7r4tqAnntt6ZUrAJ5peCG2Gog8QjEuYr8JgQCgYDE0F0gpVKj82asm5HVQBy/f3eEpU3f9Ru9WVWJP5EKpKYywGpAfSD1iATiCvd+HS1OIBAAYkJ/gZRK9cNOnenfIxOI/RCvnF3oagJ5rxLOIxWIU1mHGRiFRUXb4ZEBAgFggGRBIBQo320GSURM2oigCcuR6N2UM3z2LpDvAxDIYs/KSvs8kE3frRA7lgMEkk9O2ldJZyH7jGZDIETju2c/dFsYiqAG4r//ufgEFYE4F19pDKIP5LVCxNNqJvpm5/KAQIDgYqmy1C3NTu+KOW+3z8vldrv9xPl6u90+KZfa7fZOOU+MZkcgxOJ3b03kVWQCCdg+iq1Eq9SJvtm12yDqtbAOFVa5ch49KF+dzsW/OvW2+1pYnm59NYEEL1OGtbByyNraWrtcLj9Zk1zTq+eVyjn/+/Xa2pr4kajt7JT4T1et1vWY93hXT0gGkrHz9rkt0W6lslsutyqVNfrthD6OWahVqVyXxyrmh+aE0WwJhHjrqofw4U71zvHAObInoAmr0wa2SgKxz1t5PxCB2Ld1Cnpidva0+43Vev/27du37wX1CFfjdZ9KXVEgASqHQHKJiObtimSXXl2qtHj9gqJ6pSXSXp2sWUH+nCV+cuE83HmLvSxqEvyoTEmMNXb4JfESHazyxBRIDQLRRiCbdpx/csX5997eAHd3snNd3aAaSMD+Hywwq81E/25+zvcBrcb7fqp7DHQa15vOt3RC7gfijNVvVXqJ/GqHQY1YEEgO8RXIjhn1mSYq3AcFJgcZ5C+e7DK5tO3VkCfiIC32ojwoVXG8Arlih2N1kRalKUmd5IZRbQXieAatdYqIPEp1bKd566cXn/UR/TpZeJBXXAvrPT/Cq/cDW85dzLXstHasa29HzwQV39IJuSPh+44id+bkbbBAghqxIJB8C+T8CUHtT9eVimiG2q1U1qQBdrgOrFrC2DV3gNlkddGqVHZPTpa4hqj2svaE6hnSMdfsw3b5AU/YoVtUhdllR21JU+WF0WwIxBWPv/vc/M5Gj/cKrS3eJizfPdD5X1QXUyy9f3cYuGlJPPuBNN4dvnsbvJaiZ3CAJ1g6tfldbU9011ApWSSNThUXV8vU+w4Csa0KYwcCyQOFXYsdh0CsqsRSpcJbsEqVSuukIjrUS+fn165mJlENWWrX2K8nlUqlVi4XeKXlulJZurBarHh9pm3q6bpSOV/iP66xf3YrFdG/khNGtRWIb1jpIBBnwHEuReWKoG8DayB+W0jVexNICre0dZ3VVEcdmxHY9fKmS1GuyRpmk91UhyrIoe8n+X/T/uugQSB5QNQjGCf+AilJZVDEX7uy/WnH209hr4aci/4SXsfY5eZoi34VLpgn7IUCr/uMXZtJaqQR2dmSE0a1FUin+dN+I4RcwckeudyxSMQYvy0+vHPYxB90Foi7bJwGsXpRnK1/7o5s50m7CspqF3PVHL4He/x150cF3+28IJA8sNO9BkKNS/ynNfKFaHJib/bp6C7xrg462BMhkDV2AJGW+kVEV/sYq5mcsPoNq9iIN5yz/1+boskJo9oK5HtwzHvbfe/smzc3696ebWeI9GnC8um8fZsBgbgHB0wdmvG+Zp8x6Yz47m4IW8eOZ5HLw8B3mR9VexfwnqC6pl8jFgSSQ2wCYU6hCsG5bHSifu4CtTXtBgqEDcyqtK4Ltj9Tz/su6xQ/sdq1iAs2bHeMDRVm/SE08mqnXC6wV07YgOIcMaqtQJwjPm/ePJRxddEdohb9W5+mNt/WS4vv33nikAwWvpsMusePykdrrQXirVi9PnzbqJXqbz2rxNi62L2b0r96956K9LunSG09JB4Fvz58v1hafO9dj+Z9F4HYhyhLIJAc4h6FRapoyyoHryDYDOASSKm9xN5zLucUUo9Ii4/kZX3oJ+I9PhNGltiRRDNXPhnVViDeB9BXm4fvDg+9L4v0Xdbt9QY7X4EEPSbrLRC/WOyPvckpcE94D/b422UFfve5d+jt8hnSAIHkkACBcEtQU1SpZJug4RCIrHzYhk6NMaEsseG6NW8NxAYdqVAqUUd7Oa+M6isQvxFRfhz2GCTN1ha/JizPY3cjEwJRtqtj/HPASCgvjpHBQQvCBKoqeLiEt0cKAsl3J/r5ycnJyY6tBkKjcu3TCx0COXFVPjhX59dr51eseepKzOugPhDvqifWxBPWo55LRvUViKc1yR+r9UQtSFojS31rIK6gZQZUzQWiWC+YavSyI6T5rvchPspSVbBAvKsqQiB5QGEUFh9ty+sOkiu3QHZclQ87S+wAbHogO7TP6Co2/Nc1zzBvjGosELVHWav7NnD9C5VO4k3/T/2eFYE0eiycXmqBrncpacemqg4Dtj2XAASSB8auLcb8BfJEdExcVyot1rNuasPehLXmqnxYkHh25Fgs+c9Y277AL3WQsEPT1EPbW3fa567FUTLMqMYCUapSvF7sLXLZhvf6NmEFbSuou0Dco3W7FU4P3SCHYcz/XW3Gj7sRCwLJIX4CKYigzpaoEk1Za+Xy2M4Oja9qm+spernYbV+VT4QUqO1qhznnSblcc5qCPo/5xDmDkRKLEcQ5YFRngSi0wXec0uCDPT7515z7J6QAACAASURBVEAcL1uxUXuBKBSO34ZU3Q1yGOZNgb3urqJ1N2JBIDnEdyZ6izU6idDPKxGtK774obmaSW3HhUhYYR0n7DequVBPya5sDttxrcsrXm87e0ZyMx19VGeBlGqdt7O9eXPKtQLU+9c9BLsAgdgnTbzPkEC6tmL5B1H3LBr3N/A9zJscH9VJIO5RwRBIDvEVyBr75docPkUVjycugdh6wfn6iWyeh/iZe2esZa2sSDUQawAXjdC6tpbPcnbQ5GZBrFGtBdKtFeu1Z9Gp+iv1YBfQhGULaLYxSRkQSGlxs6eyDJo0aOdVQGY7mtz1UR0F4roCIJB87wdijbUVa1aJzUFo6h9tCtI29ww5CRAIDe1tVZbMfUJq10utpWt+3II5OJhEsba2Jpd8X1tbs7o9dq4hEH32AxHL2/phm09t43tg6LLmpnesgdh6jt9lSyDevVS6lKXgXVCRTr0LfFftcEr1ozoLxDk0AgIBnKtW91VFrlyF2XV/wh0lNZz7jfnNKKO6CyQw6L0+9NkZiaj5xrupTU9cDhKIOafdvpZsNgRSKnlnkbOYHlCWgkXfIn39brHjm7xzz9nX5nlTZ4E4CwcCAYIY6gFjSypLXe200IkeuUCGC4Vh1QP0nLb+zrWR7dSrTZ/1y63jvnfNV3+9+b3mTRskkNI7sY3VO9txFQXS/dzCCSTC8m10LRw/3EuRvPb7Btx5cK+U8vrQb9eSLgJxlFjd59yCBGKVg4JA4rx++0kLgQQxFnkcP29VWt2dRBPTvbPWs8qoukBUr3U/gQwPDQ0NKd4p4dLW3757d3i4uXl4+O57Q+G4tfff3x1usvRv6wnkN9Vpa2+pbF5R8bw7UT7uyXcq0Ff0Jp8iDcjD4vvv9LVtHh5+f7+oc5kllBYCCeR6KeLpfefmPrcdP7ay67NsVlYZVRaI8rXuJ5ACvbmgdJ8gLdIirXJaCCSQyPshrsxtCzsxlpsO9N4EonytQyBIi7SDSguBgBwIhFVfxpTuE6RFWqRVTguBAI2asMb66ERXvE+QFmmRVjktBAL06UQfS+MwXgDyCwQCkiQD80AAyC8QCEgSCAQAjYFAQJJAIABoDAQCkgQCAUBjIBCQJBAIABoDgYAkgUAA0BgIBCQJBAKAxkAgIEkgEAA0BgIBSQKBAKAxEAhIEggEAI2BQECSQCAAaAwEApIEAgFAYyAQkCQQCAAaA4Eo0lbaDQr0CAQCgMZAIGqcVCrdNri96n0rwVK73d4pj7XbbZ9dbM/b7fNyud1uPylnl1EIBAB9gUBc7KytrZEJrtckrOqxW2mV2N8L9FLBln5HeuO8snvusw3u1ZN2+4n5+km7/eTC/NtYhbx0UqlUTqyPvBapdyuVpXK5VamslbPLKAQCgL5AIC7ORTRfqkjOSROVyjX/e5tekpWR2vlupVIRv9CPreuC+3gtekOL1yJqlKayZFZVauzwJJAd+0e26CPLa5XKLntRfHImGYVAANAXCERJINc8xAtNUGA3ZWIKpNZm73FWQ57Io9Dbr8RBW9IgV+zwO5VKpeD4SJYaAgkHBALAoIBAggWy9IQxVi5ftCot/uexSmW3VanwLotrh0CogWqN+eHa6tHYrVTWrmprvB2qTZWLJ0umgFgD1QlryCLp0B9KtR06Kjnjmr1prXvni86MQiAA6AsEEiwQM8xTHUF0RLQrlWszpp+c25uwHNUQ2dHBaxM7/GAt9kaqcEjD7FYqNXqd6Ul+pOj2OGeprysVdKL3BAQCwKCAQFQE0jarAbuVyknb9ieqLriOIKohfGAVq2KUC+wd0hwt3ixGrDF1LPHjiY+84J6hrpFzlp/eR3fpAwQCgMZAICoCWeOv8V7vKxJBLVgg5R3RkEXNUmuVSuuEBMRd0JLNWiJpm33IGv9dNGHRW+jwY0wdJ7x5K6uMQiAA6AsEEiyQ1i5BDUi7stHpnGnFVoXwCOSKtWqZXeljNAhrt2V2gdBrokeEOFmjusb5GjucNQqL22pt7apcrq1leRRvGQIBQGMgkG6jsNpmVwWP/dcOA7gEsnNNwmixmSTiFa4E8s81m9ghh1d5sQTCKi+5YBQCAUBfIBAVgbQqlQs57PZJqUTDd6+8AhGVj6U2n3LI2FmqLDGnnLAaiBSIb62CBn5dX6/RQXwFk0VGIRAA9AUC6dAHckJQ3WFJCMOc1WEOjbIJhFU+KnziuuRqqdIau2q3KjSRXfaBdBAIEwf5KS8rb41CIADoCwSi0oku+0BY7zhnzSsQV+VDjvoV7Vh8xrmY7+E7tUN+ZMk21z3rjEIgAOgLBKI4CmtHDLBdoo516mG/cAtkx1n5kH9mKmDOYA1gfCQXpTxxL/ArP5Lrxkat3ZajvrLGKAQCgL5AICoCueYRXS5axZqyTsoXOztsxK61nqIH6va44osmnvPe8ys6GNnn3K0JPoy3NEZT1R1zP67IW9YKjJliFAIBQF8gEBWBPDEXF+EVD6pEXLP/C+jFwo4TMZej0lqj3pHWFa9atJaEOEg9rE/dxLYWlqOPhA3kyuh09FEIBAB9gUBUBFIzlyIRkX2X+sNdAmFDsGywtqsnLfvUjnObHthKjAECuXbUN6gGktVOkVEIBAB9gUCC9wOxxezdSqVUHltbWxMVgfO1tbWxK3PLkLVAgZTHrpdaraVr0YdxstZq7YqGqye7coVGgdwP5Ny9u9SYtZRK1hjVWiD1Rn2xlEIWG416KYXU6unMF32RtaTzoCcQiBLn7v4KH65cRdt1MuC18nSPscyO6x3VVyC17VvE8SyFnsVbtz6wV+u3bh2XSjX6y2yp1KB/6+JfDkv2wfr9VqPHz120vZf0tWX7fZYSzLGjf9gO57Y6vVlEUzr0lshvqVTiJ/xhi51xiCOznH7YZu+elcWxXQ+Zx+AicP16LH7k35Q4C1sB1bZZgW3V7aX7YWsu1EnmDQhEiatW9HP7VKTEqe2iEz11AqnJuHTruO4vkC0RJgcsEBkgb90KFQK3be9kh665BELnEObIZhkc12wCCZXNcAK5detD3VE+HxrOL7LhLF2mTtAZCESNdtR1gKtd5fnmtKlhRisgZX0FQnHoeHvrAw9LfgL5IEJZnR6+t7aO6bF2a0s+0R9Len0CX6SDUHzb2tqiULx169YHeaw5Hlw/bG8fy/pIr7Bwus1/3pLx3RTIhw8fQgb9RXrjFssXHX2W55odrec6SJcicP16zAubPupYnIX49YO0z/E2/f9DjQuEUttKAXQAAlHjyr6+VSTsVlRXvHpSWcqqP8r6CuQDDzC1bfng6hLI8datxdKHD1tmfOR/Md/cV+cJCUr+vOWsxFB8pKA69yFU/KMTkefCBbJtF8hsqVSblaG3J7ZtFYA6E8i2rJdsR1wErl+Pxa/0yQ15FqXSHFcsCXdWZGTW+iIXyfdh8pUzIBBFIl/ecMfdVR7IRUaH8OotELPxiYVSH4Fs32os3tpKQiC87SXcB8zdurVt5nnr1q1tdl52gZixtjc+yPfwH6RA6KBmscQrEPHJ8iwo2Zbt8/kP5hdJJ5nOHv9UAYGAPAhkuFAYVj2AWloejWRaH4HM3dqeuzXrFMiwqkC65MEVPedsaTsH5K7nRsF3lofY4cLxrVt1ln+nQHw+o+txqWlo0XzzsCWQuY5P+sHH9QrETBskEPKhOAtKy1V7LE+KqiKL1hdJx6/HdO1kKC0EAjQRiOq17ieQ4aGhoSHFO0UxLTWIzJlpfQSyeGtr+1bDEkjj1q0P8rjdBNItD67oOWtLS0/OW4udj9vhsz/culWrs8g6PDREAtmioOsSCH1GzT+/iwEjtOjsS6YxhoZNgcwGC69W61AOHoFYaYMEwl1BZ8HSzrPT/GAmZnVK+xfJv7kYrp0MpYVAgB4CUb7W/QRSoDcXlO4T1bSsU/jDrEjrIxDWAVKzBMICZ0FNIAWKbh1aiezRk8KiPb9bHcbwsnPb+cAHQvnRkEG1RmlJILN0Pi6BWE/n9uNSHraD+tfnTE9Q38NQQQqkJvqSfKCKUPB34RGI9b1RTWOWUbMLZM7qA6G0J6wOaTuVD5R384ukPhvnuSmQv7QQCNBDIMrX+oAEUqrz6RYngQLZEv8T8WnHKRAaQbS1FRA7C0NyAK2SQI5fsIPx9OQsUlvguc136MLgjqBWMSmQRXKdSyC2x3bbcQtiCJjvgWfNYbE7UiDH29vbbAqGf1cDG8mmLJCtra0XL168kAIRsCMf0+ivbTbOSozC2pqfn3/BxwBbTWuUjgnkFuVLjhZLc/BOQ1oIBORAIKz6MqZ0n6inXeQzCubHAgTCHrJdTVjiuOY8kIDm/+EeBGKFS5mezyQ89qmEDHcTCCmD96TLJqzS8a25rgKRZaYiEEozNGabBxIgUVMgYz0UwZi/QPzngVBladEqN1MgAlFNi+XayUxaCARo1IQ11kcnuuJ90kva+rYMgH4CaVC8dXaiy+N2E0iJ+ggUm7C8AinVZtmkh5r/udWDm7DEadTZP7wTvbR9a8sjEE+1QZbZtpid16EJiwQyZptIGDilhIog+LvoUATUhDXHkE1YNn/YBEI59WnCkvMIa7FeOxlJC4EAfTrRx1K3mOIixS7fiYTHpVqjUXMJRL6NnuAXGYFHrtV6GIXlORabrBFooMBPpX4aasARUZVlvnHrVs0lED5gyT9nHY5s706nGkmj0TAH90ZZBN5O9NlGg3pA2J+3b93a5p/M1OUQCOtEv9VoNMIOLs4dEAhIEn3ngUh4CKS4w35tWAJhDHweiCRUCLQtAjJrZv7DrYZ3GG+vk+ws5/BhV7PWhPRwK2v1PA/kWDSWibOQ5eM/jJd5JFS+cgYEApJEf4HwuFST8XGOtfWnQCAUmns+rG2NrmMz89u3tp0CqYeZPW7WNXiBCYHQicwNRiCyCiLOgk6CXrZPJPxgVSX5LEPQDQgEJIm2AlncbphTIuas51sa3LudqEC25xblEoE9R0BqXaoTYqIHzzxFXptAFlkHSz2ipUxCVGZCCkQOGJYaFIqwL2WybQkEE9HVgEBAkmgrEIq1W3xsKHMBWyBqi9ZWpLjjFkhDrM93fHy81a9AFq1jsb5wV7ikdRq32CKPvT/aU/eAbUSSyDwbDiVX441iMUUqAimQepiDdSkC72KKci0sai6zL8jS8FtMkQstjIBzCAQCkkRbgfDHciuYWouCU3TyCMS7nHt4gXjXMrdFTx7t+TCing/NtWGpRFSfmCWjX86du4rNlul/OXeXQOxdOVIgVHD2tbCEImjZRGtUlikQ+oJRBekKBAKSRFuB1PkuRHIfInNbInrkTVQgsyIe8oz0dk7W4Co+VEoIhA25jX5DqW1HG2D8AmE1k5olEDqtus+GUmItLJrsGeo8cwUEApJEW4FQiFms1+tp3OF2Ma07tNZcBZYa6vV0Flj6gUBAkugsEAByDwQCkgQCAUBjIJCOjF0rb/uUKCdt/m+tveN8Ie1AIABoDATSkbVKpdYlSaHU81FP2u32VflJu33u/duTdrtdLp+3209kSvabJ+VYu90ulHfa7XapXL6uVJg4rlpin/VzXXZRh0AA0BgIhNNeW7smG6yZXNCvlcoa//v5Gk8guNoxd6TdrXh3S9+xoMOUr87b57ZE7UqlckVyWhIvnFwvtZbWWMhfq1Ra5fKS+OBr9ttuhXlhx8pcuXxSqVSekCgqY+XymMzntRCHaZK0A4EAoDEQCGeXR3MKywKK/PLJnkV0FqoZO+2WaZYd+sPSuXPL9JZ1GKrAPGG/r13ZBXJhCeRqTaSlFPzVXT+BPDEP2uKfe8IEQp+wJjI35jZJ2oFAANAYCKSDQK5aso7ANFFp2/UgBFLeWaPfW9c7gQKRBzXrBBT2WYxnr1ztmolP5KtSIG0mizX+m0MgBZacXiIvPZGZ2xVtbjtWBlMNBAKAxkAgHoFcP2HwQC+ardqVypppAKdAyuWrNquf7FrVkF0Or6dcLFUqu0+o1sG6NXi4X+LHpN+uWRWmcLLGHMBfXRNCOGcfes3zQbZoy8xdsRrRDpOJTXVtaZKlSstZK0onEAgAGgOBeARi9Vdb7UC7lQpVQnh/+fk5VSEcD/gnrBWqdV2wv0jRvcTjfs2qcPCulV32Out2IX+wWgP7LP5qW2TjhH2OsAIdyGqXapE6avKgsg2roFkbFgQCgMZAIB0EssTbh1jXQouSmH+y+kAkJU815GKXx3BhDjq0+NsVk8QOP961rWrCrXPOah6sSWyMqeOEp3AKZJdluGX54tzySpkdQYeRvBAIABoDgQQL5Eq0D4l2pWubNLwCKV+ds6atJfPtsolql9c0arbw36LgfsV/361UWmyolvmhJ0wjfPgwU8dYpVLwCGSNHX1XNLKJ6kyZDjemUScIBAKAxkAgHoEssf6LKxa3RaMTq3ycVKxuBY9Axq75SCsrwF+1RC1iidcFrmw1jWs28ndtjSTRsvWul+WrJRqpy1OOlcsXa2wEFwmE5Y397XyNVNUWn2j6Yk18qtm4lW4gEAA0BgIJGIV1ZQvKVHkYcxjAKZCrczaQaqltn3TI+795WtaY5Ggds3B3pwRjjsIS9SI7puyu5UwQa5ZJmoFAANAYCCRYILwHm7ugVSqV5Nhal0C8lQ95RDkeiv1w4ezrMHHXQMIJxKxwXMtP8U2WOiAQADQGAvEO4z0hLpzNQjJ0X7gFMsYqHy1H5YMomR0Wog/EesHJknKkZ8N4WeY610CesB9QAwEAxAwEEtyJzkfb8t4L21Q/p0Coq2ONdONCTvEzpwHSMGC/lRnJTmoDbp2d6E7ssjuhf0voAwEAxAwEEiwQ2Sxkdl5T9cTThNVu+y7YyxchkQ1gF2xQFn3ClTs9fSR12ZfLT5x/KLVd1ZpOAjGb29b4iC3bCIBUA4EAoDEQSId5IC3eZGUuWsUXOqzt7OyQQKz1FP2wJq6PsUVQakvcPjRq1+kF8tLuk7Gd68qSfWFfmsC+dKUqEHMGektUfMxxvekGAgFAYyCQDgLh07svWjIW03IkO+z/YvFDvi6vE9GaJRZANNcqaXFxUE+Ia4bfmLVylj3k0wx157CtTgKRo3dL8mPlXPaUA4EAoDEQSAeB8CDMF04vi26Ma5dA+DKLNsY8jVxytUQW/G3tYJIdNoed6iH2qgl1rjhV00kgctL8iXtCYcqBQADQGAjEsx+IFaP54ui0FYhoW2Kbgjwxd+U47yAQ8WfGVXu31RK7hpTaLU/b0sX5WqvS2nXVGGptNmHdgvYD8Ww9wrEvgbXDPkaPLhAIBACdgUA6sdt9SdsLd4l2O+ZVS7VtqeY/ccSPtqibXMhVec/1aMGCQADQGQikEzGsSHi1xpboVaCkoC/BhejuL5sZ3lX9lISBQADQGAikExdLjoUOI+CkpVo1oG0MVRdkN+sbS8I5J3qsxQuBAKA1EEhHnrSuo92WqVBpKTZLnVSWlDf0ONld4nuvt1vcGztrWmwnBYEAoDUQSGciD8NPlI/4pJe6jzzqhXyTHv6AQADQGQgEJAkEAoDGQCAgSSAQADQGAgFJAoEAoDEQCEgSCAQAjYFAQB4EMlwoDKseAGmRFmkV00IgQBOBqF7rfgIZHhoaGlK8U5AWaZFWNS0EAvQQiPK17ieQAr25oHSfIC3SIq1yWggE6CEQ5WsdAkFapB1UWggE5EAgrPoypnSfIC3SIq1yWggEaNSENdZHJ7rifYK0SIu0ymkhEKBPJ7rStY5hvAAMCggEJAnmgQCgMRAISBIIBACNgUBAkkAgAGgMBAKSBAIBQGMgEJAkEAgAGgOBgCSBQADQGAgEJAkEAoDGQCAgSSAQADQGAgFJAoEAoDEQCEgSCAQAjYFAQJJAIABoDAQCkgQCAUBjIBCQJBAIABoDgYAkgUAA0BgIBCSJ5gKZvT0zXTVSQnV65vYs8hw7Gc7zgATSWF0Zn0hN2YB0UJ0YX1lt5EkgD6aN1DH9AHkeBFnM82AEcnE8nnRBgPQyc3yRE4HMpfQ+GJ9DngdB1vI8IIHMp9CsIE1Mz+dCIPMTRkqZmEeeB0G28jwYgXxdTroEQPoZuci+QOZ5E+5f//v7Zmr4+39/sUxVA6IE8hwNWczzYASyKGpmf/3v7xSVDUgHf8uL1Jj5mnWBzLFnzL9Sdxf8zb6BCd+WCuQ5OrKW58EIZJE3X6WvaEC6LlJj+mvGBcKepP53M4X8j3I2jjzHTbbyPBCBfGUlU4U+QAf+ZvX3mYtMC+RBamOEiBIvkOe4yVKeByMQ1v/xV9JlALSohIxkWiDTab4TqPynkefYyVCeByKQefgDKMEMsp1hgcxSrlNbE/+bcueZNYY8R0128jwQgVyQWatJFwDQpRVrJsMCuZ3uR6m//MoUeY6czOR5IAI5TrVZQeqec7ayK5CZ9LZyy5buGeQ5djKT54EIZDzdZgVpe86Zya5AptP9LPW3X0M38hw5mcnzIATSQAUE9FYFaWRWIDTQ/2aKoeH+yHP8ZCXPgxDIKiogoLcqyGpmBUKZvpliKH/Ic/xkJc+DEMhKupv2QPqaWpchkITISmBDnrMjEOoCQQsW6KENaxwCSYisBDbkOTsCoaY9CAT0IJAJCCQhshLYkOfsCISG9id97kAfDMOoQiAJkZXAhjxnRyBpLxeQLgzDMCCQhMhKYEOeowcCATpgQCDJkZXAhjxHDwQCYmfqSBL6EBBIgmQlsCHP0QOBgNj5XJQ8C3sICCRBshLYkOfogUBA3EyZ/ih+zohAhguFYdUDdE+b9pshK4FNvzwPF/TKc9/3BQQCPFxaAilO3UyLQFSvdT+BDA8NDQ0p3ikKadN+M2QjGGuY5+GhIa3y3P99AYGADi1Y4duwIheI8rXuJ5ACvbmgdJ+opE37zZCJYKxjnguaCaT/+wICAW6ObP4I3YYVuUCUr3UIJBvBWMc8xyKQo6OwzQB+QCBggC1YxeJRFgTCqi9jSveJStq03wyZCMY65jmWJqz98ENZlJqw+rovIBDQqQWrWLy8maImrLE+OtEV7xOVtP3cDFOXn8/OPl+yh8rLu3c/sheP7t69S6a+e/fuXfG4+VG8FLbwe8/zG/npl2YuKF9v2O+cNyKPd+9+vHxjnpH8C+foo3WC9H5BPHl2cMSK9pm9nD8eWefGf7x79+4z+znSX8S5S45i7ER/Jj5ffPIz61V+JVzKz/9oXhvsIc52OcgkH+/evRSH4aXv+BrU8tz3fQGBgIAWrLO+2rBi6UQf038Y75t9Xqz7FDruFov7ZpnTvb9u9jqxb2GwArkr+7yembmgyuiR7YmCApb5y5mMfvQLD3YU1oq2E3xjJt6PJ892LtdFvo5s5Swy9swszX1+Fnfln+gv4hwk3aNw+Dx/tG6pz1axsRJm+aMSuyu+f/7sdlk8u3nz5pn5+9S6yOIZPxJl/UwOnuxeV8EwXjCQFqwzefMfZWEYb7SEvxmOZFxj97yvQD5b38JgBcKydldEIh7ZPrPsBAhERlomnjNP9fXzgAXy0Z5LmxDuBgpk/SgZgfCcsEcEs5Jh+oEyRjWOYnGf1wLvsjM4M8uYXRkugbD3QiAgDXyWT277/bRhQSCB8ePy6OjZ2f5RkEB4eDkbuEDeFIsyP59lsFpnXz/9+oxBGaKYfPTmjfUovV48O5NRl17dZyfI6wF0IbF3volbIBRH1y+Pji7X7968OUXX7sc3R5f7tkqVRyAsfHOBHFEez8R5TsUtkEtTBKLdihX9Z/NS+MhO4NLeBWJdD5/9BEJfGwQCUtSC9UY+0oVrw4JAfDFDM4sF/gK5NL+FgQrkY7FIIfSN2XLF4/+RLdMMGfZk5p8Vi3c/iteO1otFpsabU2aDjGIPcL8COSsW15mlaMwSnQDPkHhw9xcIvcQFIg/R28UeViBnpgjMit6bdZnBu8Xi+tSlWeS8C4QL5KN5ZbgFQueUJYGEX0MJpKMFa99qfwj1ZUIgvnyWYe5mgEDO9lnk+Fgsfh6wQM6KxSMhAsoO62nmYcxfIHShiJN49kykuHTFsMEJhNV17Oci2sxEi5CfQOi/JARCumBl/FlkeYpy+1lWOUjCl2dmuT3jZ3JWXD9jP13KA9gE8nmf2rsyJJCp9TM+CiOINx8/f5YjEFih0e8hx/uASDmzWo77acOCQIIfQM2xMj4CWf/IIt1Z8fOABfKGHPBMZOiMXwAiwpFA3hAsPzJSfxZp94vFI4pdR8KProMWL9lbY8mzq2Ct4pJdH+aAAD+BUJR+k4BAuKUv5Q+8DsfEYCZZt5TNu0Aobx/ZNXJWPLvrEQgdjJ11RgRCDyLrHYaU3bUNl7CNnzB/B4m3YD2zvqZQbVgQiC9T3M9nZoeppwnrGcWCN8XiMwrM4T4kVDBm0WxK5OMjD2Dr/DezY/xSCmTqiPWB3JXikc/PIqa9uSSObJ3o+3ELhK5V8xfej2D+eBkgEAq9CQjkklUlzmTY53lhRcUfulkHjqmCM17qVCWhAj+S4rML5GxqnUYEZEcgz+Rt4l8NEYFJNpdaM9fOopxyCcIgvgv2HCmHpoSJYxCIP0ciGrOHJT+BHFEb1sfiunyoD0OYYMwbTUSdg3d+vLH61J0Csd++H5lHqGWGR2f6h/eePRukQGR9iGGNgZUu8RPIRzrnN5TFAddALovFNyQCWQPh3R/7Zvin8pYVuSMxPIGySuK5ZFeISyD7XP/WEXrMcwo70d/cZZUK32oIfWX7l8+omD6bxr1LXrW1YoLEW7BushHnIduwIJAg2IXPn/BprKZHINRScVa8O2CBUA6OpqZE1YOHWe4GHpw/E+xmNv1xJiPb5dSUCNBnPgI5o3feTU0NZN3qA2GtPwkI5IhL5IhJjBtgamrqs2x2e2O/6Z4JlZBASDyfi59lxdDWiU4dJ+tHVsdJj3lO5Sisqcugagh917JmLMd8fOS1+3VUQdLTgnVTPnqGacOCQDoUspyyR63d7BUx3ImFn37EbwAAIABJREFUBt67+mzAArGtXyPqRnfp62fXgacT/Yw6aPjfrJkeYsAvGfHNpegFHlwnukIfCH+WFbGZ96BTWB64QKhg98+Kn3ktyNYgIy4GKm5zFshHkSUqT35lXNIpuAQyxcQkv6+e85zWYbyiGrIv1xMQ7IvnLjnpki5GURmOdNUX0Dsyjkw5fgsRyCCQTtBNzztSednyICA6HejBa//mgAViW7/mUj4Vy+vAbxTWvnjNmr5H0eyjGac/D1ggzxw15c+2aXisGM2MyAFm5hAsilGDFgi7r55JgZhzS80pK+s0EuujvQuEtzCytq0pX4FM7Rf3aTxcqDyndx6IrIbIBWoY5pxKfhFOyd+dI/FAgi1YZ2zkzBvZCRKiDQsC8Yc/TIk2FjZIyR6imUB4jXywAqEMsVYqEZXo081xQX4CoUyKbnPWRkUXzhRvsppKQiDUDs67VI/e2OaBUAbYSayLf6WzuUDE9T5ogVDb8L7oh+FZJPbNLH1kdVPK5pQUMhMI3Y93b/oKhE6MhmCEynOqJxKKRxTbCCtzjNpn86K7a17EoT4DxLGSu4UtfKgCgfjysbj+8c0Ra8Oie32fz56me0R2p74RHSKDFQjFVb6+ozUg15wMbc1Ep7gl8spbWeQDvVQFndjZ5dERLUX1zD4Tvev07n4nElLG958dHV3urx/xwW4fj45oKBvPH1v7iuapixgjBMJb4AYtEPHpXCCy20kMqeC9NVSuIn+84HiTIC9VX4FwF2ZNIEcf9701kDPbPFc+1kP02YYLVSA6Phb96T2SQSB+2HoMzIl3HP70zLtH78qK+eAEwhe9kjM3zJwduZq36D61LQHy0RIPxTZaQ0RUYUUws53vUcwCseXyzPHBvDOEGoUEb2wC4e8auEDeiO+ZSlLMuZH9NOJX0VEsu0CEQD6yxn9/gYh2sTB5TqtAxHgTdx8InenZ5TMerPhMHt5ypTTcD8TIWYBAem/DgkB8YY/ELMgdOdeu5Q0VXCBHNGNvoAKxlk+UI3FZXVQ8zvkKhD8HmuJhK3Cwtd3NtFODFYj5yX6r8d68+UwaxJyCw8I2y+HABXKTzaxkArFa+Vi7JgXHN1ZzzGeZfy4QdmUECIR9IRkSyJFf94dtogzdNey6gkDS3oJVDFExhED8oW0q1s1NK2igydn6/pl8xLJtRkG7bAxMIEfO3SboX9qAQuTS2g+EjV8Sr9M+FJfOLS34+ld3z/b3zz7ydanUN9noWyCiLD+Lh52py8/762bBstaQs/31M9tp8oR0niKF2GBDnRB5fmb7jEsqPLPc+BYg5jYgfNePdamEj7a9Prz7gYjT730/kBTPA/GtfHBowDI1/vIREmjCSn0LVrH3Z2EIJEEiCMYDB3n24U34WmgWZqJ7Kx9mgo93L49YncsazYtO9NSMwXpmchm2DQsCSRAE44zkmW8mlT+BXAZWPuyIGodccdkyCUiGN65mY7tTej0WBJIgCMYZybPZBZIzgUytnynsyiI7P+QMdPda0CChFqw3Pq/1WpOGQBIEwTgjef6o0KmRRYF02w+EaYKN+LPPQJe/g4Q4E2MbutVKVIBAEgTBeDBkJc+67Uh4WTx79oYN0jL7PvafsdlUaMFKkDe+rtgP14YFgSRIVgIb8pxTgbx55sFWFbM2sBfLuVuDf1ABSVkL1k1zqbcevxoIJEGyEtiQ55wKxFpf0uSuexSvfXkTOVMJPSBJsu/TghW6DQsCSZCsBDbkOXoyIJCbN1nz1dnHKecLfLsBkAkMCCQ5shLYkOecCuTojQdXC8jUkeeFiAoIpIJMC2Qi/UFiAnmOn6zkWbdOdJB9jCwLZNowjL9vppa/DcOYRp5jJzN57gMIBMRCpgUyYxjG/26mlv8ZhjGDPMdOZvLcBxAIiIVMC4Tumr9uppa//MoUeY6czOS5z1sBAgGRk2mBzBppbqegVgpjFnmOm+zkuQ8gEBALmRYIa+j+K80PmT7N3MhzxGQoz+GBQEAsZFsgD4z0tnRTK7fxAnmOmyzlOTwQCIiFbAukNJ7aKMFixDjyHDfZynNoIBAQCxkXyBwN9zf+Sl1b99/URmFMzCHP8ZK1PIcGAgGxkHGBlOarlHPjr/+lKE78/T8WIozqPPIcJ1nMc1ggEBALWRdIaZ49Z6aRicAYgTxHSbbyHBIIBMRC5gVSmmNt3eljvEMbBfIcHVnLczggEBAL2RdIqfSCRmymjOkuY2yQ52jIYp5jFQg168UTakAWMQyjmiKBDBcKw6oH6CHt7MjMNG/wTgET0zO3u80RGy4UZm9rlGfxXWiTZ9u1o0We+74vlAVCrXop6hMC6eZvumijFYjqte4nkOGhoaEhxTsFaZEWaVXTKguEGvUgENCDQMYjFYjyte4nkAK9uaB0nyAt0iKtclplgaykdXIMSOuUpeVIBaJ8rUMgSIu0qRPIappXeAFp4y/DMFbTIxBWfRlTuk+QFmmRVjmtskAalBBtWEB90c9GpAJRvtaDOtEV7xOkRVqkVU6rLJAybZSCKghQroDMlCPvRB9L1zBeAPKOukCOUQUBvVRAjiMWiCoQCADpE8gFzYypwiCgK3/T8PfpCwgEgIyjLpDyPCVFIxboClu2bVvpooJAAMiHQMojzCCogwCFVaNH1K4pCASAnAjkgvrR0YoFurdfGTNKDVgQCAC5EUj5K18gDJUQ0Ln6YUx/VbykIBAA8iKQ8ldWB2FbpUAiwMXfctMaY0bVHxAIAPkRSPmC9YMA0IkRxfYrCASAXAmkXN4WlRAA/JlWG38FgQCQP4GUy1tQCAhk5li9+gGBAJA7gZTLjdXl8YnU7JUC0kF1Ynx5VWX9qwwJJFWbBsVHVWGrKpRGmktDMc8DEggAEaG1QB6kcNvS+Jh+gNLQuzS65TkMEAhIEo0FMkd7rOWK8TmUht6l0SnP4YBAQJLoK5B52uQ5Z0zMozT0Lo3gPIcEAgFJoq1A5lnzdnXy5eP9YubZf/xykp9vQPxBaaS8NLrmOSwQCEgSXQUyx54xJx8Xc8PjPfYE69sGgtLQoTQ65Tk0EAhIEl0Fwtq4HxVzxSM653GUhr6lEZzn0EAgIEk0FciD1MaI2OPPC5SGvqURlOfwQCAgSTQVCI3RnCzmDmoDmUZpaFwaAXkODwQCkkRPgcxSb2Tq2rjj5zH1w3rmo6E09CkN/zz3AQQCkkRPgdxO80NmnEz6fVsoDY1KwzfPfd4KEAhICj0FQqvBvSzmkJe02hlKQ+PS8M1zH0AgIEn0FAg1c6e2lSJOHvs1oaM0NCoN3zz3AQQCkkRPgdBA/9TMERsk+zSRAKWhcWn45rkPIBCQJHoKhDJdzCV05igNnUvDL899AIGAJIFA9ELHkBkfOpYGBAIyxCgEohU6hsz40LE00iCQxuoKNpQCLqoT4ys52VCKMl3MJXTmKA2dS8MvzwMVyMVxSte6B2kgF1vaUqaTDgTJQGeO0tC5NPzyPEiBzKdwpy2QJqbnIZDMQmeO0tC5NPzyPDiBfF1OMDIBTRhRr4RAIHpBZ47S0Lk0/PI8MIEsitarvUcbB+tJlwRIF+sHG4/YjgOGMfMVAskmOobM+NCxNJIUyCJvvkrfVikgLTymtXYMY1rVIBCIXugYMuNDx9JIUCBfWf1jYSPpIgBpZmOB1UEUW7EgEL3QMWTGh46lkaBAWP/HXoqn6YM0cMDasUYgkCyiY8iMDx1LIzmBzDN/oOsDdGGdGWQbAskgOobM+NCxNBITyAV1gCyg/gG6ckCtWDMQSJIcxHNYHUNmfGWjY2kkJpBjSon+D6DABl0rW2kSyHChMKx6gO5p0x4kaO/SeA6rY8h0czAZX2kMF9JeGs48931fqAtkPN07bYE0sadaBelBIKrXup9AhoeGhoYU7xSFtJEHiY2nzYWFvZesfXhycvIRe/Hh5OTkOg1sm5x8ypMdTE5O0j1ILz0sFouPJiXuLYw2YtqTIi6BbEw2FxbYOdHpsdJ4JCoK9/k587OmJ1izPB6xH+jvJuus1OjcrdfcT733F9bjKo3hoaEeSmP//t7CQvMp+6ZeTk5OsuaddfHdPhXnIb5mOomn/MQ3rFNj76SDeE5SLc/93xfKAmlQQozfBcrb1hiNSAWifK37CaRAby4o3ScqaaMWyCMxA5ONcFyQD2r06rqozvE77z4tOSZqePeFpznCMCZPDS4hPQSyzwd/iyE6sjSq3IqThrHAfqCzptBKq/Ax1UwaRpNv0mr8999/7D3rrIxEMQrcct3j746jNAq9CISPVzSM6iNx0gdyww76bpvmt7pfFSfRZOdbfGieWbVY3JfXANdPj3nu/75QFsgqfb3hixrki6ZhGKuRCkT5WtdPILTNqIgCQQJ5ZJaqmkAWWKjRRCDrdF6ch+Q+k/uBAmm6BCJREMiBt7QSEci+mcPqQYBAeFWJXR5BArHO/mG6BbJiXsUAdIXuh+X0CIRVX8aU7hOVtBELZIGeth9vPK0214MEwkLogeEVyMJLhqsFYyOu5oJYBEJBcOH+441JijAUHquPNjbII9XHQQJhAZULZOPly5dkjUkqh6JdIE1eNq4+8/vyeAk3YdHXO7nx+GWTnZSvQLgU9nwE8pSfGqvqNx8+frinLEVHnvu/L5QFQl0g6EIHitDNPh6pQJSv9aBOdMX7RCVttAKhkMGU8ZjFfF+BsHvvkZ9AfA/5NK7HvTgEQkFwgQXPDREuWdyks30aKBB6OOcCkWoV52sTiH+LyV50kayvTnTSJj0wrLPM+AuELoSDqo9AZHXjpfx5Yz1Unvu+L5QFQlv9xjQ0EGSPA9p6OVKBKF/r2g3j3TcDaDFAIE3+UtNYWFATCLWONHURyFN7+wtdODzwry/ws/MTyCQ7/1ACYdW4pykojUlH65qfQJpGdZ+dULOjQGikRX957gNlgZAGMYkQKLJOz8rRCkQV7QTCuzb4YBx/gewtGNV1elJ/2qUG8tBq+ZdEu/RQHAJpGnR2goey64OL5cBfIA/ZlLTeBPLIuwVe83GCpUEZNcTIO3+BPGU/7RkLk4ECYaNVFuSAtbB5HoRAIr5nQMYxDMOAQNQQvaLNl4E1kKcUQeh/HoFU94j7znVkbOxF22wQh0Cot8IRVh86VOArkEkSRjeBLLCyeege9WTydD3J0hBDBxaeHgQJ5CU5kPr89zwCabJTE5Y1jKr6ArcQCNABAwJRR1Yc2ChWH4EsbNBrTaP5MGAUlq1JRg6C5YHFNEuKBeIY30nZ33C4xE8gLzdo7NLTLgLhvPSOFuaR+2HCpSFlzzLiJ5CHTcM4uG8YZD7fUViU/qmoWKl2eUEgIC4OHts46G/VGgikF9Yf8Xi3Z297oZjC42a12DSqjw3jkYJA7A/a/TbRDEYg1YAaiHCJQyCkhiqdPFVBHvUokGLxZTXSqlm/pbHBv0AabOZbA7lvGPf3jIViJ4EUHwuFKD4rQCAgLiZdVfzm5MPQlXwIpEfocZONvW1Kgdg6PCi+7BnGgbcJa+Eh4RCFObcshpVP4xCI6Cz39IHQ5XhgFgP/kxDII2r8X6Du5U4CabKycYjisfTK03SUBo/+NJ9eDrymUxG2uH9Qpf7zR6zO5RTII3Zq4iD77PFDcWwyBAIGJRCDphmEPBYE0jNiWI7ZMy6a+JlA2NihPRp0ozAKS87Li2HibxwCmew8CuuRDK0UYw+kQOhdIUZhsVndvbT4xF4a9F3u2XrGpSZJIPyOfOwjkIc+y5eqPS5AIGCAAjHCPqpBIOoc8GUoxJj+pyKC0Pj/SSkQ1lr1Uk0gbGQOaxo50EIgrFOYl8Bjn3kg7IGbXmiKs+UCeVw1qr0LxJz030y+NJ5yC1RZRukMJuVNuC8Fwoqm2EkgL/lpU6lBICCFAjHCPatBIMqsN42FRxuPWU/6AbfDwsPHrEnroSkQUse+mkBYN7o5fTn9AmE1piZNxafpMHwmOv0iDEg1kSqbpy6eZrhA+PijXgVCB6mysnmcdGncN4zJh/y0Hsm1rx4/prNi+WYCoXO/30kgG1Uqucf31ZUIgYDBCqQa6jkWAlHGNm7KfAa1PSZzgaxX6Y9KAqEn9Q02smtPD4E8trq2J71rYfEJE7ZLUQiEzdDuUSDrVGl5XLwvDpFkafAJ5gw2i9TqGuej0JhAik/ZXMJggViriIVaC6t/IBBgIiIXGz7ftMbyhBoKCoEos26GTD6n+EBGhYXHlkCKG9QbrCKQA7Ey68EeCz4aCMTq2m4eeFfjtYxaNdt8WPR/1LtAXorJHxvRLDbZV2mYkz7FVM9HzvuNC+TgoRg2EDSRsNnrgG0IBMTFpO0x2HaBh9oFBgLpgcdPm9WquR1Gcf0+TT1vPto3t8GQCTe8+4F4DvbIjCWPom/Dikcg/IwX9l7aiqPJJ9gxHu4t2F4QJ1/cd26UIt5s2w/EW8mYlJM/9iejaMPqrzTopKsLTXMa+cbkAl0FYhbMU3GWLNue/UCs5QUe0rvEpiJh89wHEAgIEIjZGRuqIQQCSQpbcNmIat3yuAUyINZtkz9e3s9naUAgYEACKYrqMQTi+Yg03wz2wTiRTwTRMWQGFMd6PksDAgGDEsge/z3UYywEkkl0DJnxoWNpQCBgQALZF+NEQi3nCoFkEh1DZnzoWBp6CARbT+kvkHXxa7ixoBBIJtExZMaHjqWhhUAOui1Rf/Bor9m0RhkUHz/da07ej3zQIegJboz/9miZnZdieT8+srJ3IJBMomPIjA8dS0MLgbAhzTY/uJGLYrLlq60h0NHufQMimEhYDbtnAgSSSXQMmfGhY2loIZCX/Ok1qBpiTbrcc041tW3sCdIgkEehvxAIJJPoGDLjQ8fS0EIgNL2FVTKqtkHpFjQ89NHjjaZt1Thj8hFbDCbCkgJR1EDUtzpzAoFkEh1DZnzoWBqaCIS6OXg1pOnp2lgXVQ+aqHbfWnaTliSOYf1Q0N9aWCE3tcu0QCbEiqm5g3Y7mkBpaFwavnlO6zDegGqIuXKxWNSGqh4kjqexrB8Kel4L6ynDXKct1HeSaYFMR7Saq3bQM980SkPj0vDNc3rngfhXQ6qGsbBu7r1F/yzIrpFQ6y6BWOaBbIhxWKGqhZkWyExeH3VoO40ZlIbGpeGb5zRPJJSzCfjKohx6ae+AzmVh39ySi8sxkn1eQDQz0TdkV3qIY2VaILfz+qgz6fdtoTQ0Kg3fPKdXII+f8qfYvZfr7g0Yq08X+PrMZsXDrIqAdAikKFqxwlg90wKZNdLdThEXbOOOWZSGvqXhn+eUCmT9JV9MqepZa1g2jryUlapJ2b9Dux2AtAhkT9QeQxwr0wJhDd0x7Diedvb8G9BRGtqURkCe0ygQWfloOiofzq0m2MxBmgUCgaS5BlINcaxsC+RB2JY9rWHzfV+gNPQtjaA8p04g6w9l5cNvHsgjw1jgtZPqBpqw0iuQh6IPBDUQD+MpjhKxRp9xlIa+pRGc55QJ5H7QFBCzb/alaMdqohM9pQLZ33gkd20OUyHPuEDmaLi/sZfatu7oecye+CbmUBq6lkanPKdwLSz/SejEpGFU12WHzgGreDBvYBhvOgRSZchZICFHJWZcIKV5McXp5eMUzxqLiv3HL/m1UZ1HaWhZGl3znLLVeKsBlQ+G2BueB6yHxSLNQN8X2olgn0kQ6Ux0w2iGWU8x6wIpzbPnzHwxERh9UBp6lEZwntPVB9Kx+rYnhMGGBGzwGej3i8V16rJNXb0vT0z6XnPUT9U7mRdIaY61deeJ8Q6tHygNHUqjU5712ZHwqVjIncbvkkmo76P6coNNL4zoI0BkAlkIXpW/E9kXSKn0gkZs5obpLqN3UBppL41ueU6PQB7e92ALQ2z13WpzwRysYAUubAiSutV4D8IdKw8CKZVmb89M23uLMsrE9MxthdlnKI3UloZintMiEJ9IZO8df2iWqxjwI9ftQw9Iokw6vrHqQnPyPvYDAQCkSyDFAzbJsLonqyXrbM3FZrjGEpBGDAgEgMwTj0A2HnpwN04dPD5wDO45eBxy71SQSgwIBIDMk0QnOsgBRroEMlwoDKseAGmRFmkV00IgQBOBqF7rfgIZHhoaGlK8U5AWaZFWNS0EAvQQiPK17ieQAr25oHSfIC3SIq1yWggE6CEQ5WsdAkFapB1UWggE5EAgrPoypnSfIC3SIq1yWggEaNSENdZHJ7rifYK0SIu0ymkhEKBPJ7rStY5hvAAMCggE5GEYLwAgBiAQEAsQCADZBwIBsQCBAJB9IBAQCxAIANkHAgGxAIEAkH2UBUIrsGO5Q6DIOq22DIEAkG2UBUK7/IbeHALkjQPaxCb7AknVpkFVDTc6Qp5TlecYBUKb/GK/QKDIBm3AnHWBPEjjtqUPkOdBkMU8xyqQFbn/LADdeWQYxnK2BTJHz1QpZHwOeR4EWctzzAJZNQxjTyFyAFAsFmmT4tVMC2SeGnVTycQ88jwIspXnuAXSoISPk45LQA8e09XSyLJA5lnzdvXLr283UsO3X194ruazlmej+e8/v6WGf/6l56Ns5Tl2gZRn3BubAxDEpGEYM+UMC2SOPWN+SVEk5nz7wp4z5zKV5/+aKYrEnH+a2crzAARyTCnRjQ4Uu9CN4ywLhLVx/7yRQn5SzsYzled/f0sh/2YqzwMQyAUNK1jASF7QlYMFGvJxkWGBPEhtLBbR+EWG8pzKWCyicUbyPAiBlOcp6R4mE4IurO/RlbJdzrBA6GHqy42UQi1C09nJc/O3lNLMTp4HIpDyCDMI6iCgIwfMHyPlDAtklnojU9eXIPlGfbizWcmzkbq+BMk/RlbyPCCBXFA/urGAfhDQgQ1qvzJmLrIskNtpfpjnj/O3s5Ln1D7M88f5TOR5QAIpf+WzK/cwmhcE8JjGXxnG9NdylgVCT1K/bqSWX2TwrOQ5pb0JskchE3kelEDKX1kdxDCajzYO0BkCHKwfPHzEx5obM6r+0FQg9CCV2tagGze++TV065rn1LYG8fagTOR5YAIpX7B+EAA6MaLYfqWtQGig/40UQ8P9s5Ln31JMVvI8OIGUy9uiEgKAP9Nq4690Fghl+kaKofxlJc+/pZis5HmQAimXt6AQEMjMsXr1AwKJCcpfVvL8W4rJSp4HK5ByubG6PD6RmqXuQTqoTowvr6qsfwWBxA3lLyt5/i3FZCXPgxYIABEBgcQBBDIYspLnPoBAQJJAIHEAgQyGrOS5DyAQkCQQSBxAIIMhK3nuAwgEJAkEEgcQyGDISp77AAIBSQKBxAEEMhiykuc+gEBAkkAgcQCBDIas5LkPIBCQJBBIHEAggyEree4DCAQkCQQSBxDIYMhKnvsAAgFJAoHEAQQyGLKS5z6AQECSQCBxAIF04/nzKI4CgUAgIFEgkDiAQLrwqViMwiAQCAQCEiXvAvn15QttE/jti8m39Arky5cvP2/cuPHDzCv9duPXl9OJ5pcfceVZMS7eu3fvXov/uHTv3j2mh0/iB/rbvaWlT1bqVnGd/ft86d6ff/65JGRC6VnST30EY6U8t+w5Yzy3//Lpt9+eu/Iif22Z4nu+9Kct7y3P33vIcx9AICBJ8i4Q2slVbKckSLFAJvimuD/NvJ7euPFN7CHW93a5/QnkE21pdk/EWvljq8grGuaWZ0sy+T2RQO6Kx/9A6Tl/qtVPQud5yZWzYvHTb79ZW/R9EifE88IUYv5xXWrS+bv8tVjk8uwpz30AgYAkgUA0F4j0h1H9kaRAePx8bgqE/egWiKmY3/5kyrCEYQlHRu30CKS4TiltG8C2nMLg9lvynqR6nvsAAgF5EMhwoTCseoDuaWMRyJdfjBtaCOQny+uPGz8o4z++/Wr2vd96fwL5s7h+T4RWLpB7ToHc+9S6Z1U1nrMY/ZyC8r1Pn5bo308ifevTp9afMkp3w5vn4UKvArnXYjxnjvjT/IUEsvSJ55oyvc6y+mlJyI3+vL7Ef1+nvNMPn0TeP6nnue/7AgIBmghE9Vr3E8jw0NDQkOKdopA2FoGwDoVoiF8gsrrxU9aZku0D+VQs3luSz97MFBRFbQKhGPxpXTzNiy6QJSmUTyIqt0TwJbPcCyWQ4aGhXgViNqsxR9jPiEvsT543+Ufxznvyz5Tne7YjPnccslue+78vQm4otYINpYCL6sT4SowbSilf634CKdCbC0r3iUpayvSNSMiCQH7GmmeVQE7hc+lTUfSM3ysW6T+PQFiQbVldIH/KN7Bw/NwSCP0lnEAK0QvknlMg/JxIcaKVTZyFPKLzkN3y3P990btALo7H3aEDgNi3tFW+1iGQAQqEmrCM5q8Y86wSyCmKfqIYy8L/vWJxib3gFoj5dM66QOg3EbBZ25WzBtIxCPsGY3Ht9CWQPz8Rz101kHs2gZDrRAOXdahP1hHN96VVIPPTZqwAwIfp+fQJhFVfxpTuE5W0lOnIBXLaJL7pIZAmG8YrTsAwqv2PPg7Ks0ogf86ewnm1gwukRU/on9xhWiiDd4HYgvAnm0CeP++jDyREE9afcuCu1U/+SWbp+fNP9j6Q589lH4gwHiGsx44o8q7eB9L/fdGjQL4u+4UMAOyMXMTVhDXWRye64n2ikpYyfSOeUViaCIRxKs+AFJJkJ/qSjKqsSYqJ5E/qD3cLRDzG82mELoEsRTIKq/dOdMsZHoHIvLhGYYneHaEJ4ZKQo7D6vi96E8iiaL1q/vwRyYUOssS3Hz/FoM6Zr9ELRPla13sYr3YCufHjC+8OTXAY75/F4tLz559EVGUCoSpIUA1kyRzI5K2BKM2l8A/GPeQ5SCDrZnXENg+E5WXdMS3Evwai4o9Eh/Eu8uarSCbLgkzyjT+QTqsaBPNArGG8P4gbegjklz2z335W+59J2IdAnjvnRPBuZ6qCuAQilcFngfj3gfx5zxyrNRiB3DO7PTyd6H/eowYpnhdmlz/dZ2IdaknmvVvdKUGBfGX1j9NornGQUX6csjqIYisWBKJ3J7qCgMeDAAAgAElEQVTg24RhTCQmEFfTExdIq1ikeOo3CsvqnvYbhWULzoMQSMdRWJbk+B8py2ywbsAoLHOcWW95HpBAlqNYsQBknW+sHWsEAsmFQMTMx1PZoBV5nhXiOBmDmn5EB7IY+Eq/+c4DkSspBs0DsR77ExcIU5tcykQMTGZvCJoHIg3TW54HI5B5+AMowQyyDYHkQCA/aAb9t28/k2zCMkfnih+EQHgvgs9MdN4FImaiL316zlbEkj0LYnjWvWQEImaii0y0bFUNYRcpN8dM9OfWEU3D9JTngQjkgjpA+nzKALngG7VizUAgORDIhJH8WljWkCQ+a1sIxFoTyzVASayk6L8WluiF7zwUNjaBWD05cj6HbJSyBpBZM9Jt/T7mEbtWQRITyHEEIy1APvhB18oWBJJ9gfAer2SH8d5z9WVIgbAqiM9qvOtmN4HParxyBNSfKREIVUHICPaJhJ8cBrFW45ULSN5LpUCoBx0NWEA5LipVQfIuENt+IJEsozio/UCsgZi/vpxWq6c/E5xISNtgWBt6fKL9QJYcG4PIrTJEIlsPx/OlP9fX/2TjZm37h7A3qlRBotgPxOrztvYDobYrmQVKSh074qQoj0u2vNv3AzHz/jyFAmlENkgdZJ9vdLWorIuVd4HEQ0wCiZV+5oH0hOwCiYCB5TlCkhLIKs0fTPoiAzr1o69CIAkBgXTA7ALpHwhEXSAr0bbSgmzz0zCMZQgkISCQDlhdIH0DgagLhLpA0IUOeuhGH4dAEgICCeZ55y6CnoBA1AVC4/XQBQJ66ASZgEASAgIZDFnJ8yAEQqvdJH2NAX0wDKMKgSQEBDIYspLnQQgk7dcfSBeGYRgQSEJAIIMhK3nuAwgExAIEkiAQyGDISp77AAIBfvz49fPnz1997PoCgSQIBDIYspLnPoBAgIcfX8wljkJPMc60QKh4bqQYGsGQlTz/lmKykuc+gECAix9iW0FBNdzsn0wLZDrdQxJpCNx0VvL8z2+p5Z+s5LkPIBDgxNyw1OQ0TNzJtEBmaE++G6nlF61ElpU8//tbavk3K3nuAwgEOPhi/OcxyEQIg2RaILfTvbDoF78y1TTP/zV/Sy3NrOS5z1sBAgESvqW5pw5yo2cyLZBZI83tQd9oztZsZvKc2vagf+hZKxN57gMIBLgaEszOD7qnBb0/umZaIKyh+0uaHwKmM5Pn9D7ON7OT5/BAIMCG3B7I+ELrnn37Zf7e86NrtgXywEjv2qKsE+tFdvL8X0p7FP6lh/mM5Dk8EAjw6UD/5W7S6jnwZFsgpfHURmP2HY5nKs//prU3Ojt5Dg0EAixkhcM2WmdB9KPf6JGMC2SOzZSxbcyXEr4x40/MZSvPzdT1KfzTzFaeQwOBAOdW5q6Nw2SvSK9hJ+MCKc2zHqLql18pisfffvEKY3U+W3n+77//mv+mKB7/828zc3kOCwQCPC1Yv9yb04aYQpB1gZTmzdn6aWNiPnt59o4tT55s5TldAsHWUzryhV9kVceL3zi9HivzAinNsbbu9DHeoY0CeY6OrOU5TQL51nENJVqnz4Qn+/bzS/NLKvv3ctgF0oziWNkXSKn0gkbGpozpLmNskOdoyGKe0yOQn+ZIUD8cay39sLWdnKLikihV/jVEMlkgDwIplWZvz0zbpssky8T0zG2FOWLIc59kOM9pEYiYPxBQDbEL5L8f9tGjYdbMAJFhcCKpCeZDIADkm7g60X98ESM+fnQWCCmDLWPw5edpmmfK5gIDAgEApGIU1jdmhE47SnwxjKqogPz388aNbxOGUUUVJEEMXimEQAAAyQ/j7VQN4bMOfsoayTfRkpXiBaezT5UbBH0gAIA0zAOR1ZCmjxhOxSqvNNPgVM5ZQxtWgpxygWAUFgAgJRMJvwTsSmTWN35Ib3yLKniBCOeBhAQCASD7xF4DmQiqgUzIbSbMiodZFQEpmol+ysFMdADAQAUilrmZ8OtGJ23w3lqr5SrMon0gOr5ldy2s4UJhWPUASIu0SKuYNs5RWIGVD+KLGZQcAomk+QT0uRqvNQ6Lhsaxh4AbiQtE9Vr3E8jw0NDQkOKdgrRIi7SqaeMSiFxjM2g6uq25Ck1Y6duQ8Kd44VszNfuBKF/rfgIp0JsLSvcJ0iIt0iqnjWkmesfKh2vEFTrR08OpNEjz17dv336ISmSY+TmRC0T5WodAkBZpB5U2vrWwAisfjC/WU61Z8TBNApLeEcRN73ML0yUQVn0ZU7pPkBZpkVY5bUyr8Va7jdqhphGZ5FR0fZB2sCJvsvz0uIPmpofQeuQCUb7WgzrRFe8TpEVapFVOG1MfSNcWD2ob+WGrjfwS7SdYyiRhvvgIJEy7YuQCUb7WMYwXgEGR1I6Ehk0W1IZV/fWDQhdasFJYB/lyIxUCUQUCAUBvgfz45eGHd8bBN+9TLzYESZ5vzkpIz1MIORAIANknHoF8YZvK23E9xrLOWutXOVgUSymmgh9f5Gis6pewXwkEAkD2iU0gndtBfjSbTXvL+s8FampH/SM1fKNK5I8+vhAIBIDsE1MTlg/dIha6zzOFAYEAkHmS6kQHGceAQADIPBAIiAUIBIDsA4GAWIBAAMg+EAiIBQgEgOwDgYBYgEAAyD4QCIgFCASA7AOBgFiAQADIPhAIiAUIBIDsA4GAWIBAAMg+EAiIBQgEgOwDgYBYgEAAyD4QCIgFCASA7KMskCoEAnqA1oKHQADINsoCoT1osWAuUIR2DJuAQADINsoCGcd+gUAd2jFsPD8CWZx9cOd3AFLHnQezi6kQyIphGD97iCDgRt53Vl/OiUBmR+jpCoCUMj4ym7xAVmnLwKTDEtCFpmEYq3kQSG11Oun4AEA3pldrCQukQQnRCQKUu0CMRg4E8kLuHg9Aqjl9kaxAyjOejc0BCOCLYRgz5cwLpE4NuwBowUo9UYEcU0p0owPFLnTjOPMCmUf1A2jE6XySArmgtt5TNGKBrnyjwDp9kXWBvKC5UQBoQ/VFggIpz1NS9KMDpR50Y7uccYG8SDgaANAzLxIUSHmE0jZRBwEd+cb8MVLOuEDmUf8A2lHdTlAgF9SPbpyiHwR04AfrGJi5yLhA6uj/ABpyWk9OIOWvfMj7F1RCQADfaPyVYUx/LWdcIBh/BbRkJUGBlL+yOohhNH/+gESAi28/frLWK8OYUfWHtgJBBwjQlBcJCqR8wfpBAOjEiGL7lb4CqaEBC2jKdC1BgZTL26ISAoA/02rjr7QWCC3sA4CWrCYqkHJ5CwoBgcwcq1c/9BUI1r8C2jKdsEDK5cbq8vgERjECB9WJ8eVVlfWv9BfIrPPMAdCJ2aQFAkBE6CkQ9AQCjRmJ8FaAQECS6CkQ7P8BNGY8wlsBAgF5EMhwoTCseoCuaReTjgAAhOM/9v/F6O4LCARoIhDVa91PIMNDQ0NDindK97ToAgHZ6ATp/76AQIAeAlG+1v0EUqA3F5TuE4W0D5IOAAD0w4Po7gsIBOghEOVrPX6B3Ek6AAAQyUwQCATozehgBMKqL2NK94lC2t+TDgAA9MPv0d0XEAjQqAlrrI9OdMX7RCEtu2kA0JXb0d0XEAjQpxN9LB3DeCEQoDURDnuEQECSaDkPBAIBWgOBgIwwGvH1DIEA0A0IBGSE0YivZwgEgG5AICAjjEZ8PUMgAHQDAgEZYTTi6xkCAaAbEAjICKMRX88QCADdgEBARhiN+HqGQABIu0AaqyvYUAq4qE6Mr+RjQykIBGhNogK5OMZuCCDXW9pCIEBrkhTIPLaDBh2ZnodAAEgxyQnk63LS5w7Sz4h6JQQCASA3AlkUrVcL//7zz28AOPjnn38X+PUx8xUCASCtJCWQRd589S/kAQL45192iUyrGgQCASAnAvnK6h8L0AfowD9seN6MYisWBAJATgRC/R//NZMOUCDl/MPasUYgEADSSTICmaek8AfoCjPINgTioFqtVgP/MPBJVXF+ZnVhYWEh1rPr7aALzWZT5ieJsk4fiQjkgjpAFrpHDwCq1IgFgQhePnz4sGqsF4tFM6za2SgWi5PGwFh4+fLlU/ahzZg+Ya9YLBblL/eLxeL9qD/habFYfOinEl+zvCwWi4+srO07/9qcnJzcM/JFIgI5ppTo/wAK/EPXyhYEwtkvFouWQCafPn26EI9AqgcevAdusuDbp0AeF700+xXIgg9VywsSh0Ami8XihtMV93sSyH+PvE7JPIkIhHrQ/1WJHgA0VasgGRXI3qRJ1SUQir38ibfaZNALrjhf3Xv69Omkb33Fk2zPSlb1RnV2YEomaaoIhOVL/muy0F0gey9fvnz5kH6jH14u9CSQA5+DPmX5d5+RqkAmNwg67gH7adKnBkIZLOasWSsJgTQoISogQL0K0sivQO7b42qQQBZccV6ycJ/SUmTs2LSy8JInW3/Y7CIQW26KTxUEwo5z4PGEeIrvJJCnnpciF8ieRyCPrQqLSyCP3EfzEQiVhPhCckMSAlk1jP/QAwIUoVC5CoGEEUjTFkg7hN5JYRlSyKQt8Ft1n434BMJrWCI+P5RVrYEIZMEjEBe9CYSKo1h8aeSKJASyghYsoA7NJ1zOt0D2Dw7WQwhk4cATQP1wBNX1phX4rYamh6ZA/t/e2f6krnR9eHwJ8IHN7S4Hw0tFcG8gGgx6q2Gb3KiR+M0P+4k7UaIfd47//3/wZK2ZttM3aGuhFH5Xcs5RHNrS066LWWtmeisP5ZSKIqkIxGW6U+f7+/j8/PycU1j0w3m8FJbKlPEnu9DTZl1lxEt1WFEF8jm+dHPsE4ihPuIKRzFsqUCoBIIMFoiRw6put0AOZQgPF4iqDXuK6Pyt+fT8/pLD82lYdp4D3+3l/Tlt3RqSFCIQK+ZyaI0tkBsLt8y6l/SJbjkD9OTa1KF1GMf39/dnsUdh8dvZExqfn5/yrHJfIWoPhD/M4fnF2cX5mE8kCeT0/PzcOt7umacTtx1kIZAaBALiCaQGgcwViBFYRGdvHNtdkZDAxpmXG47SbBDDDvzHdkHAJZBLK/jGFkhALf/48FJG3tOx6jDdnN/LEK0q2dx1sjJI8QQitxzwubv0STl59hSxBkINrA7dzVjrtx3qf7znf1PFf1vIQiB0dcQIIGDLEUIYEEj8FBa/KIPj/Zwc1tjpEnDGqDuviG4d0UVaArFSW7djIViAjNreMRdnbrtzBHJof0Y/qoxC7/dAdrjhs7kfeRjvoTvPpwnEOL6UR36pHHz6tHjc24aQhUCoXdZBCeQHIYSAQGIL5LNLY23HTvALLYLYnNmZrnkCodB6ZkXnrwpEbuYX1TiEMOQ3eMsIXSWUs664V7WXOALhsQG3VvdKh3V0GCCQW2eQsjdhZtCWzu4P7+mgzpRAbm5uDsX9qVbZscct3GzHeF4IBKw7AgLRBfKLQ1SEHsineyOLB5jee2ogIQKhQ7lNSyDG6f7NEw+7kr+Oz89O1ZFyh+SWPvLtPTU4jyUQgy1xwZ2YX+4sFv/lSQQIxIO+N+pu/aLDMGiLhjaRsHvqJLaEMNRAtdTnzK8nEAhYBo+BJNsWXS8QiC0QSZQiug1H0dv5uzl/knVuFeTDZnKr6fD73SQCueA5gU9P+jE623Veon+Nuf6xP5Zx/fbJiCWQruzL3HbVGOUbZ8r+8Zn+Oe+/LhCZ09NSh+e3+/unW5LDgkDAMhj678b9/Z/JtkXXCwQSIpDD7vF4fHj5dEYJqhCBuGvoXX0euI3c8hl/1Z+PnO5weCzHwvoEMj67uVw0jNcOzFrPydPdUV/r761ZKk9xeiCqJCEtMVYn7ZZTeMdyzqSd1dIE4l+95dKbwroYH4/PnBSWEkj3UpvDL8/R/bYMxYJAwDIYQiDLEsgl59y7QUE5WCAyLa+C4TEnoM6542JcHnsFwqNSA/JXEt6GrGefhRTROfBffl0gvBu5/hZ1GX4FzAO5p/kY9HFueGaGFsNVyf1J2pDHkMmD5OhPR203dgSyCL2IPg5cTHEbgUDAMhhCIKspottchAlEfgNXE6QNqw9ze3F+8UsL/Hbf5n6BQKwtjIMFwmH2LAWBGLe3srLOkwp5KK+nT2BNvFB03aN0T2lGCS03eay6HXSC5NCpX9pwgugCEYf2ubOG8f6yZzwGIbYBCAQsgyEEskqBnN48haWw7AxQUMTWaxfGsSz/jucLhL7d0z83RqBAxu7lPNwCuVfzwO3mhrNaCneu7N+6XBxxPQ5ElmUiCUTcq3G01IRtYYxlb+uMZv+5WkqBdC9C0EcedO8vbm6skr8tEO8iJxbb0T2BQMAyGEIgaQpE1se9AqGZcOPx8bFdhw4QyL3vK/8trynrF4g1b+9CCCes85Bd+zc1/eHUIJ1dGIHzQJ5cEy8WjsKy+RVQi7enLNpn4jyaQPQmrtHLY2+VxxJImDNDxz7bcoNA0rwXIBCgCeT0j86PQiLoetlugdjh3i0Q37dyv0Dku53ET/eMZ6bzLAeZyvnkOexGyNIf957lAXmi3KUspF8cBo7COrbnkUcWyPjyQq6ncnGpv3m+QD7DayCuE+JVAE+PMZII5OnMA+e+7u1fScy/nL+KbQACAUsUyDCNbdH1AoEEC8Q9X9orEOPJGwTth+x1x4cqVl84TS5tgXCU9QtEzs0z1FE9pTAPhKfC6xFbf3CV/8t9rJnowQJh+XmL6F2ndMGfzP5tHN7l8XUyYtRTNgYIBCyDIQSSgUAun56etIjHea+FM9A5Sv8a2+USDoGcqfILhAcE8x4uaN3DVATiWbdd7y+tQCC0yq6r0+ZZRtK7NQjEDQQClsEQAklJIF3nOX7eJxKGPXg1JOCF5FTUjAu7NDLWBXJ4cXGhj3waWwHZOL8JroHEFQjv/vbycHx8PB7LCRzHXxSI05vg5Ufs3w4DBBJ8xOECubDWc6czD4HkTCDDP3/+BE5n/hGSYac3JNsV+BIbLJC93d29qBtY2PZLz0RfJBDPw/7CkvLuLoDcmiUQf2O7hxM8Ciu2QHhPXddDNew+A89UtP35FFUgznTLIPt8TSCHrpnp7r9vt0C+fF+sQCB/9vf3AwXyc39//0fIG5LtCmywQKJe60EC2dvZ2dmJeKcsbrsOAnEmOOzvn6ruRqhAdFITiPN+zpH5F45ngmei397eeh8CCIGsjm/p3RfLEMjvnz9//g4QyG/P2B5LINTe4RECyYrhOgsk8rUeJJBdevNupPskQts0BOLBiC0Q0VVrf9xaj0f6dD2lUHKzHIHwEiGnF5c0R+Ty6ZerP0IC+WU/hYr+Fml23lkI99pSLC4Oowvk1joaHnLl/vtWC+Tr98UyBPLDPXvAEYj2f/+nJhBq7/AbAslYIH/cPk9G6gKJfK3nXCBx6B6P9TWy0hJIBManoeE8Qg0kPl8TiAsIBAIBK5tI+JhwW+slEO6+HES6TyK0jSmQy/Pz8+UIxE20HgiNfb3/skDE8YWukAtnW58QSM5SWF+6L1YtkOHv379/egTCKSxqNUQKK1OG6yyQyNd6WBE94n0SoW1MgUgoHaM0wY9ldZNKXOj6t3uoPV9E5/zsjGcnfmlvl08XZ2cXF+fuJ/nRGFs3C59pEmVnPlwrutDZDRYIz1x04f774dnZ2XasgBVSRP/afbFqgfzU/usqomu/QCAZMVxngUS+1tdhGC9ImRAPgk0cxptYIOpNEEhGDNdaIFGBQADYdIH8GQ6Hf3SBUPCCQLJlCIFEAgIBuSZ/Avnz589vl0AsfrhaOT8mDFsgjVFYPzSSbouuFwgEgDUkfwJhVcwTyKP2dRcCyYjhOs8DiQwEAsCmC2T448ePoSYQKoFY74JAMmIIgUQCAgG5Jn8C+fHjx+PcIrq0zCl3QSCQjBhCIJGAQECu2bxRWPTj0IpdEEhGDCGQSEAgINfkRiCPv3/+jCIQeuWUG9LrEEhGDCGQSEAgINfkQCC0YKJc68AtEFpnaegVyI9Tu0ayP8RSJpkxhEAiAYGAXJMDgWgTCRathfXIceuPVUk/5TekEcNATCCQaEAgINfkRyCnf4aLBcJTQLiFfAUCyYghBBIJCATkmjUXCC+O+OPHj9+/7UFV/MOjtkr4b30xRcsf9JDCIWogmTGEQCIBgYBcs+YCif1Ewp/amK1HCCQzhhBIJCAQkGs2TSABb0i2K/AlIJBoQCAg10AgYBkMIZBIVDK+/wH4EpX07gUIBCyFTRbI94zvfwC+xCC9ewECAUthkwUyyvj+B+BLjHIlkN9hi4L/VqOxvHxlFXGwJmyyQMyM738AvoSZK4GAbURssEBOMr7/AfgSJ+ndCxAIWAqbLJBiNeMAAMAXqKZ4K0AgYClstEDKGUcAAL5AOcVbAQIBS2GjBYIiCMgxKZZAIBCwHDZaIMV6xiEAgLXIYEEgYDlstkAGGccAANZhFggEApbEZguk8ZBxEAAgNp/873ojzTsBAgFLYbMFUpxmGgkASMw01RsBAgFLYcMFUuxnHAYASEQ/3fsAAgFLYdMF0kQSC+SQh2a69wEEApbCpguk2DEyDgUAxMZIcwhvLIHQ7bKcUAM2ESGEsdECQRkEbHsBJI5AakKIv1lHJZAX/gohapstkOLU8IxvAWANcS5OI3V/RBcILf8DgYAYAqluuECKHdRBQI54SDt/FUcgNOrk36jhA2w7/wohepsukGITY7FAbuinXD+PJxCae9vNOiyBvNClGa8bL5BicYpFTUAuqKefvoolkCNqiBwWiJzBEkdbIJBiYwCFgLWnOkp1/nkCgZRayGGBqBwLIVqlbRAIrc1bxvNBwBpTLS+h+BFbIP+jluiCgKgdkP9ti0DoGYXmaFApA7BmVAYjM8XnD35FIC/UVTdgELCQvzS+tf6yTgLZ293di7oBtEVbtI3YNrpASh0aUow6OohUQRdXpZQFEvVaDxLI3s7Ozk7EOwVt0RZto7aNIZASPcjzs4s+CJjL3y5NXSqXUhZI5Gs9SCC79ObdSPcJ2qIt2kZuG0cgLy0hPj+RxQIL81ei9ZK2QCJf6xAI2qLtOgqk9C5HLB5DISCEvzT+Soj6e2mtBMLdl4NI9wnaoi3aRm4bSyCldxrL+/n52f33LyQCPPz9+y9XP4RoRfVH3BTWwReK6BHvE7RFW7SN3DaeQEovVAfB2nFgLuWI+avYRfSDdR3GC8B2ElMgpdIVdUIACKUebfxVbIFEBQIBYG0FUir9FwoBobT+F737AYEAsHUCKZWOBr1qDQ9kAy6MWrU3iLL+FQQCwDYLBICUgEAAyDEQCMgSCASAHAOBgCyBQADIMRAIyBIIBIAcA4GALIFAAMgxEAjIEggEgBwDgYAsgUAAyDEQCMgSCASAHAOBgCyBQADIMRAIyBIIBIAcA4GALIFAAMgxEAjIEggEgBwDgYAsgUAAyDEQCMgSCASAHAOBgCyBQADIMRAIyBIIBIAcA4GALIFAAMgxEAjIkg0QyKi4TrTbbd9rJ6bpf7HZbjeDN9Fot4/8zU3T/+I6MR2NGvyDaZryBxdN0/R93Ga883IS9JejdT8vSwYCAVmSf4E0HkLiTTYIIXzhsyNES/14YnbME/6pEnreO0JUfS9WhCgX15ma9cEfhPBooddqFQdCfPe+ZSREX/3Y7HSUdspCDIL3MHWaO5SFqBS3GAgEZEn+BdIJiTeNttkO+CackGm/3ysWm2UP5IJRz+LKFoiKdUdC1HWBtPv88Pr+kUcg7YrFwBFIW8MSyKDfjx0uT9L6jh7UkRr1++ViZzQajQwh6D/TAIHUhVACGQjRo06KPCG2QMwWn5de0yMQ0z4v1M1UJ9V9XqRAKv2+T0/bAQQCsiT/AunZ3+51Oi1DCFHrcShr2T2AjhCiwxHN+TJ7RC0rxWKfo/1U2Dw4mzt54LB2JDxQxOvZv00XCMSsWVuWRrDPu7PTqiMQqzHRUAJpy+OPwajKOyxzN82wuzEVPvgm/a3iOooOdyF6KjJJ+FRNOcjXei4ZNWtCjIq8C0XdEkizr2gvFMiV9VHrTbdABvZmqbk8qQ1tZzVLIB0hDLO4jUAgIEtyL5DGgzD8OSyKj4wxDROIONJvwQUCKQvx0CgWm3WmJkRN/kR7/iZ/FEKYukBa7Xa74xYIHUen3WlxIPQIxKjVarWFAiFb1WP0qxrc5bGcFSwQ+mBMf45AGrYma3qg7vGhBgqEXMd4BNJvt9tTt0DqQvTNdqfK+/UIRJ2XBQKhYw/6HrH5QCAgS3IvEFKCL4fFFqhXHyjGHIUJRH3qxoNPIBSzarUaxX5J03CdpKBo1RSi1tAFYgXUdrs9ku1PVJNGTRgNr0A4OeMSSKfT6fSE6NN/7RqIqTo6ccJLvUouqjZCBGJtT3avXAJRJ6JfLH53NvQgazhFJQl18pvmtCNFrgRyVCUM2o1LIIpqu90mncitsBSbhjKCLhA63itdIHxe+kL05HlRApnG7pptCBAIyJLcC6Ss8hsuWkIYnWKxQfGqEiYQ9c1bxnqXQHzJEAq3bZdODG9ZQQVDn0C0FIxKaPHumyECqZXL5b5TRP8mUz5aEb0e56t2oya7HifUf+iECUQl8775BeJs6UF2PRp0up1hb2Whun+yiCFadOZYyNZb60KUy7UAgTidGyuhRX0uI0wgD/K8WHnHnn3ylEDoa4C/wr4FQCAgS3IvEApXvhxWzYom/Xq9FyYQ9c27FUEgdde4KM7meKIVFQOuVCpHpbBM03Q80lLhnPY55exYsECs7+fqD2V7R5ZAdJc1Wq0WVzCarVaLou6oX32o950eCm2Qd9Ko1+uDMIHI7cmeWIhAqKE0WbVet4sm9IH48No1IYy6IUSt7RaI2oErhWWa5sglkBODdU9/rIYJRGvO/19tsVqjsGyXbRkQCMiSvAqkaSf3NapWZKUv3lo0CRKIoV5r84/zBULJHWcMbYVyOZ5BtSdc13AJRBXRH0aj0Te1L4ra9RbZaxAmEKNerz84AmnxMZmtFr2r7EvZtVShhgJyhw9ChpWsXjkAABMHSURBVNmGJpCWVjIJEoj12kieiHCBUA7MDeXTOHr3hOidcPekx28vV5RkplwtMgKK6PXRaGTpkbo1VT4v0zCB0HmxvxZw1aVFIyVarQd1CNN4ub2NAQIBWZJXgRSLAwp3Lsp2hCO7PFTa8wTSM+Q3bwpitQUCGWnB6ahPA37oKzfna9SLVTbWoFKpzCuiW4Vpg0LewhqI+oovmnzUlsMahtb7oQOjo+hxQo62Xu2RRawhrdyrqA6O5gmkpyozLf4xLIVFbqw7G3I2wiehJf/b5s+pD+Pt84lbVES3KvQGmWNhDUT2WeigVUdGdsJckt8eIBCQJfkVSNGUiSiLB62GSvGdXup1QgVS7nHAoRDd8QpE1Y7tMEjxjTs0J50eJWumxSK9R7QGHD4b31WpoRhURHdNJGx/67f6FY7DHoHUy2U6JLdA2ByDotnv960eCIVyu7pPgbQiP0TZ+lquRkbZG+aDKJuhAhnVuapBvZ9OcBGdOjkdqet6Wa9Uk0tZ2lTrbxePqCPiEogpK01BRXTXPJCi6ZwXj0Cq8ry4BcIfa1rsyPNSCUgzbg0QCMiSHAtEG1pKAcmVAG9b2ZxWO0wgHSFqJxSi6pTxChrGq3+PNqwfhKibzh6q5AT+mm81ni+Q4kmz2b6aDr71zIXzQOT+amrYrj0TnV7zjAejT2VKtXhr+x3LsjxJL1Ag33kb7IDgYby8O9Maq8uzIN0ZtOKRrHsI8XCkC6TREqJimubDQoEUT5pH7Q6dl/aieSByx4ahzpE9E11m+7YOCARkSZ4FUixOrbkShm8ecrvCUwm5rBsoEPrXgIJuZaFA7EBpClEdNYqdSqVTLF71a5SfoSBnONkzKZBmx+LKFshIn9ghRrpAOlWLvi4QGp5kBUhbIGRNe290tE0KonUrllR7A3ct2SzL0B82jHdEg8rME+qJzROIsyGe/OL50t+knpmosaUcgdBxqdq8EsiRfV5MWyAD13np6AKZ2uelpwukI0S/p5rZAnGJdXuAQECW5Fsg9hQ2w5mb4HAypT+HjMIq09SGqsljdxbVQJys0bSpB/MGNWw81MpH89fCkmuAUMnZOtx6v7N4LaxmXYhp25D1F1sgFDHsEN6wZoLTpk6sgQV9z3Ck5oCieMgorBEPaeKemE8g3iNrUr7LOewHfUhx01rpcDoayf8bNDDKtAZlBa2FJRdT1JRtVPvm4rWwqL/Tof9zHV0gJNbi9gGBgCzJt0Ccca+uATjt0UjOVWjUue9g9yC4u2AJhL55VzkmLRKI8/6ghQ3bjYa2BK8tED2/xoH2hNe6om/6loW+BS81qwTSlN6jUF9phPRAOPNEg8Tk/js9mbGywro5GsmaBX1W+UFVEkhuRQqEknlcSggXiEmLXPGG1Kxwb9mhVbezZ+pHHic34sV5nRSWlQa06ReLzUql8p2GRMjlej0C0RbntYa2yf9ppKcBeiAQCMiSfAvEXrHEPS3DGpxkhX41ukgm5enru6xIyxDfWSwQuwbi7NY9iFeLteECkTxYa6h4BKIGuDoCmdLcvbY65n5IDYSDv5w/oWhMySEq5lKQlb0BqY6qnJlfLDYf+MRIgchpMUZzjkBkh8Vbq9bESpV4lZyqsc7aD86Uw/pcgUgM67x5BKKdaykQUjB9iBPqXpZRA4FAQIbkWyAUQ1omhSQeiWpBX8nrbWUSVWSujRo8BJfDnxQIj3GioLNIIPYorAgCqVQqtkD6A4k1DySiQJqDwVSujyWt1yeR2Pt0B0oqMaipELR2CEVsWnVEdYimKp/FE8jLaiJKpyEr4mVbILxOSb84RyB0qlpHxWKDttDzjcKypmZa0O77ok71nyCB9NR5KccTSHsw6PCJkstxNVs0dNoWCEZhAbCxAtnb3d2LuoHIbSnglXf3eEqIK4clR0vRJDP5LViuFi6LtRSU1ZhYinqVYIG4jkElvorlloQSY+pHCqZ710Hpd6vKq6/VUSzuRRCIolzvqGOg9JFdd9Gm03Er/lBHdLx1IWqVDtU7LMNQCk8Y1RZ9coOWNHlwTkStaQuEElz0AQMEos5Do+psyPGrPQ8kSCCNb3ZdyiuQkdouFcOjCMR9PfSsEW8N8oklEDVXfinX2Tq3hUBATgQS9VoPEsjezs7OTsQ7JXrbiniYcluz7o6+TWd92LL7d4OzKkog39XyF36BuI/BWhHEGhusUaXjvYsskL0de4zSQoEcuI7BEgiV4vUAy6X5Fh+vmqth9Vz4r9b4WvUmTiwx/C1eCUR99ACB2Oeh7RjCqYVrs+LrQph3d3d3zWZz3vNALIHI7UYViPt6aLgGKVgCof9v1naLkdiMthAIyIdAIl/rQQLZpTfvRrpPYrSt9u9U25OeK4dVbFRUNVl1TBoD/r3Wl1+YlUCatRoHbb9APMeghht96/so0/GSQOynSvV6IzuFpZ6GVLYFsksCuQsRSF3bhuk9D/paWK4UG6+MIttyMk8Y6kMyzfKD67Umz1qxng9iCaRTq30PFIhzDCfyjUZfm0mo9YbojH4jKhVZA5knkH6Fm36jUxRBIPV+v2+dF9+jsbS1sERzSdfZOrfdcIG8ZH0AIC2BRL7WVyaQ5net7dRbuGjaD49Vv3emk6THQHdp6FP9pEA0nNFSDlEEotMJE0g1MNVvtXWemOtwZHZcj2a8m04nic4DnVH3EGVaBuUkJIWl8cUiuo4ZJhB6psg6B/pltd1sgby9Jn3nwWRyF/9d15PJdYzmd5PJQWmJ7XPAigTC3ZeDSPfJOralIkHoo2T3du6qLmSgLNd07BTWtx7PtvMJxJkzx1x5j0F7Hsgo1c/2lbbO80Cqrk/rka1pmo5Aeq6WdtruW1nVyj0CGbjPSztEIGqCzxpeO0tuu9kCmcyCXnTzZr3+fm1TKr0WCo+RdvHu8FaaFQof1h9e7l4/Pj4+Xu/sHRDOPhql0nOh4DPcZDabhfWbgtpvVwrr4AtF9Ij3yVq2nfsgwGTb1SY4RNluUz7ZnCd3p3YMX26rPbpkQVttnsv8tv7zMne7R/K8WAeyhtfOcttutkA+Cg3/i88FF/Z3+on90nMMgWhbmmkCeXu1d/P48e40n9mtX4OF8FEoeA764+NjYh/59gqkGPVa38T5wDR/LmR+9Eqh57ev06LlR+oRJ1lDHTNr0PB2sdECeXsMCriLBTL7skDeHVGQkBwjOK9PAoXwQkfnftFptd0CicomCqQ4qlbtp2xkSEWuCrU+DNbjgMrV6jau5b7pApmwC3yvOrzqAjl4ZZ5ZAsECeZ/5CiOUpnouFJ4pW+UIhPoRH5PG21tjwj86O+d90GvXgUJ49QgHAonNRgoEgLVkowVCcVpLH/m58+WLSgeFQuH/VCD36udtVnhU2SSdl0er5axQmHF1g37QjuLZf2DPdl9I36LcbeFZL8VLo6mfIJCFQCAArIpNFgingyZBVerZs+TRbxiK7W8hAmk8F4IMcl2wPCQTVK/8g9WNoGzWzP+GV79AXu7o/TOyWuHDVsiL04OBQKIAgQCwKjZRINaoKC5qzKzf1NCmF6fUIXENeXqhTgsFaRLI87OTeppnEHqPjPG2QGgnj7MPylb5ixrXlPIib9F/n59VVuyOWxZm76UJea0w+3izu0QzmSp7hEAiAIEAsCo2USATT5mcUeGYwvfzM3VCKCJTR8H1Tu4C0E8hRfQggygjUWin7ckxU6+ufevN3/lPd74eBfdjHl/JZ82Z9i7qkMzs6jsEshAIBIBVsYkCKTVcY6C4qBBQupB9Bzu79HInR95K04SNwvIZ5IV8QCYqfLzr80CuZYeCjKIVNBoT6kZYW3CnpD4Ks1crn3b9MaMquzoSSpBBIFGBQABYFRspEE8HoFCY2ZXyF23i3zuVJz6s5Faj4HQB5gzj9Rjk/yiwPzfo1cIjdWC03kbjbjK588zpkIej3OAWyLtrxmHJcgl7SDZDDSQKEAgAq2JDBcJ1Bhst6norIFoVm8rnr1a89wjE26WxDcK1kutS6YBK5S9KIHKsrgv1Bi5o2G/WhfA689OwD5jq+hBINCAQAFbFpgqk9Ca/7HvHxM4RyPXrnVNQv359fZ0jkEe7YzGj1BWnsmbXVgrLl0FzSi2vtqKkaOxjsw9X46BUeqdBvNZAXggkChAIAKtiYwXCxWd/Cfv6w48VxN9pLuAB/at0PZu5ht56leDE8Ya+vOHHbPY6XyClycfHXemVd6paS17VyGLqOVk/NmjmSaFw/eoM+4VAFgKBALAqNlcg9lf6R3dtIZwmpa3uuK4+8ZRA3uyyCeWq3GHcn6u69qzXONGW9v2gd8+42zML8gGVYuzG11ycL72RVT6aEEgkIBAAVsXmCsQpgrhHYL0HzS5kmmo8lRRIIdA73CVwR3F3V+MjKAPmGfhFOSm5FJbeO6L3vLkEwuKgGSPXj4XC4zUEEgkIBIBVsbEC4WkVHzwl5COGQApq2p7eD5jvj0CBvPqXL/F0jCasCj1PRtJ6d/dA7gqFZ06RXT+Hrd6bc/4DgQCQXzZWIDSmaiKnhDy/RBfI7JmiepMma8yi+UN7xAdlnCII5Hn2SIfAKrnzCuRtMpk4dfZXayn4NzpkCCQKEAgAq2JjBfJsTf549fhirkBkDYTrHIXCx0sUf+hEE4isgbx6h4hJgcz/TBDIYiAQAFbFpgrkuqBmBFL6x72UCIVtbbLFxFcDeaT+B/UPZPrIobEogusCKWj7ePXXQDi35loniwSizwLxbx4CiQIEAsCq2FSBvGq5oTdXV+I9dESuVQOhRXpfaVKgL4YfPM8P4C6B+AojrhoIpcre7ziXFTxFJWAiPAQSBQgEgFWxqQIJ5/3ZjROSD9QrswlVT14+vB0QclEpokDc+9AFol6azKi8cT3TnjXlOTD/5iGQKEAgAKyK7RNIFGSPxVsCWcz1ZHIdbx+xdjKJsfmcAIEAkGMgEJAlEAgAOQYCAVkCgQCQYyAQkCUQCAA5pkI38D+ZxhCwxfxD118l1UsaAgFgVXynG7icdRgB20qZrr9Bqpc0BALAqhjQDdzPOoyAbaUPgQCQXzp0A1ezDiNgW6nS9ddJ9ZKGQABYFUd0AxvxZzwAkAIvBl1/zVQvaQgEgJVRozv4Ko1gAEBcrujqq6V7RUMgAKwMTkJjHC/IbhBWP90rGgIBYLVV9Ho24QNsO/X0a+gQCAArLoIghwUyy2ClXAKBQABYIS26h1uZxA+w5bT42kv5goZAAFgdU3RBQJYdkGnKFzQEAsDqaHAeuo6RvGDFvMgrr5HyBQ2BALBCRvw9EOthgSyGYIlR2tczBALAKuHZwOK/q44fYLv5r1hGBQQCAWC1mHwn18ysIwrYJkyewmqYqxHI3u7uXtQNoC3aom2ctrymOwwCVu4P8S39az1IIHs7Ozs7EfeEtmiLtvHa8nBKUUMWC6yI/0p/tJZwrQcJZJfevBttR2iLtmgbr21TlkHEPxiLBVbAi6yfi+rdEq51CARt0XbFbY94RKUQdcwHAUvnyrrayB8rEQh3Xw6i7Qht0RZt47Y9Un0Q0YJCwFK5kglTIarNpVzrYUX0iPtBW7RF2/htm9ZtLer/uUImCyyFl6t/VO9DiH5zOdc6hvECkAFyLBZjVPvlf74DkCL/lPtVw7nEKsu6jiEQALLAtNJYACyZVvrzPywgEACyYWTnFwBYHvXU1y/RgEAAyIjG1C6FALAcWtO01090AYEAkB1Hg76c5AVA6tT6g5SfH+UDAgEgW5qdwaBSBiBFKoNBZ9nyICAQAAAAiYBAAAAAJAICAQAAkAgIBAAAQCIgEAAAAImAQAAAACQCAgEAAJAICAQAAEAiIBAAAACJgEAAAAAkAgIBAACQCAgEAABAIiAQAAAAiYBAAAAAJAICAQAAkAgIBAAAQCIgEAAAAImAQAAAACQCAgEAAJAICAQAAEAiIBAAAACJgEAAAAAkAgIBAACQCAgEAABAIiAQAAAAiYBAAAAAJAICAQAAkAgIBAAAQCIgEAAAAImAQAAAACQCAgEAAJAICAQAAEB6Atnb3d2LugG0RVu0RVu03c62QQLZ29nZ2Ym4J7RFW7RFW7Td0rZBAtmlN+9G2xHaoi3aoi3abmlbCARt0RZt0RZtUxMId18OIrwZbdEWbdEWbbe3bVgRPeJ+0BZt0RZt0XZb22IYLwAAgERAIAAAABIBgQAAAEgEBAIAACAREAgAAIBEQCAAAAASAYEAAABIBAQCAAAgERAIAACAREAgAAAAEgGBAAAASAQEAgAAIBEQCAAAgERAIAAAABIBgQAAAEgEBAIAACAREAgAAIBEQCAAAAASAYEAAABIBAQCAAAgERAIAACAREAgAAAAEgGBAAAASAQEAgAAIBEQCAAAgERAIAAAABIBgQAAAEgEBAIAACAREAgAAIBEQCAAAAASAYEAAABIBAQCAAAgERAIAACAREAgAAAAEgGBAAAASAQEAgAAIBEQCAAAgERAIAAAANITyN7u7l7UDaAt2qIt2qJtcSvb/j8KlPksNpe7ywAAAABJRU5ErkJggg==&quot; alt=&quot;통계 5종 + 조건부 IF계열 + 논리 4종&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;통계 5종 + 조건부 IF계열 -- SUM&amp;middot;AVERAGE&amp;middot;COUNT&amp;middot;MAX&amp;middot;MIN&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;기본 통계 5함수&lt;/b&gt; 는 &lt;i&gt;인자 1개 (범위)&lt;/i&gt; 만 받음. 합계&amp;middot;평균&amp;middot;개수&amp;middot;최댓값&amp;middot;최솟값. 매우 직관적이지만 &lt;i&gt;COUNT vs COUNTA 차이&lt;/i&gt; 가 함정.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;통계 5종 + COUNT vs COUNTA 차이&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;SUM&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUM(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;합계&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUM(A1:A5)&lt;/code&gt; = 15&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AVERAGE&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AVERAGE(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;평균&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AVERAGE(A1:A5)&lt;/code&gt; = 3&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MAX&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MAX(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;최댓값&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MAX(A1:A5)&lt;/code&gt; = 5&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MIN&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MIN(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;최솟값&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MIN(A1:A5)&lt;/code&gt; = 1&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;COUNT&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COUNT(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;숫자&lt;/i&gt; 셀 개수만&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COUNT(A1:A5)&lt;/code&gt; (숫자 3개&amp;middot;텍스트 2개) = 3&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;COUNTA&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COUNTA(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;비어있지 않은&lt;/i&gt; 셀 모두&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;위 예시 = 5&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;COUNTBLANK&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COUNTBLANK(범위)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;빈 셀&lt;/i&gt; 개수&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;빈 셀 2개 = 2&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;COUNT vs COUNTA 한 줄 요약&lt;/b&gt; (단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;COUNT&lt;/b&gt; = &lt;i&gt;숫자 셀만&lt;/i&gt; (텍스트&amp;middot;공백 제외)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;COUNTA&lt;/b&gt; = &lt;i&gt;비어있지 않은 셀 모두&lt;/i&gt; (텍스트&amp;middot;숫자&amp;middot;날짜 다 포함)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;조건부 IF 계열 4종&lt;/b&gt; (시험 매년 2~3문제 ★★★):&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;SUMIF&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMIF(조건범위, 조건, [합계범위])&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 맞는 셀의 합&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;SUMIFS&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMIFS(합계범위, 조건범위1, 조건1, ...)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;다중 조건&lt;/i&gt; 합계&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;COUNTIF&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;COUNTIF(범위, 조건)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 맞는 개수&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AVERAGEIF&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AVERAGEIF(조건범위, 조건, [평균범위])&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;의미&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 맞는 평균&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;시험 단골 함정&lt;/b&gt; &amp;mdash; &lt;b&gt;SUMIF 와 SUMIFS 의 인자 순서가 다름&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMIF(조건범위, 조건, 합계범위)&lt;/code&gt; &amp;mdash; 조건범위가 &lt;b&gt;앞&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMIFS(합계범위, 조건범위1, 조건1, 조건범위2, 조건2, ...)&lt;/code&gt; &amp;mdash; 합계범위가 &lt;b&gt;앞&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;조건 표기법&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;숫자 비교: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;&amp;gt;100&quot;&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;&amp;lt;=50&quot;&lt;/code&gt; (따옴표로 감싸야 함)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;텍스트: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;사과&quot;&lt;/code&gt; (정확히 일치)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;와일드카드: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;사*&quot;&lt;/code&gt; (사로 시작), &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;?과&quot;&lt;/code&gt; (한 글자 + 과)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMIF(B2:B10, &quot;&amp;gt;=80&quot;, C2:C10)&lt;/code&gt; = B 열이 80 이상인 행의 C 열 값 합.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;COUNT 함수는 &lt;i&gt;모든 셀&lt;/i&gt; 을 셈&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;숫자 셀만&lt;/i&gt;. 텍스트 포함시키려면 &lt;i&gt;COUNTA&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;SUMIF 와 SUMIFS 의 인자 순서가 같다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;SUMIF = 조건범위 먼저&lt;/i&gt;, &lt;i&gt;SUMIFS = 합계범위 먼저&lt;/i&gt;. 매년 함정 1순위.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;AVERAGEIFS 는 없는 함수&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;AVERAGEIFS&lt;/i&gt; 있음 (다중 조건 평균). 형식은 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AVERAGEIFS(평균범위, 조건범위1, 조건1, ...)&lt;/code&gt;.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;IF &amp;middot; IFS &amp;middot; 중첩 IF -- 조건 분기 핵심&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IF 함수&lt;/b&gt; 는 &lt;i&gt;조건&lt;/i&gt; 에 따라 &lt;i&gt;참값 / 거짓값&lt;/i&gt; 을 반환. 컴활 함수의 &lt;i&gt;대표 단골&lt;/i&gt;임. 시험엔 &lt;i&gt;IF 중첩&lt;/i&gt; (3~4단계) 이 거의 매번 출제.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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8YmY9WffclntdrYSI+9siIggZDSbHQ7d6Kop7oLVTyCRwQKxrsvYAlG54ax5XfoIJDJQIL16sFQnj00goT8HCkRF6DQ/X30pd0K1Nq5ksI6srKj1a/JdAlFto311/RztGbtAbB1stsq0Nql5g4Cs9r3qI5B5+XtDub7lIJBFK7doAim537805dCC7VesnbkRiNkJ8x95vqrzJu1JIL16sNTp2AUSafYXiLwlMAVtOl/bUu78BA3bsvqhyH/MBpA4T9tMdLVY84W8fs72jF0gegdb3rYSo6EMsquU0tG/VxDIopfr0YW1M7hClJtNub5dWDsTFsjOkALpXa7Y3fxw9YI3gewM2YW1MxmBqF/aaXFn4KyKm/vu+x0gEBXA+dAxgW0cll0gm78argI5zeVy2cKaWodSROgdtfShtjtzwePy2kWjcbFmdirKtIhNICqyn8rr52zP2AWid7CJwzVvCMJOT3ZLu7m8WSCrf68GdWHNwd8byvUt55JE34xEhqgP5WZUrmcSvXd9cjipmeOg1IYxSCDGUMcnolLX+oXdK4an6vk//4xG11ZvOjKWyHVdPQvkhI5viCS6eR6TuyMhY6nTejPV8wjlfvsn0VUPVlO7zjf6nu0CCW1as3763RPduOD1rXaZzZ7rtlDDGuxrYal2Y5Zfv672jEMg1t0N1eH2al7d2L6n/ZLoc/L3hnJ9y2EY7xIM4z1zWdluf6BAhjqaQavxyrCk1inhlFZdwq7Mgdiy+dJyk1rOPeq2Cu9ow3jdg7a64ayTRu9VeLUQu9brNYdArKDeVyAFPcLb9m3Lw5uYN521C+TCtpRJV3vGKRDrBmXqcO0DjxUdu78xjHfRgUAWjcUSiMw7Oxxw2t1usYbxakz2fiB9GU4gpU7f5T5GQqWwL1xuONJ0FYia9N1HIGJFSnMyvP0M1EKVtg3MeZeO5dxV9fwyd7VnugRipljMw3U7vrTjkkIgiw4EsmgsmEBEXHH8Cu8sqkBCjW6DiDsAj4xyhf2Ur7RddwlEHxzlHqDNhR0Lrr1nF129WFrT0CEQZYRy0XFrKneBmDMVrcOVN2DRqDvH3kEgiw4EsjQCucnpnE5GIOLWs31CqIg0Kf2+GRdXPbuwyrZjzE32lrZ9GXYmetEZFvf73DKrHwXX9aJUGF5zFYht5FW3QJrWKi5nXZtySg9sQ4eNVe1jcd6RUPVB0XpXXdejWyDKffnuD1qS7r4vMgSy6EAgSyMQN8YWyLCHy1j66uZsNX+2b65DaP957CGJPhOBhEKNqLWUYtp5A8jhUcHVXkFD68NyEYhcVbFLIKl088a2Cpq7enleRh29cbpmc59TIKrDLNVwac+4CESWt0nrIq9G76b2XWaPQiALDwSyBMxSIEX3aSBdPT8jCGT2FC+yNPQ2N8R90WeDUKDhfnwlOvrsxQgH36M9M9yh5Aq0NyjCn0AgS8AsBRIqmvMPbKQdP90XSiBzz4nb3aO8456LAgACWQZmKpBQ6GK/K5uajjp/kUIgk+TKZdjElNozYKmBQJaAk/1eZL+EQEKhUjZfl5M6WKq5H3VJHFz0PMauG0qBQcg5ipkJVWe/NRUAFhAIcFJ0u4ftBCiVdhsl9IV/AXaFeYsT/QHS92YvYEmBQAAAAHgCAgEAAOAJCAQAAIAnIBAAAACegEAAAAB4AgIBAADgCQgEAACAJyAQAAAAnoBAAAAAeAICAQAA4AkIBAAAgCcgEAAAAJ6AQAAAAHgCAgEAAOAJCAQAAIAnIBAAAACegEAAAAB4AgIBU6CWyag7aCe3Co2exba2aqGFIsOZxkEXk7lsNpd0vNoQO5zsfRxFnT0/FQCGBgIBUyBnmWFrayunXm40lFYEha2twmR3XGo0pnrT3MIWMambjWs0tlxrToqXJ3pORVGn01UAjA4EAqYrkIIlkJLTF9mtrezEd9xYRIGUeL2FrqgOgYC5BgIB0xVII5sr9hJIKZcrTXzH0+6aqU1DIJmt3j19hQkLhEhCIGASQCBgugLR6BLIVHa8kAIp9DluCATMLRAIGIZiLZPLJFVzoZTM5eSTYjLZCNUyuaSMccUk5ZilQBpJDg+NxWSSfmbzF2jTkvae3DCnEru1ZDJUsp4OSy2ZLGxtZXi9FCSTyWSNktO8npq5W6m2hnUS9lMVW4sKiqFQKZNJJmtFN4Goyswt+El4SbFvbW2Zj5OZTLLW6CWQRjKTyZl5/Ib+sWhYpymOrUEnoaWHNIE05IdgnkRJ+yQA6AsEAoagJrrNZeTMaJ3oJYrYvP+eh7EGTxJkpECS9oImNatKFYvFhltZHuOyW1ui+Gi/knPWHgqyqz9b5PXWzLZJTaVk9JOwowK2bDDJAzU74jSBqMoKMvzLouIkRqGot83ElSjU3AQiL5M8hGKu10mYFTZEmkl+EuZwLk0gSVGZuUXScb4AjCSQnUhks88WKLd85ZQ/RKiREUaEoNLWVlbGfopCMr5l+wsk2SUQ890s7Te7tSXju3uKpEi/pbvPw0UgBXEIhS6ByPq14GvWl5H9b0n76RZkRN3tKRA5kkqODOg+vpLrCDEqZxOIrllZe9Eqpx+2ecJ6e0HsV/XlZURRdbpqzEJya+tCHp9DIOZnnZuf7x/KzW25boFsrqysrAxRI8otTTkKW9lGsSSCET3LlUpZEXAo8hf+U6IoWxTBtlYs5WT4K5ZKcqNQaOc///kPtVOIonxPxi4RCgsNXsvuysoKaahWpF/brk2QUmGrUHI5j2KJ9lzju+AvFLa2srsr/+EisguEDjtZLCatwG3V15DBk9pBVGuxVGokzWPZvNjaym26CiRLF4Y3Empu17lhSch2nbOFAp1wNpvN8tpofzW6IDaB8ProeGulYrHILyEJq1YsZmxj2eR+VTtJ2oefBFlEdWxtbV3I43MIhDoBS0XSSGlevn8oN7/lugUSoYKRwRWi3NKUq6nIxzvL6Zm0SkNE4v+sRGQWOGcGI/P3s+osiaxQJLcn0a3eILlBbmsrJwTCkxg90tXkmaT7ediT6DSEOLKykqUX7QJRVVvltfpE0LW1CkyrhCIkkIibQLTf8Bm360zxuzu1EOG6tBpO3WciDofXd2HrH1NuzupJErlfeTDmYTuutxRIpEsgssvL6uOag+8fys1vOQgE5QaWy9gCuXqW4yGGEgVUTsQ7NZhIdmENLRDSkHyhIAQig72rQOiXd2NIgdRovxe7RYdA6FmxyJsgNbfzrfGSSSupnFQ/83sLpEE5Bmod8KLdx5d07ZKLrORyOWqy8enhotpMLpexLqEmkF3et6Sy5tREoh1m9JNW+xXna54fP4mMqZOeAqGPi+qkk3Fel76g3FKW69GFtTO4QpRbmnJCFU6BiH8pWlI5UyAlxzBeJZDNfgKh3h31rxBIqd+A2Vqm1uM8ugTSUOW6BOJIgmj1lXiZnDwXM1tSsLqwdtwEYmWKSCAux5d0G9vEy+kDnM08uV0goj6ZkMnyirSmi1Wx2q/wn+rBMs/XLpAdN4HYi87B9w/l5recSxJ9MxIZoj6UW55y7i0Q0YFCAqFyAwVC9fVrgZgC2eRJ9L4C6X0eXQIpqXI9BVLrro+EULT6crYKWRooUOiZRN9yEchI11nrLuPjEAp8YIJNILK+UjJrHrV45Myiq/1SlUKFQoLiJDSByHJSIKUugWTm5fuHcvNbDsN4wUDM7hv1TOWYa0Ig9MzehSXyyKq4ar7Yswq6IShpUrT2NJRAhpjBqHymvSOPXqUPep5wQ/VgyVOxjt0cCGzLyI83T1K7MjWZ5lBjwcyrYRWuyQEM7tM1FZmtLRqVwEtIxSif2NJL8qFsBGpnB8BAIBAwEMo5JG3PSuY/doFQElwND3KZ86y9zLEMQWN/xK/vzFgCsY9I0gWSMfegjrD3XDma3JKTmWmZnbHGa2mDqeRD+tVuncSYApHXiw5UXqtuT9DRy2PqvRRMY2uLWivyfHj1Vg6ENBWyPZTDvkjlmKMOhgUCAYOhDp9ChqZA0zPqXaF8LI87doFQZMsmM1si+hUpLUwLJqoFyameXCaZ4TMTMhkK0vReScTgXIZqLo0lkIY80hyfYS3mpYt35B6oK4qS0NT9k6WCrtEyS2cgIizV0WjwUxIpDAqxhVyuQDrie8vxCyIy1rRzvvdxWiCFWqNWoDHBYno/v9S5LO8ly9Llox2as274C64NkQI/Zv6QrNBo0NkXxLRzPvo6lyuITsitbCarToLvjU5iCksOA98BgYDBFM3edjX9gCeVS10CkbmFguh/0ecO8l/K6gUKsNp7en++GpfqUSBmcqNkJb9Fc0HOweOJCjo2lYF2DfY8EyCisqyGD5TK6buwUikkKtUxJhj5Ams5EHVRzNSGumrSs1rmxj4v3Qk/moZ+yGRzWVZeb9neU/vLaFdw2suWAT8AgYBh4DHS9AAPOWIhXYdAaEjpVoESCG4CCfEphmILh0D4hmr9jjEEUpRH2nAKRETbWsnaYaG3QEradryeHD8+UVYOaeJDl4RWsuo9yk5YZzvCUTtHYRXEgYrwX+NHSqv1qnPKye63kjyJnqOdZa3ikDP8QOWwhay1mIB4lTdB9M96xHMAywgEAoajWNJuB1UUs8ndy5Vo4nPPlZT0apzvTGZt92Kj4X50/KBL1qHRoQyz4hNfgoQmR+h7MB+KOotul8nzCfC2nXYNS+pAi13HPPRJyJPXTkLO15cnaD+JoeoESw8EAgAAwBMQCAAAAE9AIAAAADwBgQAAAPAEBAIAAMATEAgAAABPQCAAAAA8AYEAAADwBAQCAADAExAIAAAAT0AgAAAAPAGBAAAA8AQEAgAAwBMQCAAAAE9AIAAAADwBgQAAAPAEBAIAAMATEAgAAABPQCAAAAA8AYEAAADwBAQCAADAExAIAAAAT0AgAAAAPAGBAAAA8AQEAgAAwBMQCAAAAE9AIAAAADwBgQAAAJiUQHYikc1hNkU5lEM5lEO5ZS7XLZDNlZWVlSFqRDmUQzmUQ7mlLtctkAgVjAyuEOVQDuVQDuWWuhwEgnIoh3Ioh3ITEghvquwMqA3lUA7lUA7llr2cSxJ9MxIZoj6UQzmUQzmUW+5yGMYLAADAExAIAAAAT0AgAAAAPAGBAAAA8AQEAgAAwBMQCAAAAE9AIAAAADwBgQAAAPAEBAIAAMATEAgAAABPQCAAAAA8AYEAAADwBAQCAADAExAIAACAuRRI6aIQXQMAAPCFiRYuSosskIvVJgMAADAjmqsXiymQ4klnVtcMAACAoHNSXDyBZMvy6AEAAMyQdHbBBNK4muXlAgAAYHHVWCSBZKzmR/oqvwEAAOALk79Km4G4nFkcgWQNedCnrUoYAADATKi0TmUwNrKLIhDlj6vkbK4ZAAAAQfJqigaZgkBywh+prDx+AAAAMyObEga5WASBNET+4xSdVwAAMAdUxIS8cmMBBCLaS/XqrK8ZAAAAoloXWYX5F0hWtD/gDwAAmBOqog2SnXeBFHkHVgr9VwAAMDdUeB4kXZxzgZwIz836agEAALAQfUMncy4Qvv7VlXbYAAAAZg5Pg3TmWyAX3HKY/wEAAHNFkgfni7kWyCrPoM/6SgEAALDD56SvzrVAeKq/5ThuAAAAM6ZF0bk5zwIp8UYShmABAMCcUeHhuTTHAuEpkPSsrxMAAAAn6cknQVwEshOJbA6zqUu5AsZgAQDAXMJXCSlMLt67CmRzZWVlZYga3cpF6QDzs75MAAAAnOQpPkcnF+9dBRKhgpHBFbqVW6MD3Og6bgAAADNmg+Lz2uTi/cQF8oAOcHvWlwkAAICTbYrPD6YsEN5U2RlcoVs5CAQAABZHIOPEe/ck+mYkMkR9ruUgEAAAWByBjBPvJz6MFwIBAIAFEsh4QCAAALAMbEMgAAAAvACBAAAA8MRSCaTOWEo8Ok2n9/V3aplMph2eBzLpdLr75lnNdPpmJocDAAA9WVKBpB0rxNN8ylxX+cKGnSh/tZZ0UBv7wNrZVlauF5mjlQG6CpQZq4+9FwAAmCi+Ekim1WrlwuFkS0O+tZ9Op9MGrctIVJ0C2XcN2zfMTtpaAl+nPPzlrua28/loxv5ijd/Xi50mNYFk9jVaEAgAYA7xlUCoHVGX5yQx5Fv2qO8USJXuDn82fYG0yrIivbWTM9SxZi2B8DUkFWcQCABgDoFACL5io9HVFZXMaqQZ64i91DkU9k/5o6GzE/zmigIrzdEmeaU69H+jAoEAABaHZREI0c61VKqBbJDJJO1tgHTf21Z1GGvqldEWjr6oAZAbmNHkK+in2vpqZKvVcJX+PTMFUiFnUddWK5vNJiEQAMAc4leBpCsS8832mdBEnRoaPIjLFkWVyhvUXVXuHv5k4dZoGW1kFPmgSY0MQ8+4NFXXWJp3hulJ9DPzXowQCABg/vCrQIQbNKod1ShJVTSBVJMbPC9REHdGabZ6tkJStvtaVajLyW3kVh/SqVSKb3Cln1JZ1bvP20u6QCi1L/rVIBAAwPyxNAKhFsNVoUAdRTdcIKl6PR/OilZJqhAOV/mtUfTOJXuoHcIAACAASURBVBtV232tKmnGjDJjxkgGUTT1FkhHtUA6XS0Qcp5oFJWp7aI1pwAAYPYsjUBu5ByQGx6vVX9UlTc/9sXP/GynT7dUTTuMaovaHy2e08iPHNXbJLFyW8+sb0vD3dgE0jZMacnRW/Mx1xEAAHwtEIU5siovhllRT1ZTS2hEjdMNSwGZsw5TmXUHZmCvZjZ4B9hZOFygCG9ctXps4kYmxfu+0tYmFaqkXKc66QA1gWT5GOEqPYRAAADzx9IIJEkB+rTOmw6aQKo8PmtYMVqfyre/T91Op/v7NZE9Z4zPSs+IwG6mJ6oqdV/VHtuqz/ANVnUTyG40cWC6QMTQY/6EesvS6TQEAgCYI5ZGIOGWitPUKSQF0s66ITdgbmTEvI2rJF/RJFzlUwMzej+XSq6bMzkq3QJhxqomrgzJibEOz6dYAqFHNDKLrIEkOgBg/vCrQFJy+SrtN3st3zGM9A2P9lIgPIvhxOgvkPB2PVrTFtZKRlfDwwuknUxmaXAVszai7QrRguzUMgVSKTPWoXbTaRUCAQDMI0uTRLdTE0sg9hVIRkLVbasnbZeVGcMjCIRDc06MHt1RSiBtMVSLip5WIBAAwByyRALZSNmggFzLS2j81Zl64tiOctkuMwzdBFJVC/S2eVtDoDqr+ORy/oS7Rcu8F9LpdMYukBx1jZ2Gw236N5WFQAAA88cSCUTO81DYVuOlsbS9MtQjCKQv1B0leqduHA2TljYlMdlsNnNinmKZiiRTNPURAgEAzB8QyIgCaavBVacU2F1HWvWAzzkx8tkCn/MuJg92C0RSYKwsBgDUmqyALiwAwByyZAJRjzueBUKzALuw1dUT2wq72f4CCd/cmMeTQxIdADCPQCBfTiDhqDnjw1A3uuopEDsQCABg/lgygYhbedRpPqFHgbSaLnTfi8qd2g2fh57K2289QgIppy26Dx4CAQDMH74SSH8mnET3SCWZ7MqYtHoMJLaAQAAA8wcE8oUF4gYEAgBYRLaXRyCVpA1bL1ImGo06V8VS1KJRPvV8elTbDrpKtKJRc/13AACYD5ZIIAAAACYJBAIAAMATEAgAAABPQCAAAAA8AYEAAADwBAQCAABgjgWyE4lsDrOpSzkIBAAAFkggY8R7V4FsrqysrAxRo1s5CAQAABZHIOPEe1eBRKhgZHCFbuUgEAAAWByBjBPvIRAAAFgStr+EQHhTZWdwhW7lIBAAAFiwLiyP8d49ib4ZiQxRn2s5CAQAABYoiT5GvMcwXgAAWBK2MQ8EAACAFyAQAAAAnoBAAAAAeAICAQAA4AkIBAAAgCcgEAAAAJ6AQAAAAHgCAgEAAOAJCGR0/vnN14mAL0l8/c0/h7sGkX8dBxeW439FRv3M379983J9QXn55u17D19zAAYDgYxK9ZuAr/mmOsRF+FdwwfnXaJ/52/UF5+0wnyoAowKBjEj1q4DP+arqf3+MZpDq6/WF5zUMAqYABDIiPm9/EN8sgT9GMsjCtz+It2N+8QFwAQIZjX8GloABeZBI0BfsDPuZv1/3BciDgMmzzAKplFOpVHa0bZagARIIfLcEDZARmiC+aICgCQKmwTIL5IwxZozYNfx1YAn4uv81GDt0Hz958uQ4+OzJkyevRt301ZMnT57JCsY9imE/8zee4vXLly9fWv9MAFHTS88VvtHPqZ3P5/O10b77ACydQNqtVquVkf+aZOitisEYuxmxPp+O37WT6H8Nxo3cwd8ZY38FXzHGfpSvPPnrr7+EEXqo4Y8//viD/v2RMfaKV/D72Icx7GfuLV5/HwwGf1p/GQwGf+7vhZ9++knsoYcaXsr3fw4Ggy95td97OqCXtpNqMsbqI375AVg2gSRp87z81+TMPHWukhEILAX9r8GEBHLMGPtFvvIXY4wL4lkPNfwoy5JAjnnxv8Y+jGE/8/UxBfKbeP733+LB+vr633//bUrgJ+4FoocafpYKEgL5ybNA1m0n1fLy7QfAwRILJM0YK49aX2Ap6H8Nxo7cIv6TK34JBo//+uuvv3iTgh5YAvn9R8UvmkB+YYw9W0iB/BYM/v29REngp59++ok/oQeWQL7/WfGbJpDfJiqQtqH+DgDwzvIKpGaaZBQmH6wTRI/3Dl48DMyCLyKQoBDIH/oHY1gCIVUIHAIxggskkHVdIDokAbKLhSYQ87WfHQIRDZafJiCQcN1DBhCAZRZIZ0NCQ6+i9Eph1PomH6xfUKDQPHHw/PnzR/Lx82DwyZ56ovPwxZNXj81iib3H2rMJ0P8ajB25yRl/cCn8PoxAUr/88oshBfI7z5vICsZk2M/cW7iWXVN/Kyt4Esjfv/32299SIN8Hg3+LbSYiEP79H3EMIgC+FkhmQ6fgFEheL7tPr4w8DiUwaRLPKFC8k88ePT3UfcKfPOtuhnDpBIPH4o0DMZbp2eRaK/2vwdiRm9Lnz7gi/goGX/2u48yBPLHkwgXyl+j24pmQcRn2M/cWrl/yeE/tBxHvf9Oy6Uog3+s4cyCaXviGP4l/zZTJmALx1gIHwMcC4b+qTK76CqRMv23DoxKYNA+DwWfB4LF8Joe1mio4eMf98uSprZPrOcnjMf2PXk6osbDPDiZ1UP2vwdiRO2jw4Ve/q2bEq98pN/7j789EEt0wDLN/6neHQP4Qfkmx1PhHMexn7i1cr4t4/5smkODfEksVL7+n3PjP/Bkdk5Zd/75bINQZ9jf30vgCCacYY+mR/wAA0FlagbTphWZ4VAKT5l0wSJJ46C6QQCDxlEwRfPbuwNZoeZEIHDwLBp8GAoG9YDC49+gpvTipg+p/DcYP3T9yG/xOI3JJCpTPJX58xQWiJTjorV+Oj4+PVQ7klXjvR3MA8BgM+5l7jNc/83j/vWowuHRhra+/JJcQP78UArEaIfTWbzSyV+VAXor3fh4wLHhogZzShW6P/BcAgMbSCoS/sB8elcCkOQ4GHz4OBp+LZ0+fcl/YO6NkM+SxaoY8kiUOxWbHweChbJZMKg3S/xqMH7p//5GaEX/8KCzwI2PGL79TzuMXh0D+oLfU/A8x5PfHH/8wKxiTYT9zj/H6N96Y+OlvGe+//82GaJZQ8+O378ktvzkEQt4Q6lECWf/5b9roe2s08HgCydOFxkBeMBb+Ekgtq5NxCuQqI0iGw+FcV5/WUAQmzMNgMJh4Hgy+Ml951yUQZzOEBEJNjxfB4F4gcCCfqX8nQf9rEJwsr6QwfmEsZZsH8uwvapr89bthGIY2Z2RiDPuZr48PzRbswkqGiPy4ngP5iXdzfS/7u7y2Oey4/dpqjfwXAIBvBTLkMF6agVugBxsj1xeYMM+DwcfcIgf9BBIIPOL59OAr/s4T/iBxHHz2KBB4KssngmY7Zmz6X4MJx/Fj6YxfaICVJZDjvygxwn430yCLLBAaktWFJZDf7AJ5+RM1P4Lfm2mQqQgk6+0vAACN5RbI6PUGJswrivqU1NjrJ5CHQh9qOBYJJ/hCNEB4CoTbZ4JJkP7XYNKBnDqvfvyFdPG7JRChDcqm8xmFPhUIdV79/Bvp4ntLIEIb1F811RaIxzY4AL4VSKGps9FPILm5aIFQv9PDQOBxMPikp0Ae7fFU8yttQghlzFWDgwTC35G5kEnQ/xpMOpC/4k0NUsQzSyA0V5D9bo7VNXMgE2TYz3wCsdscsEuTOsxxuzLTQVBew5yfzl8wx+qaOZBxcZxWhnlYCw6A5U2id2gJ0nw+31J/PqMPgw9Mlr1g8FlCa0V0C+ShmPNxaHPKnkwSPPWFQILBv36hFUsoO/7MMAwukGc//vi7tlbvgguEtGAXiJoM+NNvP//9s0ipmytk/fzz99pUj6kKBC0QMBZLJZC8cx7V6MuRBibLk2Dw+Pnz59RDteciEJfGB3EYDO7R0C2eNV/8Lqzgsz/++EO1Nf744w85L9JWhIbyTnq3w37mE4neNCVdRw2lMtfitT20Man14B2nhRwIGJ+lFQifRzXriYQ0nkrx2EUgT7obH9SBJTq8HooJiAufRBcrk6iZH9ooLGsxk4VPovcUiL4yibnqSdekkam0QPh6vNGR/wIA8K1A2hWddl+B0GJyjAb0jkRgosiuKMGjboHsBY9dlriS8z9k22Phh/EKgfz4i8C3AtEH8NIcQfEqv1+IJPhlBcLngeRG/QMAwL8C6aa3QLY9DYMPTJTHlMcg3lnR39aFZV/CxNqKr50l2x4y92HmQiYAnWk1mUwmXScqTzqQ29dTtARiLej+449qMcVJYj+r3uc7kei9/rNax0QMrNIEoqEEYi3o/vPPajHFsXGcVoeuNWaigwUQyE4ksjnMpi7lpiaQmurlGonApHuwRN6bmg+HgcCBnIn+/OnTPutavRPLXiUoc/JITEF/yju0JpVDD5hd5K4ttKkIhGYLyhmD/W4oNUnsZ9X7fKfdhdW9QpaNKSXR+Vo+nVG//wAMFsgY8d5VIJsrKysrQ9ToVm5qAuE39TRG/QUWmCRPrdw5ZYgT/AUJ76R62IWyTfDxIW1CLZHEsUo5T3QxxWjP+219qRzIlxVI7/OdmEDMAbzWKKweOZAvIBDk0MGUBDJOvHcVSIQKRgZX6FZuegJpeenDCkySQyvo02Ddp10C0caxCo71aSDB4CHv4aJVFYMTzIAIgeR7DvKcTg5EMjOB9D7fqQhEDtTlLZDuHMgXEMiZp9sZADBQIOPE+3kTSB+qtKD76YgbBSbJ4eGhGnj78PDwcI//X/K0j0ACj969CgafiTL86XHw2eHE2h9CIPWeKdYvlQP5sgLpfb5T6cKSa/T2yIFMXyDVlKfVqAH48gLhTZWdwRW6lZueQEQTZMTfYIEvyqMuzLcct8HtdVNcb9CZpnve8dSfAul9vr4UCF/KBzckBNPqwvIY792T6JuRyBD1uZabokCq2xsbGyOuZx1YCuji9F7tPjgDXj150tUcGxf7l6H3+U4keq+/dDDShhM5gq67gSCFDqaSRB8j3s/bMN5JE1gK5CC1HneMD/oE20n1Od91n6CfU5sWi8MkEDAufp8HMmkm21U0pyTkYpM9hqgFfYLtpPqc74RWEpk1L6fw5wCWnW0IZCS+DiwBX9NSe/l8r6se9AfHtpPqc75v1n3Bm4n/MQAAgYzGN4El4Lv+1+BfQV8QH/Yzf7vuC95O4OsPgB0IZDT+GVgC/tn/GkSCviAy7Gf+ft0XvJ/A1x8AOxDIiCxBE+SbQdfAF02Qfw3/mfuiCYIGCJgCEMiIVL8K+Jyv3GdD+MwgI/gjXH29vvC8HutbD8CCCmRt3pbsqfq8DfLNYH/4wCCj+CMcri58GwTtDzAVNig+r82xQKLzd+PNf373tU9H8ya+/m5A/kOx86+J3yDwy3EcHzr/oXj/9s3CjuZ9+eYt8h9gOvC7ykTnWCAFT6uuAwAAmDZXFJ8LcyyQCzrA9NSvAwAAgBFJU3y+mGOBlPj6epVRzwsAAMB0qfDwXJpjgYSanm49CwAAYLrwFc2boXkWyCrzcNsOAAAAU4YWdWarcy0QngRxv1k1AACAWcFv9DrhFMikBRLqYBwWAADMHXQbT9YJzbdATrjlcPM0AACYI7I8NJ/MuUCKdO9ylsJALAAAmBsqKT7HojjnAgkJzzWHWWIDAADAF6DKB8iybGjeBRLisx1ZHQYBAIC5oMoTIOwqNP8CafBOLNZELxYAAMwBFdH+KDcWQCChjMEPNoVMOgAAzJwsz38wY8JDeKckkFBWGITVMR8EAABmSlJ0XzFj4gmQKQnENAg7baEjCwAAZkSlxeefT8sf0xFIKCPyIHzc2FV+IwoAAOCLspG/4uvvivzHFPqvpiaQUEOMxQIAADBzriafP5+mQEKhrOU+AAAAMyM9le6rqQokVDzh62IBAACYHZ2TSc8//xICobV5V8XwYwAAADOguTqd5MeXEAjdo/CicLK2CgAA4IuydlK4mOz9B7+8QAAAAPgUCAQAAIAnIBDghVJp2m1jAMDcA4FMj0Tgu5BfuWJp+meXsYLQiSAUKrObkA95uf7W/sLr9dehUGhHUgz9ur7+66wODoA5EshOJLI5zKYoFwp9+41OKRRKfiUZLJB5Oo+RypUuLi5OWfni4qJBAtmJRORiO+SO3gKZu/MYVC7yXhBRAvn1jeJXIZCddcmvLgKZm/NAOZSbWrlugWyurKysDFEjyoVCof8GdBqh0Lfy4dFAgczVeYxULmcOETzZZexkZWXlKkUwttpHIPN3HoPKvZZ2eK0E8oPyxfoPUiAvOevr77sFMj/ngXIoN7Vy3QKJUEH60TUAlAuFQrV//OMf//hvIPA1/fuPYijU+Md///vf/x4Fvh4okLk6j5HKXdTr9RQz6vV6TgqEl7vg9zsrs3outxjnMajca97YWOedV1wgO+/fv3+z/vJ//ud/VmQXFuft+ssQCeSHX9/P5XmgHMpNrRwEMn65bwOBI2uqZ2Rl5T+BwH99LBCiw1L0zy5j5c6NKLfPUjwHwhgrLsx5DC73cv0HPQfycn39f6icJZCI6N5SbZV5PQ+UQ7kvIhDeVNkZXCHKKb4OCGGY5T4EEsmvv/46MLgLa67OY4Ryu0xkz+lfdsrLrTG2FiKBpJrN4qKcx+By70XXlBII9WK9pnKmQHZer798zwXy5s3b+T0PlEO5aZRzSaJvRiJD1IdykuI3gcA3gcA/rHL/DQS+q/FMyHcLdB6jlCudyvWhdxlbu7iI7IR2rxir01u9k+hzeB5DlPthfZ0S6VIg1IO1vv52R43CosQ6ZURCLkn0+ToPlEO5aZTDMN4x+fZran58FQh8lRQvlL4JBL4uFpPJ5ACBLC4XTcayKWY84KOwQqHdNRLKPm93+G0Y75v11yJ3TgJ5/2Z9/f3r9fXX74VAfn37Zn39JfkDw3jBUgKBjMU3svuKmiGBo+9CodJ/jwKBr0q+ngeSp/FXoYsyY1dCIFla8VMuGO0zgfywvv7rDyqV/paPv9p5Q8kOLhAap/VaZM4hELCMQCBj8U0g8NVu6Ntvd0PffkXdWKVEIJBQ2vCrQC5YmsZZlR6kd+VEwqtVc+BVfv8k5B9+fbn+hj+Qw3hfckn88Ea2QN6//kENvHr/WpoEgCUCAhmLxj+osXEU+IYC6rfFUOibxDfmrb/8KpDQrvmosbbGnxTWcqHcWiEUOtl/EPIPv77kCXIzif7DjnMm+g8/REI/kEVev0YDBCwfEMgEEALhlIqlb79t+FwgoUzTgrc96iwfekBZ9Bt2GvILxR/WZZPDvpTJ2zdv1CisHeq4ekNZdJFKB2C5gEAmK5BQKGmOyPKvQCjpoaAurFCdletpEsipWCPLD9D4KuUPm0DeWOmOnfX1N69ppsh7kWUHYLmAQMYh+S3nKPCVeFCzCcS/ZBnL7hI5UyBEPdQwGLM6uBab9y/XX5sTpzSB0KCsN3Kmi1wM6wd6USRLAFgmIJBxoDFYOt8tj0DEfTJlEj1UZ2elVVYvkkhOp3cD5i/LD1pWwxTIztv19dcv19+I1Ah1Ye28Wf/h/UuuEQCWDAhkHL75yg6ZIxkIfPVfRcifZBl7cEKsmQKpF/ZZp8nYA8aaU70J82wQAtn59e1LGsP7K/2fUuc7tALWSzLKy7digiEAywQEMmmSWoskEVqaHAiRNthqKMoM3wqk+GZ9/Q01NGg2ISVCZBfWm/WXvxZfmx1bACwLEMikaXynEfInF2cW3BYnq8RJgWYT5vw0EUTxmnsj9OvbX6Uk3v/AmyRvOe/fvqdBW5gIApYNCAQAAIAnIBAAAACegEAAAAB4AgIBAADgCQgEAACAJyAQAAAAnoBAAAAAeAICAQAA4AkIBAAAgCcgEAAAAJ6AQAAAAHgCAgEAAOAJCAQAAIAnIBAAAACegEAAAAB4AgIBAADgCQgEAACAJyAQAAAAnoBAAAAAeAICAQAA4AkIBAAAgCcgEAAAAJ6AQAAAAExKIDuRyOYwm6IcyqEcyqHcMpfrFsjmysrKyhA1ohzKoRzKodxSl+sWSIQKRgZXiHIoh3Ioh3JLXQ4CQTmUQzmUQ7kJCYQ3VXYG1IZyKIdyKIdyy17OJYm+GYkMUR/KoRzKoRzKLXc5DOMFAADgCQgEAACAJyAQAAAAnoBAAAAAzK1AGrmT6BoAc0P0JNfAdxz4mejEv+MzEUjjZD/FAJg7UvsnE/oDw3cc+P07PiOBFOqzvoQA9KZewHcc+Jv6BL7jMxLISXrWFw+A/qRP8B0H/iY95nd8RgK5OJ31hQNgMM0LfMeBv2mO8R2flUDWDPPwjeZNfgOAuSF/09S+nmsT+I4zIwbAXKF/Oz1/x2ckkJLZMZzezlTDAMwZ1cy22ftUL433HTdi//fvQODfAQDmhn//O/Dv/7Mk4u07PiuBNDrqsDOzDhQA9CKjFNBpjPEdT/0v1AHmlH//b2qM7/isBNKQv+060AeYazLSAumG1++48X+zjhEA9OP/DK/f8VkJpCT/KjfQdwXmnOqG/K1T8vYdj6H1Aeacf8e8fcdnJhDRMZDKzTo4ADCYnPiBVvfyHWf/O+vgAMBg/lcmFBZDIGvCH8lZRwYAhiEpeonXRv+Oo/sKLFQ31toiCOSCHyv8ARaFJP/GGhejfscZ/AEWhP8Tv3guFkAgTX6o6L8CC0OOf2VPR/2Oo/8KLFgv1gjf8VkJ5ETkz2cdEwAYHpFJL4z2HY/NOiYAMDwik16Ye4Hw0Y0djL8CC0SVj6lKj/QdNzD+CiwQ/zZG+o7PSiAF7jnM/wALRYZ/bbOjfMfRgQUWsBNryO/4zATChzfWZx0PABgN8b0d4TuemnU8AGA0UtMYyjthgTTQAAEL2wQxGsN/x9EAAYs4Emu47/jMBMLTi+lZRwMARoXnNU6G/o4jAwIWMwtyMtcCuaJD3J51MABgVLbpm7s/9HccQ7DAYg7EGuo7PjOB8G429GCBxezDSg39HcccQrCYfVhDfcdnJRDePWxgDC9YOKq8fd8YNgWCHiywcPybf3UbcywQPqW3OetYAMDo8KkguSG/48asYwEAo2MM+R2fmUB4fvEmvBxENzY22uJhNRqNtqa0m3Y0Gi247j8ajYanTjIajWZ6HpiPeitvhsww8u84UiBg8RDrup/MsUCidID5sH/IRLto6+N25JP2pMee1ZLJpOwJrMmJNe2KTjUcNhhLaZu0U06kdlrOM8iOciQtt1ER0VQqlan5a8maPH13o0N+xyEQsIDEhvyOz0wgfJXrDb+NzbGTlPE9WabmID2YgkBorlrGLpCo8yicAuk6UtkmouO0sd931znLNIWeAqHD85lANoZc73rNNwJJuL348MWLF+/6FHHdaNj337148eJh4Ivw8PDw8OHwhx0IBJ7at3BjiFrmvwWyNscCeeC3Ubw9BKLupc1JOQXSbjabzWg4XGjqzLVA8vwQs+YvccGpLpDKhiLrS4Hwj/rBkN/xxRDIu8ePH78IBB491hEx8uGLV8HgsyfPDxybJF4Fg8E9rcjjvUfmm4/2Hj+jjaxXAg+pSlE+EDh498SxhYO9YDB4PEIUTuiHHAgEDrUnzpN78fyhXvOLYDAoT+7huyfP9HPlx0wcvnuqbXLIt3iunc8eFVIlntouh/2aPn78+GlgAYgN+R0fAQikL4V94pSHU4M/3q8MFEiFXt1whHxjpP3SHnOi2yonBdKiXinKghn0oOYqkHJGpyJ/Wuc1rlyTVDnNOL0EkjRfzkMgiyGQx8Fg8Ekg8CioQwH4gN4RPLdv8i4YDL6imJmgeMo5VrHx6bF85ZmKsI8OtToStK14v1c05Xqy2jcDeSrqe6GeH6ujkyf32H5yx+q4RNFjcYzWub5I6LXaTy4QeMa3oDN6JlXznEqIbR4+MU+On+2B7ZoGlXTnHAhkJrTF7R+YlbI+S6fTaQrm5XQ63ZmCQCi/0rKCubm42JV2fV0EMrgbjVRx1nWCZYdA6sI2UXeBbEAgiy2QR8oEQWc8PzBjoRV2g8GnXXFXhMu9Z7qEDocIp9QEUQ2DIXghY7ZqBRxrOnERSDB4mNBOhBc80M/1ySPniaiTCwQeii34WTxJOATy9JljJxBIb4HsRCKb3a8OVc6XAslSeOUrXfDWh4kh+7OSmUx2wgLhNdy4CIQO5Yo8kM/Te6MLpOA2ykHtxhSINurL6sIyWzDbEMhiC0SE+iePRWzV+/15I+KRivTHL6hPSvY6PeIx9NWh+ClOEjBbHM/NsPzsxXNeufoNTxJ4/Pix+YRX0t0EoX4jl36vxDNHkNcP2FUgwUNZck9u9YjaPBa8Q8oukGePbFvobSpTIAe6P/gJ+EggO97jvatANldWVlaGqNGtnN8E0k4W8vzXeaomsiHNaLZW1aYuR63+rB4C8XRrX76l0e4SCG8FGG0zN+MUiGHLurgNLCYfRF3XMu8jkHKzqbq9xFLmzK8C+XPw9/7PxRSIFuD481cHKpS+c0TsQ7Xpq0eqEfBUPXinwuqhFMhjM9w+Ud54aut1otefWXt4oYVs+6suAjEj/QubQI4fOQXy/NGjg4fCZ/I86V0qxl883nuUeCSaS3uq2oeBQEL0S9m3kO2oA5tAeLknTx8lDt7ZnHuwMOroLZBx4r2rQCJUMDK4QrdyfhOIakOkk1p7oibe40sipSrTEIjsUjoLV9vtdlITCN8ntSB6CMTOdo+xRgWXuyntG30Eos0OXYVAFl4gD63nFC6t9oEIrfznvllEbczdIvIPXBqPKDi/eirit1ZOqSbhLhBt34MFQkd3zJUjazvWfKILRGb9rUOko32ljko2hx6qxpQSiBSAaLQkxLVSAuGdWEogD7VurT29nXPgA4GME+8hkAG0+dTN1AZvdCRF+JbBXPqkU+EJkckKhHZkqCupRmFZwZwVenVhDRbIfvchUeRMtYcUCJ+vDYEsvkDEj/oEYb3DQz9F8sTe3p4Yb5SQG2uRX2nm3fOEbACoSsUvcytAdwskocffAQLhznr3jZ/nAwAAIABJREFUUOvDUvmMp64CEcGd7/ihbC3t6afOWw8Pbcf3TGpDbPFcy+Q81wTyQj8h3hqRB3sAgfTowtoZXKFbOb8JJHyWquez5tpeldZZ08jRozaFWYOS6ymaWdiepEDa5I8yHxh1VdEF0uJS4Ze42p1Er2adUFNpw9ap1WxSFZ1mU5tBXqOXCmFXgVRqXCBXrZacfEgHc5pMUhkIZKG7sIKHtlGv2ign+0tKDFZwFmHznZgVYQrkwIrztqjtEIjo6UoMJRAR6K1uNUsg1InlIhDzYHjof6h08Eg/lee6QLjORAvMtoUsoARiuyzahQj4QSDjxHv3JPpmJDJEfa7lfCaQStKVdm2Dr8jaqvCuJmO7n0A6MnKbE9irYjTw/v5+OxxOqsdmJG63eN0Fmf/YNgWS4V1lZ2LJjXTUIZCKO6J0N9yC1ojhetgukKuN/Nn+VcdgHcdEQnqz5c+JhD5Por/SpoGoIPl4zz4gSplBI/FEhlj+810U5/XJkG7vwnpsjtXlr704PDw85PGfEBs8d+Tt9+gt2uIxPbBZhI+oTYi0iVAORfIn9L9DV4Hw9/l+nmjJCzGaV+nihS6Q59YJqy14txk9eZVQAlHbdXfCHfhAIOPEewzj7c+Ze/TNiKzzdjhc4YOzksMM4zUHcFXNl9rhMA3fsnURiQnR/BrS3o2KEoiYqnFaDVe5SFYdAuEH0k17oEBIEEbFIRATwy4Qaq2kqhDIAgpEwYcmmZMagk/0MVhPu+Jhgqp49lDv3ZIJksfOH/3cSocPH8kZExSW7SOgtEkY2jwRffCvfYTvIz3ePzUF8UI+dxOIst0jdYDcOGaN9OyxGjqwtyeGmAmVmFvQ8bzio67eKYE8snn1QJs9c+AHgYwHBOJBIPS7vsy7earRFE2rmKBAqmnGDDFOqlCmkK5aIJS9uKJ2THXbYOXqkAJJZl0xj6ZC7R3aXQ+BtHWBVKnPbjtar9PeIJCFFUgg8fzYbSah3jujTcJ7agb6RB+BWANbHz+Tr7kJRPUjDRaIEofWh8UFIkdy9RPIU7UPqQwXgZiImp+qWrhA5JVwFYh1xgEIBALxJpBKvWV2SWXa4XB1Y2MjOqxA0op2OJxTj2lyhyBp7Ku8STWnL6aYSpupiQ16YyiBUIXJZE0bmJxM6rNZSEudqi6QAk33WN3Y2I4WcjXbWlhVKpyuykYNBLK4AqEhrPL3t94ccApEtFT27DNE7IlwLZyqyXZPzLDqJhD9B3x/gfDGj+pVEn1YQiB8bsfjJy4CeSUP7IU6D94XZdYoj9smELlUibmFEAjfOR8A1tWFpUvjAAKBQIahItf10CBnmBMt+gjEQxJdVVqp1SrVcFUJoOJxOXdKyZtPsvaonzUP0RSIA0sg3B8Gb35BIIEFTqIrHj3lDQyri8eRnxCTuPe63jvQAqrt9/gLGjz7PKHl07uT6C55FvckuhiBS2mbV2Z9QiCiFRPskUSnuo+VcWxJdOUuXSDaDBNxlFIgYtqk9J41VsvRB3cAgUAgg2lnSAVpcwqheJF+uutPJjmRMBzO5PlSKYyVb7K2e3PYcR5pLpq/2d/PR7Pt4QTiTJGIM6JOri6B1PgI3hZfrpev9QiBLKhAnu7t7T20UuRW6La3QPi0ClMEWtzUUyW6QOipOdP7oJ9Ang8hEH4wjp4mKRBzDrxDIOoYD8wW0p5+CtyBT1WxA+5HOanR2kIKxLJMQmpInZDupAMIBAIZQLVlTX0wbrS+IBrCq5YoPJuwQCq21Ro7qg41D8REH8YbDlduhHM4++ah0oHXFZ1hBGJoK68ogfAxxGoSO5LogQUWiHw54EiNO8KtWJrEbEhYo6xs8VRLoh8eHoqd8FnsgR4CcZ1J6CYQfTEudZRKIEJ8ToHwJb6o5bFnvsQjPJ9RLxsV9LYahbVnuczaQglErcMVVBvIPjsxqVAe4wEEAoEMt5CiUkir57y9CQqEzw1nLJVO8+V3+Xz3wQLJGPZDVSOtnBuNJpDc/v4+5V5qKcYMlYSBQAILLBD+S/x5QjUyrFkZetOCF+LjrySHtpVAVAi1BKLGa4lFefd6CcQ5CquXQMTYYz7+99BM5SuBqIy9JpDEoz3e46YmA0rBibUR6TQemqOLzaVMXplNEGsLUyBqxcmEGph8eEATLG3NsgMIBALpD4+wp/ntaHTjhmZ9GLUvIBBacKpc4L1Q1UzTWv4woy/M7pyJXqXDK+dbhWyhlaecOo23HSSQqDkphd5oyukoukBMcqxjNmogkMACC0RE3+PDF+JHvrVslZbcEJ1Ex3LyCOUVROLhUCyWaIZQSyCiz+fJIY+72k0/HALR5pP0FYg+G9GceGIKRHZwdS+mSAuO0LAtNflDLoN4/ET8yxsj5jwQc9UutfKJLhCVadGWX3z1StRijus6gEAgkP7Qr3o1bZuPP4rqt99oSXiOZHICWdVXE6E47Xo3KsdMdFozK13VB9zK4yaXmPcI2e4R9fngYtW8chVIOGOlgCCQwCIn0c1ldHkrQ4vm1pRra6aIGTF5m0RiSkfLgejjqfR7AdoWSxEz0Z0H6iijjt2UikrVWAIR73cJhK/XLhdm1zM5tnO1JhLyeg+slU9sApGXKeE8d7koPHEAgUAggwVi/vDOOwQyrSQ6xbIbFa6plqshBVJu651gmcFJ9FEEogGBBBZ6FJZmkGN93oeVEnERiBZFrUaLJhDrFlR6z5cDfRZ7P3i5J87kjCYQ3rRwCuSdGe2tTjLRdSUiv3ClJRDeyHhs20ITiMi0yPmPz7rvORKAQCCQodY13I+2CoXWalMXgm319M5kBcKXpyrfbEdb0TxPhzjWzxU418Li3VZn0Va21Trj3VlWF5a1zHt6SIGwlI628gkHAgks9jDehy9ED/+TPdsvfytB4SaQwEO+LklQv3O4bRSWGBZ8/K7nLW3dJru7Y19PiwfqxzaB8BKaQJ69OlS30lVLuUsSe6KrzrzrrLaYIn/nIT/bR10CEX6RF+jRcy6iZ7bbph9AIBBIf8RiJRbmwNk+OZDxKdjz4V13gHITSDjJF9EyMVTPW78ciDv2vTPGrJHEAggksPA8Onh44Ow3SpiLSfUg4bKR4/0+9lD3AxnhrugeeGSb2zLMYbts4Vrs4CEfpry4xCCQL05bLJwoqFur2E5VIGrpeM6p8/d/D4GEK3kr8htn5rzDKQgks7GxUYFA/AfvpeqvgLGwrwoyHcx1TKa4xYISg0BmQbK1Tat72Gbnda+e3iPMe6Wdi67SbcmtZauc0DE5XqpmWhv5fH6jpSW8w67LvPele/1h1yPM5/NOsywwEIj9tlBTYcR7onuCEjwPp7zFghKDQACYDhCIaoJoY3AnDJ9QsRS/9ecTCASAKQGBTD/E75n3nAWzAAIBYEpAIJyHz58/n5pAqO6l6CuaUyAQAKYEBAL8TgwCAWA6QCDA78QgEACmAwQC/E4MAgFgOkAgwO/EIBAApgMEAvxODAIBYDpAIMDvxCAQAKYDBAL8TgwCAWA6QCDA78QgEACmAwQC/E4MAgFgOkAgwO/EIBAApgMEAvxODAIBYDpAIMDvxCAQAKYDBAL8TsxHAhG3usNjPP4yj2chEHG3bjzG48AXeTwQCASP8djb44FAIHi84I+XSiAAzBXowgJ+JwaBADAdIBDgd2JfRCA7kcjmMJu6lINAwKICgYClFMiO93jvKpDNlZWVlSFqdCsHgYCFFsifg7/3f0IgwEcC2Rwj3rsKJEIFI4MrdCsHgYBFBQIByyiQyBjxHgIBQAKBAL8T+xIC4U2VncEVupWDQMCiAoGApe3C2vEW792T6JuRyBD1uZaDQMCigiQ6WMok+qb3eI9hvABIIBDgd2KYBwLAdIBAgN+JQSAATAcIBPidGAQCwHSAQIDfiUEgAEwHCAT4nRgEAsB0gECA34lBIABMBwgE+J0YBALAdIBAgN+JQSAATAcIBPidGAQCwHSAQIDfiUEgAEwHCAT4nRgEAsB0gECA34lBIABMBwgE+J0YBALAdIBAgN+JQSAATAcIBPidGAQCwHSAQIDfiUEgAEwHCAT4nRgEAsB0gECA34lBIABMBwgE+J0YBALAdIBAgN+JLZdAqpOqCICBQCDA78SWSiDt8lklPA+00q1ZHwLwv0COLj8nplAtAL4XSDWZTJIykpIavbjBUm3+Lr3islEh7/Zqu60/0R4zxnLhK8ZW6UktmUxSA6fAWDncZozxPYbDlWSyIt/mUAXVMjsTtSXFu072o+0BB1LVHuu7FCdck+/mGbsKZxgzel4nsLgCSZyfn8t/BPTi0Yf7D/xBIBD4FL82Cx65VHD/2e3VhC4d7fFRPB4/CtzF4x/omdrf53j8LnAej8ehqmUk5leBZBhj1XA4yiRpCsAG2+BvJukVFbgrq+l0VDzsMNZsObq5WmnGyvL9yr7BjLwZug3GMuEbxiul+M0y4XA4S/uqWvWfMS6LjjoQqqrFDPFunjFWV9Xl6um0eDnJmHFGlWlUo2nGUqvi6LIdxtIF9Za+y5w6X37IG4zdQCB+FQiF7UAg8CEuuQ4EEp/4ozvhEhnrAx/j8filCvBHt9fXH8XDy3j8Tj40ub+Ox6/FZoHzu3jcasQkdIHQvuOkn/t4/JM6ErB0xJZJIC0V1TdUJA+Hc01tBwV6ksrLtoMZ4hlj+/S4UuaPO8ogZcaSJAjaukXv5KlCxpqDBNJU1qAKDVHdasqyWmWDnnRaejPkTGzON+Q7U2dg36USiDiYbdp5krHU6BcQLKBAEnfqMcX2z8oa3CrCFB+v6bEQROIDPbm0NUOEgOKfef2X/PEnTSAJJZDP9M692Psn3jgZOxaBBWQJBJLaICjYnrKmeLPD0gY75Q+FYcwdJPMUuk8LqhmSYSwVbZUZo5zFFWOn0Y5ocYhqWJtkJN5LlVlZtB6uwuEU37tdIHV+IJlwuCY24bV3GBMtiTTTm0XVwim55czsUqsxVs7lOtRpFq4YzFjdMJghTafvMseYkcnxrdvcNNvhCmOd0S8gWCCBXH4m7rlLPn/8cMdDe+Baxf7L+F08fssf3nInyBZGIHDOhfHJbIZ8pObHh0uhm+t4/BM1SFTpy/glN4x475r6rvgWt+QW0VkGloyYjwRS2zepaQIxg2dbhf4aY6unPMCGw8kodQ1pO6i2eDNkVQTnPI/1Sd6CoRhepeidkm7Yp66hAu+5qhrs6owaJLSXVXIVNXnsAjHz5lGtJZSVrZtwK0rtIi0hUuNtEtWl1uINjgw/1A1+IlHRyAjbd0kCkT1qNV6+QF1tYhdg4QVy9MnkSBMIRXLiVrYXuBDOtR6sD9cU/Onx/f2lJpBAIEGKiF/fi2aI0MNHXqP4/7nlhjt6dM9bN0fx+Oc7nvcQe7k2DwEsFTEfCYRnNgRJN4HkGMvyB1HGsttWQK87d5A8M6iziJohdZHYaFI4bomIfSpe4vG/w2N0hachogUhqBRVfGamNlwEsq+6lNKsHC4zQ/qoYheIaoakeGZfVJ7ktXS4qWqiXy5s36UUSIXxaiv8WDtmmwksuEB46kFw7i6QS5VBp9fF49t4/Jz+k69rbYquZsi16Py6JDd8Fn1U8iVul09cKyLz8fGe15PgyrmTDRywZMR8JJBK3qTiJpCoGhnVZKyd4d0+7gKpWrmQfSGdU/olnxdZB9EoIVr0y77NA/YNY0nZVdSkXqaoah24CSQtu89qlOK+4b1SrgIxcyFVPgCAbVfzfBiZIVpPhtlNpu2Sd2FlCqqjzaAa961dgwVvgdyauLVAKFse/yRNcatGRlHX0wfVh+UiEC0Xcic8c03/yM4q+Q/Pe3wmhVGDhFof56K5c0l+uRWdZmDZiPlIIL2S6ClCdBjxXqsKzzmnVPbaKZAaj9pNkcEmAWWSlMBukUwoEG+YxStRaopEW2GqLcUlUQuHszQEtxZNdgnEoOOgIb8p2aXEW0EF8b6LQLJXlAa5kc2drMFYiqVyonuKXkmZxbVdmkn0Gy6XFikvE52P2S/LxhdMol8SZg5cjKL6JHuteKA/snqiHAI5v6Vc+d1HLptbGsHFWyQfSRJSIGpQ1v05dXl95D1Yd7KdEvhwTx1ZsgsMLBmxJRAIR4Ry/laL/zq/Uh1aNoFUC3Vb8rotBl6lKNRfiXz3tpVFN8lRWyK8ag2MsnCMwsqHabyUUEaHDFBhKqdiE0hlm/actuaDtKk7i5UzlkDK5lwT+5FIzjDtfslGYdFrH6yRUzxlIQZM8SyF6sPSBZL4cGcbiHUkNudZdLnFrbPBInb5WW+bgGUl5iOBtFsmbU0gRpPg3UxiOkSdsZtolP7vFIjL8NnaKWNGNE/uuDFbIF2aoAl70eg+NW16C6RMxxHlAuH9W5SniEajKZVT0QSS442PfW0qSDvN6lFySo4P2CU5pGSLygZ1YVUqyVYKK4j5USCJDyYJfRTWHSFL8IG6Hy2BXMfjt/f3d3Jsri4Q2fj4oM0B5FM/Pnwid1gtkC5NfKLxWff0/wnEILDAxJYoiZ4XcZeyCQL5y98SSFnrMjJp16qUA0lSA4PKSY/YEO0UfRyuiUsOxBAtELN1JPMllkBy9sYHsU89btU8T5yLvquqyJM7kEl06hnD2N2lS6ILPl7yyC67sKxNrh0CoYkdl7dm0l2SOJKJc9l3JdMitiJmleb0RLCcxPwkkLSJq0BkDqRgeSbnEMiGI2oraOJFlUZaUe5CZDrCarUQgnYm0dzSrvUQSErk73mfFKfsEEi1fCUT6yYGP48qz5/X+ZEnGc/FV2vVHgIp204BaRBfCOTaxFUg52YmwxTIveWcI0cL5JOt8aHthcvmXrRZRKYjcKSV5Ll6wUe7ecCSEfsiAtmJRDaH2dSl3Pg5EFMgLdFXtC+7oPbVL39LIC5Zg9p2NVyt86Jtg1YgEXNCVEZdsCGr2tAWJgnnDHZadRVIkx8TpTLa8t+kowur+0BEzp+KVOmkrnjF0XC4VmblSrdAajRxUXs5aqbqgQ9zIEog5/Hrj4nAEXVa8dwHhXTZE0X/3jsE4mKPcxqZK4qe8waGmA1CL1mu+CSr+mQN7ZJT0sGSEXP7jo8R710FsrmysrIyRI1u5SYoEDEBnH7E83jd4r/R+QIiBLmlbUekHsqnKcZSFKQ3GEvtp3gqnSK5mk/IZ5FnVfQ2GyaUxii4CiTP+55aKmPSpKx8Vh0Hb2jYj4P2Q51X2zQN/oqvxciadcaH9NLsQz2nz3u/0vysMo4+tu6MO5i+QP4c/L3/c1ICSfAUOP/fEW8niAFTYjQvX/XQ6nwityTsiCT69d1lPH5NTz7F49c0IOtc7Mqca0674b1alH0xj4ZSL86+LrCMAtkcI967CiRCBSODK3QrN0GBhFMUyrNqZagaj7E2gZjZEbNjKSneT3HlVEWnE/mAYriZ76CauDdITuYShzK0uwikwBV2pSL/Bh2jTSBaL5s6fTEISy7EleEHasi1G21NDXMUVlmOMbPZDPhaIDz7wR1CrYUEbyeY71LpI5tAyC0ad1YF17w3KsHT8byxwUdnqf1+VN440p1BqukargWWUCCRMeL93AiEZhVSqM3nrY3PSB3ZfF4OolrN53PhDWvuYThcTulw87S3T9OdDdmsqEZP03URhyvb1hioTD4vGwHRfN4M09VChw68IF7azufNFoFYFTifl4vHJ/P5fJv+x6HDLdiOI8WPt1qop9N1ubBJ5azTuREtilzdtlBJTdaSs/eCVVspNV8R+EUgNKuQj6W6NWfxJT58ur6+k6Ny78gJH25vRd9T4vb29pz+J0iQFWzwDqijz3fXdzSzg29yf3ct18k6urUaGx9vb6UpPqvK5fAvjOpdNmJfQiC8qbIzuEK3cpO8oVTG3q0zHjl7ktqFarpXzL4xFyGZAFdDXZ4Kn5MO/CSQQXw0FyGZAB8GrnaVuEQX1tIR69WF5THeuyfRNyORIepzLTfROxJ2bL09Y5Hh60/1o33VcyBt0pzEODbVDS3t0ptKR816AUtzR8LE5eRWqPp4Oah5cXSHJPryEXP7jo8R7+dmJroruYllkrNqrZCeVFOs3HNnV3I1rPGpM2OIrqmKwZpDaAb4SiCU/5jQPA05pLcPtFYKxvEuHTEfzQMZ5k/a7Za1Xmh3Bq5PeMbTKu7U3OebeCC6P9QpnW7DH8snkIDrLWu9cN5158IuPuH+60tIbLkEAsAyCQSA6QKBADAlIBDgd2IQCADTAQIBficGgQAwHSAQ4HdiEAgA0wECAX4nBoEAMB0gEOB3YhAIANMBAgF+JwaBADAdIBDgd2IQCADTAQIBficGgQAwHSAQ4HdiEAgA0wECAX4nBoEAMB0gEOB3YhAIANMBAgF+JwaBADAdIBDgd2L+F0j/23bMkOq8HyAYDwgE+J2Y7wXSLt/M5b1ca/vifoW5U3GrwFZ64B1GwGIBgQC/E/OTQKrJJN1dqZ2U8BsCbqtbvtIrLhsVzgbekUm/F5PBWC68z1hePk+2ogX+Pn+twMSd0suMtcJ5xvbJFOpwKuFwirFC+IzR7WVr9JD2L++SmGdlNEX8xZQEcnR+fu52o6hPH9zu6JRIuD++j8fv6DaCdNv0xDlHvnsbj9/S/dQvRwkkYDmJ+UkgScZYNRxuMQnF8mqKbfA3a/SKusdsZSOdjoqHTcaaLVvojqYVVKSybzDjzHRIirEMKUBUmutQrUa+GhavZRlL0+sdssMGF0X4VB3ORjicppuh5xk748bhRatpcbfyijHoJutgwZiSQD7F49bdxz/eXV+LwE8h//bcUfb+Oh6/lLcK/HAdj1+bNxb8oASS4Jtyrj/oArkeP7wAvxPzu0DUD3zx1yykkWnKeE4UKMCn8lozhJfkbIfDlTJ/1FEGKTOWJAXwrc095akFwbbppuu8Y6pJ7ZRtIQpdIB3Sz4Zov+TosdZEqrPm5GIX8K1AEpfxePxSOOGWHsv7nh/xJ3e2Zgi5RunmXjz+YAnkUyBhF4i48fln+uccAgHLK5DUBkG6OBURnWJ32mCn/GFUxXNBLZ9ijJ0WqvYWCCMJhK8YO402rdJNxioUGai1kCFJbWe3U+k2jxYtOoI6lboizbTEVqeMnfLDyZEkWI12T0dWTXG/0Da86dGyGkjAF0xHIB/j8bt4XLQkuD+kQAKBxIe7uK0ZQhY4/3gdj5/zx/HPn0WXlazmNhAQHVXUeDn/yLcWprmn4nfDHhFYXmL+FIiURjhcNWTorzCWr1Pwp3LRaFoTSDhcbVGbJJXXA3iBsVW+WaoabhvMkHq5YQZ/LydkkqYKK7Qdf60tkyOrjLXJL5TlOFUNH57oYFVqemTpyb7Il4TLPFVCuzLLAT8wHYHcxuMi+FMz4v5WEwgpw9YMuecNjo/8/7ekBdG64Bzx59dcE7K/SmZEPpKeEmoXACyxQGQQ562OrGw4EHWbQGhbRzOknWIdURc1E+qyu4mCQofvqCKyKjl95zxLLlsTKW6EjEMgUXJGjZonIr5wn11JkaSESIBfmI5ALuPXgUszw00NC1vuXDZDPlND4wOXBBdC4JrLQWtY8Fc/8e4tKZBz0R455y2Wa9oUgOUWSFQGawrjbdXB5CaQaoEaIYbZCMmL6J8X0V/+wxsaV+Fwm5ohvKvMqqDNGymnQik5ns8wWNshkCx1olX5UdIT0RLZkCI5FVl14BemIpBzahp84jHeVSCBo8+iESKbFPeJW8qYULaD9CL+Ia6pis9cE7wL65yS7PQswWv8JHvJAFg+gbAUUeXBmWeo21wqKTWk1ymQ2ga1Pzotc7BVW+ZLbkSjZdssXomSIaL04gazpb35a9mo2F2U1NDi4jhlzKCjOTO3bol2kJb8SJq9Y8A/TEUgn6nl8MHsiXIK5KMtDfKBnsQvz7lLeKPFKv7xPhEInN9TSTOJLjvGSD4f792GCgOwFALhVGXSQQTpDT5Xo9AtkGq2To0P23yQqAzu+6ZAVrt2l2cyKd8fNQqrq39KJT0Ksn9MHSvwCVMRyDUZ4MgcI2UTiGh8XFsDsRKkk/i1JpBLZ4OFsI/CAmDZBWI0iTCfncHfumLsJhqtm2HcEkhlo2xvfHDSckjUmRDIhtsxbMtJHwM4ZaxMR7PhIhBeaVamUnjmHfiHaQiE8hT39zQk99wpkI980O4nbSrI0WX80z055dylBaJBXVhHR+cfLq1RvgAssUDMHIgMym1DtUrkaCpLIGnGjBuZITepMNmdtCHKSY/YyTKZvOiPngOxUZNvtGQLRMkO+IRpCETO5qDkhkMg1Iy4pm4pizue/bjliXNRLuE6wVzNGuSTCwEYHr8LRI50olgvyTkEsp0WaQsbWdU7lWWUNKcBu9TBVbGVJCuJFU3sGqlUhhOIGiEWla2dfT0nDxafaQjk2hTItUMgiUu98cERPhCJ8zveZvkoZhUmznsJxDZ78AhpELDcApH5hRtZx40YlasLxDXtIFch4ZIwKlRx2cqom5zRdMR2uLKf0pWx6jjengKxch+iWdTBVHR/MQWByLVH1JQNWxdWd9eUmLEueq/ueYr8E++kOr+My/VPBGoY77W2Roqakg7AEgukxmN+la9gJWJ2qkrLkQjotbYdsdmNuVriBmOp/RSvpUKju3TftHlFNH5Li/xV6idrDyOQVSmOU7F51TBXaAS+YAoC4UsgEnzILQ2y4vCGhgOxksn1PS2HdStWQLm7i3Nz0OxDfZYH7/265tPa9aYJvYA2CFhmgYRT1JTIqchPDsjYBWJmRziyE6lu7rNKI7REe6RK29m6pyp8LUXGUtZ8Qt7dpWYd9heIQxxJc4gY8AdTEMidivw8sWETiPnEWvNKDMKKx+8S5lArGtLLi35yG4VlrbUod4bJIGB5BFLJ52ld3Ew+b22QJ3Vk83kZwzfy+Rz9T0Cph3JKRw6r2s7nlQOqrdN0XUT2ynbXOKnCfid9um1PjUQNOXlREKVdutCWYlGLKm5IyyHJAAAgAElEQVTYGy5g4ZmCQG5vb0Wb4Pz29pb/j0NS+XBpQwyn+vDp+vqTHFl1dHt9Lbf+eGdbqETWc//R3guW+HBpa5EAMBuB7EQim8Ns6lJu3BtKJfXlRsYlJxcdGbRLtXBWX1qUXeGZFGEtuaw78A1zfEOpu6HG6x65jfkFYIBAxoj3rgLZXFlZWRmiRrdyY9+RsGkuXzI2mdQwyx0m045VUnqQlmsoGmZDZOCdrcDiCeTPwd/7P7+0QMTqJgM5v8aCimB0gYwT710FEqGCkcEVupUbWyCTC8xZxm4GNy0yjNWHaYDk5ODdDXknwjofLwx8xNwK5E6kQgZACy+iAQJGFsg48X7+BBKOTuqHfbszzC0Dq53ocAuSZERt1QJfUTHcjuJuID5jbgVy/2mowVV39mmJAMxGILypsjO4Qrdy4wsEgNkwtwIBYNpdWB7jvXsSfTMSGaI+13IQCFhU5jiJDsD0kuhjxPuZDuMFYJ6AQIDfiflpHggA8wQEAvxODAIBYDpAIMDvxCAQAKYDBAL8TgwCAWA6QCDA78QgEACmAwQC/E4MAgFgOkAgwO/EIBAApgMEAvxODAIBYDpAIMDvxCAQAKYDBAL8TgwCAWA6QCDA78QgEACmAwQC/E4MAgFgOkAgwO/EIBAApgMEAvxODAIBYKEEcnR+fu52Q6hPHwbd/ymhFbiPx+/opudxWVXi4/0HfptC8dp1fKi7poMlJwaBALBQAvkUj8c/qScf766vhRY+xuOXt/Y71V6bUJEP1/H49Uf13gclEL514jZO0NvitTsIBAwBBALAQgkkcRmPxy+FNG7psVBA4Ig/udObIXGTBG9yEEoLH8hCCbl14k4VPJKv3cXjpmsA6AUEAsBCCeRjPG5Gd+4PKZBAIPGBPKA1Q0Tr45LaGoHzeDz++bPVZfUxHr8lxVyajZoPH+7i97zSS/6KvTUDgAsQCAALJZDbeFwEf2pG3FPXk9bmOO9uhgSu45dHfLP7QOBzPP5ZvHrEn1+TW7hcSB0BriX+2mfTNAD0BgIBYKEEchm/Fo0EDsV+W+5cNkM+m+H/XnRbXXMjnPPWCIe3Yj7xbMon61X+7BP1cKk9ANAbCASARRLIObU+rA6mLoEEjj6LRoh6esnlQJkN6x/imqr4zFse17IBIvhMjZRzXSkA9AACAWCRBPKZWg4fzJ4op0A+OtIgojzvseJNCqv4x/tEIHB+TyXjtow5fy1xjxw6GAwEAsAiCeSaDHAUj1+7CEQ0Pq71DEhC9nYpgVw6GyyyWQJdAC9AIAAskEDO4/HL+3saknvuFMhHGksV/2QfPPVRzhnpboFoaKN7ARgFCASABRKInM2hhk1pAvlIjQ/qlrIhBl+Z5khIj9i5U6O6ABgNCASABRLItSmQa4dAEpeOxgfHnDJyx9ssskGSsJc0p4fYR+4mzgetjQKWnRgEAsDCCEStPWIuYqV1YblFe0pvCFnc81bGJ95ZdX4Zl+ufWLVek14uP+uvXsevMRcELJtA/t8//n975+KcxpHu7dHZUUQjl2om8fgg4wtlQMG2sAyB2OZiFMgRAp1j2asE2dnVWXu/OPGxs1nvVv7/+urtnisMMDAMl57fk6qIS08zkof34e23u6l1pP3kZHRqlUZ0IQ+suUD4FoiKNfP2L1Y2wifqDsGbObsl0g4of/3rl9wctPrQNW+X72ti8r/e0TKMbIF4CaTRVaSnBoXEVSB/tSL/T2QNj0AcCbj2vKIExTyUaiRffvk//2U2tbdj5FgH/9310YsOwGIQECuB9KTNPdwYvUgDH1hbgfz0008iofivn376if+PQ1L5y/94+IvTzKT005//bB79v38dzi1K//fXP//5797JvP8l1qkDEBeBVJSYUIk29AHJv1Dqr4Hm7f7dWq4IQBwE0lNiA3KQ9WdtBWL8ZO0HP5H/47swAhATgTRiMX4lMFAHWXvWViB/FaWQKfwd69NBrAQSg/q5Qzfq8AekFcj/+3uQzOIvfutKAFi+QK4nk3tBDvVpN4NAGkqsQAqy7qytQACIUiAh4r2vQPa2tra2AvTo124GgcSmgi5AHX0jBPLz9Ov+ZwgESCSQvRDx3lcgSWqYnN6hX7sZBFJTYkUt8gAIwgGBgDgKJBki3q9SIDGbMdKJPACCcEAgQHa0ZQiEpyrXp3fo124GgcRoDhZhRB4AQTggEBDbIazr88V7/yL6XjIZoD/fdjMIRIkZkQdAEA4U0UEsi+h788f7VU7jVWJG5AEQhAMCAbKjSbQORIkZkQdAEA4IBMiOBoFsLJEHQBAOCATIjgaBbCyRB0AQDggEyI4GgWwskQdAEA4IBMiOBoFsLJEHQBAOCATIjgaBbCyRB0AQDggEyI4GgWwskQdAEA4IBMiOBoHMRWb+Ze+ZdCG9kHOIKu4d7u7u3ko83N3dfeR5nB55mLixu7v7LKqXlovNE4iRK852QD2bdY5IpxdzYYPNAQIZQ6HVatWdu0axmHE/fVQ9H/tWS+dyadsvRjpXcLfMHKmqqrYX8U6LKu4d8r/4DcbYbbq7e3BwwP8B7jDG7iR2GWMQyAYKpFiv1xWlXq9nxj9+pB5N76hwZFFQWqpqX8qGqqpDfQPZ0SAQf/Kq6+1QzJVV9dz1bIaezRf80pBilp4rF8S9dJvuHdkNi2W6r7redvMTWeBjjO0mHnFdJBKH+4yxFCnjFmPsVuIpY+wwspeWiggEUsg7GEqO/8y2xIV4ns/zqy6Tz+cVxXwyn8+bn4PSqlpWlCq/9KiJIEOPtxVFVdUibzP9wqybl7Cq5jwCSS/msgabBATiDzeEmnPJxCMQpVgnE/ikIRluDFVV+Xu5WBV3stbTRlbN5lqqqrbCn2NkgS/F2FMukFtm3iFyEcpJbiTuMcYie2W5iEIgdvBWVcMJ5WW6Do/MC5auXXecNy+1IhdFmYuiaHfCBZLnYqE+sgEuzPS5quZzeVWtpz0CWdBlDTYJCMSfnKq27LhfHhWIohgFnmpkh9KQc1VtF4otVS1T+pJV1Wy6UDV1Ig4Tb3X6jBiShQW6w6ePPYNSN0kYNJD1MJFI3GXsFWNvEonEMz54dYuxBwt7ZbmJKAOhjygiA6mravvoiD7f5H0FUnVnIBneKs/zahKIlYEU+XXeFvl2Tq16rmffcdoivRla/ACXQHLuz1wgJmgQiC9ZVaXsQYxhFQrkgPPRN9I5JRjluvtdVhayyPO3EiX1Gf7W8vqCPsKFP8eFBbqnjD12j0q9YuxRIvGApejOA8ZuMLZPz++z/UTiIWPfLeyV5SaiGkhaVaviVl185E+LcalRgXjyAYPfP+LPkUAMz+NZ0WfR9VmHS8EZfZ0skExLVavkkBbKIHFCg0D8yNB4cdb1ZhqqgYxNQ6iQSD7J8Y914v/87ep+W2XKC/mktrhI94axVy6D3OVVjsfsphi3ekISoXLIE/aED3B9v7hXlpplCcS8UqcIRGmrVCznH13cAlHKdNi5mW5X3dd5QaVDxgoknTaEQDK5o6qqVgsKfdCqHuXgkNigQSB+FOjNl1OdOSljBKIoaV4gEdVLwhSIeJO3xFGGt7po5F1FkRAsLtIdfs/Yd84o1lOujrvsVSKRuMbYNRLM3UQiccBHsp6z3cW9stQsTSDtIBmIckSWKfBr2iOQLD2eMxtnXblxzv+ipzG0aplX92isNq0oBg3y5um6L9LboRyzr3aLMxoE4scRfaSjN6oxUSCZHI1HV1suO+T527ZIjxv0yZB/gnMXQUQFZBGf0cLEtof7XhhjD6hkzrnBp+3ePngq6iF3qHBOdY97B/f4tF67IVgHgWTORYY7pohuf1bJZdOKks7mTIHUc7kczxVytJQjnRVX6DlN1eJQdlG1Z+yKWbvWJS6o5k2BKLl83XoPpM/zqIPEBw0C8cEQc1Jccd9PIGm+pCPvTdhpGLgq3mIZsxJiF0bMw1S1OuNyLX/CxLaHbJQnPrNzaS7WM94a1lhLgZjQ55RpAnFhz8IamXZb58cSpCUvphgKuUKhkE7zhVG5o6OFXMtgQ9EgEB8KlIYbxpEzCDAiEJF8qO7kw5nMKMqJTgbiEUjLf2B5dsLEtmfXPLxhjH3vt7pjl7Hnz549u0kDWWBdBVLlF5RLIPQ8TdFqtVqt3EwCyTnluhx1nHPhrPiou6DcJ+slwGpEIAcaBOIDl4CYYG+OYQ0vJBTryX2rhen6eS4j3uRHpis879RW2VplGJLFRbpHD2jpoB9P7PyEyiJg7QSSrx9ZV6n1yaTIVwyO1kCGBFLMZDKjO/LUXcWRdFXN+pYzxIxdx0HW6liLduDfBWw4GgQyCq8Jej+iDWcgbVU9mrTqVhTg66IMT2MKEST6Cwt0lGBQvWPySJd3YyywLjUQo22Kw5r0URDDVtME4l/pPrf65q9U9d/aJN2yEOV7kYqc05R2QeDfBWw4GgQyCi3f4FVDZ/XHsEAKk6cq0ps6Zw6FiR/Oc5lcYc0Ecjs1bmLVU8ZSj4nA/whg6UX0gqpWM+ZlW+SbHXCheASSy9aNQAI58qQPhXLOd7see1Qr690LC6lH3NAgkFHsdX4t/pYwikXawqo1tJ/iGHKtDB/hovc0pTI5Pm237nGL/4zgWVlcpHtIs6v8eMzYY37jCS0HAes5jVfM/ONpcfm8njfzXbFM/ejoqCXckgskkPbQ6kMlyBCW2RYCiR8aBDJK2Qr4tPNQ2rX/kBP4i0PYbzRqzEfActY7LV82PyEK6L3sGiUIQeQBMPEsZdVGrpkbm4B1XIluhnFake5Ml7KnaLXFVZkNIpBMoCWutEDWXUQXQCAxRINARnB2FaXiRd1PIGKvRRd2iYPW4lrzKu1yfNVVLqFD8xsiENo48Qa/RVsqYv3gGq9Ezzo7QbfFEKlbIEq9HUwghUDVOqq22KNYzjZvEEj80CAQ3xKh+e46py8FcUqGhekCUTL1fLXtzO4tZMvtluc9mSvzNbvhiTwAJp4eHLwRk3sPDw4OIJD1/z6QTDHtP85aCLZRbivQHgmeISy7zA6BxBANApkLYwhlBUQeAIE0XyiVaQf6qo5M1bOX4jjS7vXp9pCXkc9jAUjc0CCQjSXyAAhkEUihHOSrBmnYq419rMAMQCCbS+QBEMgikJxYqz6VgrkjFgDBgEA2l8gDIJBFIBlssA4iAQLZXCIPgEAWgQAQDTIJJGajt0bkARCEAwIBsqNJJJCOEis6kQdAEA4IBMiOJpFAakqsqEUeAEE4IBAgO9pSBHI9mdwLcqhPuxkEUlFiRSXyAAjCAYGAWArk+vzx3lcge1tbW1sBevRrN4NAGkqsaEQeAMECBPLz9Ov+ZwgESCSQvRDx3lcgSWqYnN6hX7sZBJLoKjGiG3X4A2GBQEAcBZIMEe9XKpBGjOZhGUhA1h4IBMiOtgyB8FTl+vQO/drNIpBET4kNvYiDHwgPBAJiO4R1fb54719E30smA/Tn224mgcSnjo4K+gaAIjqIZRF9b/54v8ppvEQvFqNYBvKPTQACAbKjSbQOhPMsBpX0LuofGwEEAmRHk00giUSjUutIm4cYnVoF+tgQIBAgO5p8AlkyX6336YHVAYEA2dEgkJBAIGAMEAiQHQ0CCQkEAsYAgQDZ0SCQkEAgYHkCUTm4jdvKUm5PBQIJCwQCxgCB4PaG354KBBIWCASMAUNYQHY0CCQkEAgYAwQCZEeDQEICgYAxQCBAdjQIJCQQCBgDBAJkR4NAQgKBgDFAIEB2NAgkJBAIGAMEAmRHg0BCAoGAMUAgQHY0CCQkEAgYAwQCZEeDQEICgYAxQCBAdjQIJCQQCBgDBAJkR4NAQgKBgDFAIEB2NAgkJBAIGAMEAmRHg0BCAoGAMUAgQHY0CCQkEAgYAwQCZEeDQEICgYAxQCBAdjT5BLLz5W+qxPz25U50IQ8sEggEyI4mm0B2pLaH4DcoZCOAQIDsaJIJ5J9qLPhnpIEPLAYIBMiOJpdAvlRjwpfRhj6wCCAQIDuaVAKJSf5BIAdZfyQWSDGdTvMbmXS6uOqTAatDKoHsqDECdZC1Z8MFkvHiea6uqlnvDRBLNJkEEoP6ucNvUYc/EBuBZI688OTC8F5vjiYyxWKxpar5YrFYhEBijiaRQGKVgCAFibFA2vTvf+TcyRv8Vk5V1ZyilPnlUc4f5cTD08kMXVqFiQI5ch4sQyAxRyaBxKaCLkAdPa4CSfN//6rh2KQ+KhDehJsgmEDKFm6BHOVsnK4gECClQGI1goUxrPgKpC4ugIIrHUn7CsQySxCB2DWOqksgvgJKFwqFrKq2C4VCgc4ljzp6fNEkEogaMyIPgGA9BcKVYY9h8Xt8EMslkFwuV3fMsliBEFlVVQ1HZufBTx5IhbYUgVxPJveCHOrTDgIZS+QBEKylQGgEK1u2Y37bDuEugfDgfk5miUQgRXrJHN2CQOKN5neNh4j3vgLZ29ra2grQo187CGQskQdAsACB/Dz9uv95NoFQzC6c2+HdzEfSowIx6KliGIHknZlZLVd7gxIQtUrZDQ1hFQoYwoormo9AwsR7X4EkqWFyeod+7SCQsUQeAMFaCoQnH2l7DMsUSNsYEQhXDc8T5hWIi6rTvJhV1TKV0s8zKKLHHM1HIGHiPQSyPCIPgGAdBcJHsBTDHsPis7BUVW2NCqTgKqOLqVu8AT2sugeoSCBZK9Wwnyh7aFuNaQ2IqhYyef4DAok32jIEwlOV69M79GsHgYwl8gAI1lEgNHiVU5SWFehJIBkK+2lfgZwHFIibibN/M2UxP5hes2xAIPFGGzeENWe89y+i7yWTAfrzbQeBjCXyAAjWsYhuph5kgawtEIrq5frcGYi9AkTcKCiKMbSRiWszk4LaEjWPdItP44VAYozmd42HiPeYxrs8Ig+AYA0FQiKotlotvpwvYwnElsJcNRCB4Z71S9nMMFap3L0tFjZTjDca1oFsLJEHQLCGAqERLJuCLRA+pDXvLKwZBaKk827c87NAzNAgkI0l8gAI1k8gvHhuk3UEkhGzseZaB+IjkLS5g0lLVavWbiZ25mGlO85JgJiiQSAbS+QBEKyfQGgEi28iUuBRPGMLxCxyzLUS3UcgFgXPBF7Xg1lBGwKJNRoEMhfv2vMf+v79u+oiziGquHe4u7t7K/Fwd3f30eiTt3d3dxOJe7u796J6eXmIQiDnzsQqWs2XcwQiBrfm2Aur6NpG0bpZmCaQsnkzB4HEGg0C8ef969evXzt3y+/e8XnvFq9Tr9+NOzT//u1bWxFVuuN68t1r+oVS7xdwilHFvUP+F7/BGLudSCSuHRDfX7v9jD/5hrH9ROIJY4+jenl5iEAgfAQr7ZQpsi6B8JKHdzfeQBV0vi/JEPaBEAiYBAQyhgt6XSvyv3ubYsylEzVPz1689YxHW29abgh2IY59v093XtsN36X4s07XIYgs8DHGdhOPGGN3EonEd+YJs/2n9Nxdxm7yB19F9vLSEIFAaJyq7F69kXEEwp+0BVJtHzlFi4lksqNMzUBoIhiRh0BijQaB+PKOx8y3Lpl4BKK+e00m8EtDhD8Yu6i6fMHvEOULdvH29XBv8xFZ4Esx9pQL5JZbIMIn1xh7nkg8ZuxNZC8vDRvzjYQTGCcQFxBIjNEgEF/eMvaasQtxR1hgKOSX33OvXLz3piFtxtj76rt9xmiU6oIavKWH7MPeVrlkzK7DsLBAd/j0sRifMrlJg1c0kPVQCOT5s2c3rjHhjF0+ePU9Y9cW9vLSAoEA2dEgEF8uGKMkRJTK379/PzSENT4NeS/c8JanL9TFO37H64s1E8hTxh4fuu6/YuxRIvGApRKmQOinWfa4w9hdrhE+oAVkF4hBX3wOwBggEF/ajKVIInbi4CsQVxpiT6t6x1iqagnENIejIrNNyh4dC8PiIt0bxl65DHKXsUMaprrpFshNxv4jkaCRraeJxG0xvAWkFwgAk4BAfHlPvqBhrCkCUauWQawHytSyrV6wVJtnGnRU1T2GxesgTlEkBIuLdIffM/adM4r1lKvjrqiTm0NY3zOWolm9h7wUckMMb4GJQCBAdjQIxI/XlCJQ4lCeKJD8WzHJamgMi6Ve2yUQnmmkPAKhAaz5l5E4hIltD/e9MMYe2DnFjQP6g98+4KNUziwsmtSbSNw9eJhIHB6ghj4dCATIjgaB+FDmtYuqK+77CKT6nk+4ung7JAOqmTP2uuoVyFuPYRYwiTekQNgoT9x1EBtbIKm7nko7mAoEAmRHg0B8eM9YqlymoabX4wRiJR8jKwLfp5gY1WqPyUDMca3whIltz655eMMY+97XHySQ/WvXviePPAnzijEEAgGyo0EgPlhrOURB3Ecgbd5ifzj5EAXz11X+9OsxNZDXqYWsQ19kDeTRA1o66I9VRL9nrkwHgYFAgOxoEMgoNHZl8d5XINV9Sj6qY+b/muNYbUsg+UUNWnlZWKB7dnPCrFxLILS8MNi/AzCBQIDsaBDIKFSloK2wXjvaGB7CevvWszWWw75whVgBQkNhVTEi5rTIv/U1z+wsLNDdTo3NPxyBUNVkfCvgAwQCZEeDQEax1/m95gJov3tHKzdeD+2n6I9Z9qAMpMzn9L7l03Yd+5QpeVnIaS4u0j2csLWumMb78M5zc2sTEBgIBMiOBoH4jmC9dk2YEtOqPLuZVN8NYecUdIiz2xUdepFiLOWoh3ITVz4SgsRScO2FhQ14ZwMCAbKjQSAjvLNLH3TrrZ9AxF6LLt6NbqZYdrbmda8CoUMvNlIgY6ZpgXFAIEB2NAjE96tAzOlVr1+/fiu+GoTzPoBA1Hev99m+tblJ9f1Fat+7Z+/blLnVe1gSS0F8H8jB3adYej4rEAiQHQ0CmYvyEIspi89G5AEQhAMCAbKjQSAbS+QBEIQDAgGyo0EgG0vkARCEAwIBsqNBIBtL5AEQhAMCWQlGyVj1KcQHDQLZWCIPgCAcEEg0dCouRp9u6D4PgmiAQDaXyAMgkEMgtUpz7UJqs1fpzHtsTXcYiIc6NhDIUoFANpfIAyCQQSBGT9f15gztx9wOcQY+twe6Pnecr+l6v1br8v9q4qGGJZSGLZBOt6vUuubzICJkEshvaqz4LfIACNZdIKVGo8FDZK3RaFQUpd9oKkql0Wg0mv2S2aZJ/ujzm51Go2E+XKs0Gr3RDmvNgT5odkXrnq4PKpMcQi/UaFZKwXscWD1WmjMZpNlodDpW/zVdbzabPf6f+MWUHj+VxsAlkL7eVHpIRiJGJoF8qcaKLyMPgGDdBdK1ojCN6jQUpUL/65mDO+LDd1/Xm5ZL+rqud51P7M2xg0MUljuUJEzOXUQLfdCZ3mPF1aNwEt3zzQ9K1um6aOp6qaPrtkBsvIKo0BmYAunqTaXCfxMQHTIJZEeNFTuRB0Cw7gIhVzTsmFqyBVLpUTznRYaBPrADMn3qFzFY1xsDM9z37FyFN+h1K7o+MPjtSq1pGceXgd6sUCpBfQ7cPXZ8e+x5e6REwqfTTsMWnlcgJZdAaiUTY6xAanoPAokcmQQSrzEsjGDFUSAl7/Sjgd4gb/CYWtG7lkCoslwR4ZaesA/W9QaP5IpS6SgNM3w3aITLjPgNrqMe9SnCdcmSgi8D3rc4qNJRmr49Dsb2SFYY7bRr5yguerpOx1dGMhBhSX+BVJT+JP2BBSCVQGKVgiABiaNAOnbgpKBd0/Wu+EBPH8r1ilsgFMZLfNTKHieits5dSyCUllgRv2fmHgPR2IzckwViDMzEwBbIaI/8lGp2j6Yf3Ofmou9jkAp1MFEgnX7fUHp0Kg29xzOTkqEYPoICmyeQ68nkXpBDfdrNIpDEP9XY8M+Igx9YT4E0LShoV/SB0bASjc6g6RFIhYfniutTfk9vmEmDWyBKqcsHvKifDg1K9Xj5pK/rnVql5D5+3BAWr4G4BKKUuhW7xwbvkdRh9kg/RDPTKC4MPixVGTUI/8UG7gGpru0hQZ9O1BSIWcUBKxJIiHjvK5C9ra2trQA9+rWbSSDxqaOjgr4pAvl5+nX/87w1EJIHSUQIpKcbboGIFMKdQZA8SCLWwa7BqU5TFCSMCuUOpAwyR0PvO+HeB14Ub7jme7l77A33SCG+oVc8AumPTgoQDM3nojm5SrdLB5oCpXEyQd8RSJP02NAHgwGGrlYnkDDx3lcgSWqYnN6hX7vZBBKXHAT5xyYQtUBKFIBp8EoIpK/XJgqEf+B3wrcjkE6/RypoKkqpqesDXaepwSSQgTvc+zDQBzR1dtAfFohvj/3hHmcQiOdFh6iMCARzd1cqkDDxftUCSezEoJL+G+ofcRWIp4jepVAsSsskkJredwtEVBhcQ1D8ZscO2pZAKjwiD3o1g9fDOxTzByVumn6jU5ksEArVfatLSyBi/GrQ6/J6CvXYc/U4aQirVCMqum4tV/GhNkzHEUil14VA5BMIT1WuT+/Qr92sAkkkdr6U2iG/fQl9xFcgniJ6z7lJAjH0nlsgTR6oXYVqa7W2mSa4ZmEJe/De+1ZgN8vtTsnbB7Og4pTj/XqsWLmG2aOjtDFF9NpEf4gmlWZjMHCtljQFYr48BLL6Iaw5471/EX0vmQzQn2+72QWyZL5a79MDck3jdRXRDXswp8MFojQHLoF07YlaZsZRsrePMrwC6XWtJRXmnN8uHSNCvxFgGm+Jr/92C8TpsePqUeRKhpj1K9r7Fein+4NvzmL+LjyF6dRqtZ6u9/v9fqXSgUBWXUQPEe9XOo13JUAgYDULCSncd7u0So9XQjr02d4USL9PU2kpuBoDSxhdu3lNMWq1WkNv8OEfexupJndMpdYXS8RpxR9Vws1dUPr90WxhoDe73X6DKhaz90hy8ZNTbTAt/6DfpFMySqUaH2zjSY1DFwJZIlKtA1kJEAhYjUDM8gRfh8EF0vWObIk4TQsKuUHMwSieE9gjYXzdnXPbisRNZ7VFQ+in77ck3UqBBp2ZehR+KDXGrHLvTFu8UcNw4VUAACAASURBVLGH1XgViPbbajZ7vV6vUqn0+8hAlgkEEhYIBKxGIGKRN1/3Z3CBlByBDBrWbukGVSQqXWcwioaQ3OGetrQVkCco+Jv7Hdbods+M5mJVia9AGr2O4u2xNtpjaahHPk1r/FSridAgV79b63YrA8tv3r8LBLI0IJCwQCBgrbdzp4m0M2znbrgSgFLHDs98M5L58O2R3CMyozmgITFTVz5TxCCQJQKBhAUCAWstEEXp9vz2WZ+Npl36XgyNRi/EV3UYtX6lV6m4Nm10Ye/xDqIHAgkLBALWXCCLwN7wCgAXEEhYIBAgv0CM+b8/EMiMBoGEBAIBMRBIrYaNbcEoEEhYIBAgv0AA8AUCCQsEAsYAgQDZ0SCQkEAgYAwQCJAdDQIJCQQCxgCBANnRIJCQQCBgDBAIkB0NAgkJBALGAIEA2dEgkJBAIGAMEAiQHQ0CCQkEAsYAgQDZ0SCQkEAgYAwQCJAdDQIJCQQCxgCBANnRIJCQQCBgDBAIkB1NPoHsbP3++xfS8vvvWzvRhTywSCAQIDuabALZkVgeFr9DIRsBBAJkR5NMIMkvYkEy0sAHFgMEAmRHk0sgW1/EhK1oQx9YBBAIkB1NKoHEJP8gkIOsPxAIkB1NJoHsfBEjUAdZeyAQIDuaTAKJQf3c4feowx8ICwQCZEeTSCCxSkCQgqw/EAiQHU0igcSmgi5AHX3dgUCA7GgSCSRWI1gYw1p/IBAgOxoEsqlAIOsOBAJkR5NIIF/EjMgDIAgHBAJkR4NANpbIAyCQXiCZdLo48mAxnc6MPJhOp42p3RlWK/sGkBsNAtlYIg+AQFaBtMrlc34jp6rZkWfzqpobfsxQVTU9td+iqqpFzw0gNxoEsrFEHgDBugrEyBRHc4QZaKlqyyOQYtHVoSWQQs7CcAnkPOvBtopRLBbT1KpYLBoQSEzQliKQ68nkXpBDfdpBIGOJPACC9RRIIauqqpqvizGiAt1R1Wr7qBDkYCOTyWSOVLVFP22BtN1JhyWQtuhZVVW3QPiLO9gvSvKwSEMgcRbI9fnjva9A9ra2trYC9OjXDgIZS+QBECxAID9Pv+5/nkkgGTuCl9MugRDZAGmJq7mqFucTSDnvYGcgEEgc0XwEEibe+wokSQ2T0zv0aweBjCXyAAjWUCBG3onT1fSQEUbrGWEEUuQURgVS9+s4UygU6qqq1guFQoYEkktPL5oACQWSDBHvIZDlEXkABGsokBYF/lahUC+rqto2hBFa6XSBPxGgzm0XNnK5XGaiQJzMIohAiII1pkUCUVU14O8ENhZtGQLhqcr16R36tYNAxhJ5AATrJ5CMXXfIkEFyImjziH5k3ZhOulAQA0wLFgiNruWpNAOBxH0I6/p88d6/iL6XTAboz7cdBDKWyAMgWL8iek5V1SPnZtYlELov5lZNocCLG7x6MU4g57QUJFcnjmyB5Pj6kAkCoTMQ58CHsAqBqvpAuiL63vzxPjbTeH8JcejHjyGOdogq7h3u7u7eSjzc3d19NPKcePTG7u7us6heXh6iEAiF84IrGTEcgZwHzEBEmBcZhbidHxEIf5XhIro4ZKxADKqA0EBaNo11IHFBwzqQMXz88OHDJ9f9X37xRP2L1Ad/C/ziYHb0yeOLXy7oN9r/GP4Mo4p7h/wvfoMxdls88Gz38YMH33FliEfvMcZG5QKWIJC8KzLTGFbGEgiVM5xJtVapvOD4wiqPZKqqmi0U8qpaNuYUSNu1DsTOMnhR5kghi6hZCCQmaBDIGPbpha3I/8unFGMendCzFx/HHSegoz/y+x+cA1OuJ8MRWeBjjO0mHjHG7vC7t81faf9OwnyUBPIwspeXhigE0nZFZnHbPa2KiurTBJITzcgjabpTzWZbIwLJ5nJFz4MkkBY9OLwOxM5GKAE6MhQlV1XVAgQSEzQIxB9uCGYaQkRQt0C++OUDmSD16ZfJAvlo3nQMcsEuPn3wPDIvkQW+FGNPuSpu0T2yheBVIvGQP3qbMYYhrJUIJOubgZiU7Zg9QSB1s1KSJT1MWwfiEYjoocWXf9Cr8Rt2i0w5L7KRTK6FIay4oEEg/nxi7IMd5VOjAqHk4sIvDflwwUmJgx9Qg0+OiugwasTYRehTXFigO3z62KODmzRMdWhmGY/ol79769HT/ZvPxPDWQxrISi3s1eVleTUQ0x+Btjepm1X4PHU0JBCjmM7VpwhEUHatQTdxvzo2U4wJGgTizwVjlISIOx8/fvQRyIQ0hBKYfTpQ5CGfhn2xXgJ5ytjjQ9f9V7zC8UBI4hWjfIQqIXzQ6gFLHSaeMfZ8Ya8uL8ubhXWeKVI6EmjhHt+vShxWdAuknW9XRcHDJZCjXK5eb2XL5wEEoiiuBer5fD7Ubl1gM4BA/OECuHAlDkM1kKE05MNwNcQ81DSHoyKz93G9zcTiIt0bxl65DHKXscNE4jG7SdpgjD12NRWP7rODxb26tEQhkLHrQEydBBwFa1P9pOWZxussTx/dykQ9CiQQb3UEQ1gxQINAxo5gif+ZjA35okr+wGuQj+aRH8yjhorm+4tIQBYokMPvGfvOGcV6yiVxl2oevALCExAT8eh37NriXl1aItlMkS84Py+kc+6V6HVFMSjcB1p4kTE3Q8kaHoGUy/l8tlUvFN0ZiFmbz9aDCiRvTs6CQOKBBoH4wjOIj4ylJgvkl0+kj9EZvfumMC4cgbgMc8HYgwWcY5jY9nDfCzmQl8yJGwf0B799QOLYZYzdcB0oHn16ICZogaULhIvCwtoLq27+tGdhTe6icNQ29+6d+H0gaU4xQ52aAjGs8Sm7iO4qoyuOZChRgkBigAaB+EFjTr944r6fQD7SbCr2YFQsH60MY988KuWpojOWWsRKwjCxjWZTDfPEXQexuIYlH2u2nbuVQLh34+VzaenxkS+CmsKsXyhlLgfxIL6aioBAYocGgfjxUdTAL5wxrBGBiORjtPrhHrnyz0DsZ0MSJrY9u+bhDWPs+8NxQdCdgYB1+T6Qdl1UqW2B0I2yEbFAvHXy0Qwk2xJAIPFAg0D84KmFWD1nPjK8kJC32PeZf+UpefgLJJVawDr0RdZAHj2gpYO+PGWM3VvcK8WKCL+R0P0FgmFY7FfaoogeOzQIxA9rubhT/B7OQGidxzgN0ORdcctcSmKOiC2YhQW6Zze9hXI3tJ6QyuZApu9Et4FAQCggkHEG+EA42hgWyKcxyQd/zk5czKEw84fJL58WkoAsTiC3U+Pyj0Qi8dza0uQZEhH5BJJJp0fjvOcL0i3SfCteADxAIH7Y6/w+8MhPGyOSUob2U5x+uLXg44HHPlZlPSyLi3QPJ7iBti1JfXXj4b0HGMqSTyAAhAIC8cNON2gTkl/4/wWf/Dbdde28K3DV3unQBynPtCtKb1z5yPwklsP39m+fwv5XMwGBANnRIJBRKMSLUSZKPD75CUTstehiaJ3gB2853l01p0MvNkggh/9hzScwd3cHAYFAgOxoEIj/V4GYN/mXgtB9wcdAAnE3/OLjRWrfu9DwU+pirb9QaoRHd5+nUs+vYQP3GYFAgOxoEMjGEnkABOGAQIDsaBDIxhJ5AAThgECA7GgQyMYSeQAE4YBAgOxoEMjGEnkABOGAQIDsaBDIxhJ5AAThgECA7GgQyMYSeQAE4YBAgOxoEgnk9y9ixe+RB0AQDggEyI4GgWwqEMi6A4EA2dEkEsjWF7FiK/IACMIBgQDZ0SQSyM4XsWIn8gAIwgGBANnRJBJIvMawMIK19kAgQHY0mQQSqxTE9wtowToBgUROqRT0QRAJUgkkcf2L2JCMOPiB8EAgUVHrd/nPjq7XzIdK3Uqvwu/UdL2zypOLFZpUAolPHR0V9A1glQLp9HtNQ1lfmr1KiCjf1xtDAukOdKJZgkCWimQCSSS/iAXIPzaBZQhkjCT6FE3XeSSH4n1l7qMr+sArkJquN7u1/kBv2gLpdLtKrWslKCAaZBNI4vCfX0jP75iAtRFELpBOb6DrTYqRtQbRtD7Vkz+aPSGXRqMhxnuUTr/RaIwap9lolGqNhgjnpUajIYJut9Ho8+f8DjB7LFGPpXE99hRF6bnOy+qR7lSaMxmEjuqIHn0F0iNzmO4wBdLXm0ovhKTA+gjkejK5F+RQn3azCiSR2Nn6XeLpWL//vgV9bAhRC6Qjhm0ohnbFLX3A42nHuiFiqi7iboW3GA33DV0v1axG1JEIul1d7ytNnwM6ZKeJPdJRHdEjecI8R+qx4vRIZ++bH/jVwF09mqds/aKVft8ggfCnSvS4KZCu3lQqej/QXxIsVCAh4r2vQPa2tra2AvTo1252gSyZr9b79MCKBfLz9Ov+5zkF0tT1Xrei6wODYnOvQp/qeW2g5wrNFOQHPO3o6QNyhV83PBLzOz3d7MMWiOE7PDatR8MWSMM+r5pXSTTs5PNbdRpN3x5LJVsgJMWm5TLeX0Uf8LyG7pgCqek9CGQlAgkT730FkqSGyekd+rWDQMCmEoFAShUbip4UUCu63qVoT0GzKX4MTAcQTd36uN6vGTzA0k27lxK1GDgCGVBzPuBUo357uj5yDlN67HALUTJAPTZ5pCdHjfbol95wcY2W/1090jAbnQGN0NGfgP8OJRrL6zV4C1sgFaWvm2NtYIkCCRPvIRAAohOI+MhNNCgToPDIY78pkAr/YdtADOp0B/ZdK9w37G54uG9QM/5ZvaPrPPMQ4b5GOcbwKVDTxoQeazwzUQzRjSWQhtm5Xb4QqYzfGFbfxyD8KPPX6jT0QYka1VyzsEqUOukDeklrFlbJUIx1nkcgBdoyBMJTlevTO/RrB4GATSUKgTQtenbspqlHTgYi5rHaH7zpCTKEwDqkZ3fToQcbFJz5IX1dN0TMF8GZP+cleI99ZwiLl2SGe3Sfp8AoEZVRg/CjBtSj0R/w4SoaSKu51oEopVpNTCHANN51GMKaM977F9H3kskA/fm2g0DAphJxEb1nViIaeoPXp/v9nigNdF1hlUK9aRdXuPfQobmu3S5vQvKoiH6Nbrcknht+2cEMPfIi+qDP25g92tLgNREP1lwAp1xu99i1euyJcofSafatDMTodDqdGtHt9rsQyKqL6CHi/cqn8S4dCASshUDELKzOkEBo+KpjB2rfcO+Cj2TxsavxDPSePeI1vcemPmg0Bvqg4rNgZQaBuBE24nQGPLUp2YdRdR0CWSLSrQNZOhAIWJ5A3EX0nncIazAYmENCrqEhcbNhxWPfIroLrh5j4gINXshQGtYEKt8iugsxHlbz7XJ0CKvE04iKrvssLvGeRb/XbPYqXVNLfLGJrjeavV6vAoEsEQgkLBAIWJ5Ahoro5sfvnhhTsua5OhmHuVLDmsjrX0R3wSvR9kReX/gkXmf5h28R3YVZUBFV9NGu/FKd2lR/GNZ5Ostd+CkISUEgSwQCCQsEApaYgbiK6Obivz7pQhQleiJ0Gs4CCzuu18aXvF2YKxMnReCmf4+VMT2aAmn4TAceM413uj/oRXvdWq3Wt6Ycm78rBLJ0IJCwQCBgRSvRadlDra/rg5IpEGukyF5ISDlJt9vti/URtRo9URtf4KjZzUfW33X6fX5ciTad6na7rh67E3qk1KPb7Tf91gx2/BcS1gbT/MHLMNbv55wpBLICIJCwQCBgRQKhBdlEX8yt5TF0UDI/xIvdp0yTUJ3dyUbG7tIrlpGIqsoQ5qIT6rE72mMpaMLiotQYKYEIOlMXb9jn5xqsg0BWAgQSFggErGozxRqFZ76xoSkQK3eg/U16fcOus3MzTBcIrUknrMNcVEwF+Pc4TSCN3rA/+rQP5ISpVhPp63qj0u1SH1yYAghkBUAgYYFAwOq2cy+N+bjOi+eLXIbt45RQULXF3C54Dqy5AWaiJYBAVgAEEhYIBKzhF0rVKg1z5tVi8J1GFYLGaFIyC6Vuv9KriLKMhbUSvdP02Y0RRAMEEhYIBMTgK23tujUALiCQsEAgQH6BTF5cCGKLBoGEBAIBMRBIrYZhITAKBBIWCATILxAAfIFAwgKBgDFAIEB2NAgkJBAIGAMEAmRHk08g91+enB5vS8rx6cnL+9GFPLBIIBAgO5psAvn6bFt6TqCQjQACAbKjSSaQK2lzDzfHV5EGPrAYIBAgO5pcAnm5HRNeRhv6wCKAQIDsaFIJ5Go7NiAHWX8gECA7mkwCuR+L8SvB8ddRhz8QFggEyI4mk0BiUD93OIs6/IGwQCBAdjSJBHJ/O1ZgKta6A4EA2dEkEkhsKugC1NHXHQgEyI4mkUBOtmPFSeQBEIQDAgGyo0kkkNPtWHEaeQAE4YBAgOxoEgkkRnOwiOPIAyAIBwQCZEeTSCDbMSPyAAjCAYEA2dEgkI0l8gAIwgGBANnRIJCNJfIACMIBgQDZ0SCQjSXyAAjCAYEA2dEgkI0l8gAIwgGBANnRIJCNJfIACMIBgQDZ0SCQjSXyAAjCAYEA2dGWIpDryeRekEN92q2fQH548eKHkQePX7x4EeSxRRJ5AAThgEBALAVyff547yuQva2tra0APfq1Wz+B/E1V/zby4A+qqgZ5bJFEHgDBAgTy8/Tr/ud1F4iRTqeN4E/Qo8s4LbCeAgkT730FkqSGyekd+rVbD4G8ePHieFggL360+MGWxQ8vHI43VSCHu7u7txIPd3d3Hw0/dXt392ki8XR393ZULy4T0ggko6pqMfgTaVVVfX0DYiGQZIh4L6lAflXVH0YEolq4BGI/pqqbKxD+F7/BGCNNXDuwuJ1IHDB2M5G4ydhBVC8uE0sUiJEpZuY+9mgI6qnQskh7PZE+OjoidfB21hOFvEMRAokR2jIEwlOV69M79Gu31gL59ccff5RPIAnG2G7iEWPsTiKR+I5Z7CYSbxh7nkg8Z+xNZC8uEVEI5EhVy0IVFKZb4sFCli64fI5HbX7bpjC9S7KAB1LCubsHj0BUVVUUpcgfsgXiOjoNgcQIbdwQ1pzx3r+IvpdMBujPt91aC4R+/ugWyPbxMffG8fHx8fJqIJcnJ7N9OcjXJyfuLzTc2Tn0PJ1i7CkXyK1E4v4fnz87ArnL2JPEzodU6q5ft/e93dpcuc/v6/v34/JtvFEU0Y9UVT3yCiSTt2J3OR2BQNIBBJLOZrN0FvlsNosMRIl7EX1v/ngv6TTewAIxsxBeMIlaICeC+4mrIF8Ocnlmc3Xp7OV7ecZ3wT8+eelI5ObnzycnJ58/fz65TFxub/9x8zbnEQ+JB/TNwZ/d/yJfX15eir6cPeYPX9pc0Td9Oed3Fp9vMolKIMIKlkAybSf0V4tzCMSkrapV557BocwiMyoQUxeOQAhqK2rnEEh80LAOJLxA/vbixd8cWVBt5IdlCMQkoECunCNe2gI5dH0J17GwQCKReGU/dsUF8tzu5B5j1+iLu/645+rZ9sOlIxDX1wufeQVyEp9vMolMINWMSyAteqRVKNSrqqq2DaWYTqfT1CxHNwJXRqg7UwAOLVXNZjKZ9JBA7EyFBJIzp1zlhK4KQi4QSDzQIJA5BPLrr7/+4BKIiUsgL5YhkNPTU8oeDv0FcjX0nelXp6enx9vbx6enp45AziiRefny4+fPf2xvH1tDS3f/+OP09PSP7e3tyyGB3GDs3iW99tkUgXwtXovO0iuQHUrObFXJTWQCUbOOQIp24C+WnYyDRqBmm0rLE5e2N+7TSxS4oCZkIJYtqIMj4REIJDZoEMgcAuE5xjiB0AM8RVlCDUSE5isagjrxRuWr7dMhgwhf8AhvC+RYfLX64fcs9YfzLetPaapV4hNvRLr44+TKfOYZY3fEkJf1iDgJ4Y1Ld3JxRvnLKSVIHoGQsrZPvDUXWYlOIGrOFkjOqaXn7PrIzAIxWqpazlO+4XqQBseyIsOZUAMxbSEyk7SSK5dJZBBIPNAgkHkyEFr74Qjkhaici6fFRKzjpQjk8JRHfTE65Qrp5kjRiEEo9lOawZOI7c/7++L/+/v7HoHcOKA/+CnPM8ymjx8/5qNWbz4fb2+ffKYc5P4cAtk5EXnJyajcJCRCgVRFqbolHjDTDgrn1bkEkqaEIl2sqmpZTOXiD5b56xTq9fNJAqnncmb6Q+3pRVEDiQ8aBLLgIvqPqvqrqv64DIFQOD49FBnI6alXIIc+BrmyBp9MKzBGJvjMoQErd/PDMzGmxTOQP2gi1leJxMsTEuPJjsgjTs92eFNqmUi8PDs7mSKQyzM6/OqSRrfOruTPQqISSJ0PYpkCEWNJAqqCZPwFYlba24qimAkzDYNx0rm8ldRQ7lA94g4pUubBfTBaRC8UCjlvEb1QVtV2hg4/z0AgMUKDQGYRyPEPPxxPFgitDjn+lT8VtUBenpqVb98ayKhBvj61MhWywsePH69du0besHAb6OrUfIBqIGIW71di/On4zH7efFEqxH/NsxtHIJdXJ9vbZy8pXTm5EgK5f2yNfV3aJyI3UQkkTQbJmQIhM1jjTmU70M8iED5GVeZZTJFXQrK0XJC3NrvITCqiF82JYNW0QimMegSBxAgNAgkC5RRi0aD6g0sgP7548UK4xZKFqKDT/3+MfCGhPXPKfxbWsEEobJ++pBzk69FpvH98/uhkBFf8MVHm4NN4bxEPyQEnL3ecRqYBeFqROOElfUsgPEUxeWlmIDR8JQa+dsgs8s/FikwgBqUM9UVlIEVVbecMJZ3LFRQl3SrTgVwTLUtM0wRCL8fXoBTzNEMMAokPGgQShF+dd82LCVuZHJNifjQL7T9GL5AzMW/KK5BLm1O3QShPOL7kP05dAiHTfHszxZ66/pCi0C2OdM/CGv3XMV/dGqJyrECiohc8PTl7eWkK5PLsyrJP4vDypfQJSHQCER/1F1YDEXN9z60KPFdFvtpyNrlyCySTtjHsJ4z2uZCNUSAJQSCxQYNAggrk119//fFvLzxDWMMCIXH8yEdq/qb+GnkGYpexvQIR40MWtkGo1H1p1iZMgbw0lyKefv58Km5ZCwKPz6w5XW6B2PtJ2lDnNJAmZuZeuhYS3jf1wvug1YRj9CMz0QnEmiy7sFlYboFwihklk8mYGsBmimAMEMj827kfW7gK5j/+zYyyP/ywtK1MDq+u3FN4vQJxKg3WWvP7L61pvK5VhCZmP67urj5c0PZX4wVCU4NJTjtDs7D4mJbNmd/RshskQoGY680XuA5kSCBCDj41EMpOeMV96Il0uVw2n4dA4oMGgWzs94Fsn1D0vqRV3+56grNlCanEd5MsUzlnJ8NY5jjePqWU5Yr/UW2BXJmbk2xvH5u3dvhY1UuaTnzKFx2ejhHZCQSyWIFk+CCWvRL9PJ3OlV0rARcrECOXy2V8BVKv1zMj1sjk+MxeEAM0CGRzBXJKU52G47YDj+1D921cNRAfjrePr/g83EO3QPgwFN+mxDqab4UiljJub9/3nshLW2QnvI3pHLpj3pR9Im+UAhEb4I7shWVJYwaBtMqCqqpWzZv5IYEM4QjEBdKOWKJBIJsrEM4lj96H0/3hJ5CzMSnKsWsrrO1P1+zHT82Mx9YPDWBRJf+KFphcThSIc4Tvlr0SEqlA+C2/3XhnFYi5NNENzdWCQEAAIJDNFwhlAS+n+4Nq2SZngQVCE7Jc8Z4L5OuzM/ugw9MTMRPsUqxanzCEZQKBLEggtGxPVM+NAldI2xpNmk0g5/kRspZAaHt2k7pzRF5V284TR549siwwhhUPNAhkMYha+nIRNZAz71a6Y/3h4nK6QEQNRCQtV16BeHCnPpfDAjmxkxDnVSAQ/2s83DcSZorzfyPhuC69WYmrPmJnPCLtGVkfQrh8AyRGg0A2l1Mqk9MH/aE8gTiZ4A+PQMwJvOKbRSyOt4/5xiRm33b+cOppP/zFUJfDAjlzvhXEbguB+F/ja/ed6JmyB3OqMJH1PNF2ZmG5QAYSDzQIZMOh/RSplj20Lu9w0pcUerZzd3CSCzOb4vspurMU7xTh4R0RL8cPYTl9QyAbIhAApgOBbC5ihcUl7bV+eDZTULYFYi0lHM5AzDUcV9xCL10FDE/7qRmICwhkyjUOgYANRCaBLL8IsVImT8SdTETLwIN0ezj8DezyAoEA2dEkEsjQEmzZkX8zwk0HAgGyo0kkkNGdOaRm+tegg9UCgQDZ0SQSiGehnPxMKJKDtQACAbKjrbtA/kQn6CyFnsT97VgRi2+F3Wiu0bX7p4DXOAQCNhAt4DW+MoHs0gneDfaG9U5KlZy4TGXaYO7Stbsb8BqHQMDm8Q8t4DW+MoF8Qyf4Jtgb9usYzcOi7ysH680BXbvfBLzGIRCwgWgBr/GVCeQOneCTgO9YvilsPJD/+/w2n+d07d4JeI2nVh0KAJidVMBrfGUC+Za/uYKuHIhNHR0V9PXnkL+5vg14jbN/zPH2BWCl/IMFvMZXJpCdfTrDW0HftFexGMU6Rv6xAdyiK3c/8DX+79WGAgBm59+Br/GVCeQg+Dxe4usYVNLPUP/YmElYB4GvcRRBwGaWQAJd4ysTCK8w3pzhfXv/5cmptHnI8enJS8zf3QxuBq4v8ms8hTEssGH8I7X4GvqiBSIGiAOPYQGwRiNYqW+DX+P/WnU4AGA2/hX8Gl+ZQHYe00k+XnU4AGA2xHU7wzW+P+O7F4AVsz/DNb4ygdxDCgI2NAFht2e5xlFGB5uXgAS9xsMI5HoyuRfkUP92fDr987jsAQ6k4JBftTeDXve8XoIqCNi8CsjNRcf7UYHsbW1tbQXocUw7XmIMuB8WAOszBYt9E/S6F9c4JmKBTZuCxe4tOt6PCiRJDZPTOxzX7jt+ondWHRMACApfXM6eBL/un6CODjYLMYD1XfA4HrDd4gXy3zxVSt1YdVQAIBg3xBV7J/h1L4yDMgjYqDWELPXfweN4wHZjhrCuT+9wbDu+3zXbh0HARnCDz05hf5rluudfCsJSMAjYCP7NPyP57uQeMt77FNH3kskA/U1ox6c5shRGscAGcEe8t17Ndt2LaxyjWGBzvygM5gAAA2JJREFUxq/Yq9nieKB2i57GS9znc1oYu4a5WGDNORT1c/b8/nzXuIa5WGAjvgZk9ms8EFEIZOdbPs+RsedYDwLWmlvmlXrz23mv8RSSELDW/Cs17zW+MoHsfGt+PmOPoRCwttwyB6LY829DXOP7/0IWAtaUf/xrP8Q1vjKB7Ny33prs5le3MJIF1o7DW9fMHIKxV/fDXeMp7d9wCFg7/vFvLRXuGl+ZQHZ2/mSfOks9eXP32i4Aa8K1u2+euy7PPy3gGmcpTdP+E4A1QdMceYS5xlcmkJ3/FisKAVhrvvOZG49rHMjEdyGu8ZUJZGfnnj1GAMB6cnN0bwdc40Aqboa8xlcmkJ2d2/YwMQBrR+rxAvYmxTUOZL/GVyaQnZ1vvzmwpgEAsEbsH3yzoHkpuMaB7Nf4ygRCfHvnm90//QcAa8KfvvnmzoLfWLjGgezX+MoEAgAAQEIgEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAALEog15PJvSCHoh3aoR3aoV2c240KZG9ra2srQI9oh3Zoh3ZoF+t2owJJUsPk9A7RDu3QDu3QLtbtIBC0Qzu0Qzu0W5BAeKpyfUpvaId2aId2aBf3dj5F9L1kMkB/aId2aId2aBfvdpjGCwAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAHMBgQAAAJgLCAQAAMBcQCAAAADmAgIBAAAwFxAIAACAuYBAAAAAzAUEAgAAYC4gEAAAAIsSyPVkci/IoWiHdmiHdmgX53ajAtnb2traCtAj2qEd2qEd2sW63ahAktQwOb1DtEM7tEM7tNuJc7v/D/MpbmiKCgN5AAAAAElFTkSuQmCC&quot; alt=&quot;IF 함수 + 중첩 IF + IFS 비교&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;IF&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF(조건, 참값, 거짓값)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 분기&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;IFS&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IFS(조건1, 값1, 조건2, 값2, ..., TRUE, 기본값)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;다중 조건 (2019+)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AND&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AND(조건1, 조건2, ...)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;모두 참이면 TRUE&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;OR&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;OR(조건1, 조건2, ...)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;하나라도 참이면 TRUE&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;NOT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;NOT(조건)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 반전&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;IFERROR&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IFERROR(수식, 오류시값)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;오류 발생시 대체값&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IF 중첩&lt;/b&gt; (시험 단골 ★):&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;성적 등급을 매기는 식 예 &amp;mdash; 90 이상 A, 80 이상 B, 70 이상 C, 나머지 F:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=IF(A1&amp;gt;=90, &quot;A&quot;, IF(A1&amp;gt;=80, &quot;B&quot;, IF(A1&amp;gt;=70, &quot;C&quot;, &quot;F&quot;)))
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;각 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF&lt;/code&gt; 의 &lt;i&gt;거짓값&lt;/i&gt; 자리에 다음 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF&lt;/code&gt; 가 들어감. 시험에선 &lt;i&gt;조건 순서&lt;/i&gt; 가 자주 출제됨 &amp;mdash; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;gt;=80&lt;/code&gt; 을 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;gt;=90&lt;/code&gt; 보다 먼저 쓰면 &lt;i&gt;90 이상도 B 가 되어버림&lt;/i&gt;. &lt;i&gt;큰 값 &amp;rarr; 작은 값&lt;/i&gt; 순서가 정답.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IFS 함수&lt;/b&gt; (Office 2019+) 는 중첩 IF 를 더 간결하게:&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=IFS(A1&amp;gt;=90, &quot;A&quot;, A1&amp;gt;=80, &quot;B&quot;, A1&amp;gt;=70, &quot;C&quot;, TRUE, &quot;F&quot;)
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;마지막 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRUE&lt;/code&gt; 는 &lt;i&gt;기본값&lt;/i&gt; (나머지 모두) 의미. 매년 단골 &amp;mdash; 마지막 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRUE&lt;/code&gt; 빼먹으면 &lt;i&gt;#N/A&lt;/i&gt; 오류.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;AND / OR / NOT 활용&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF(AND(A1&amp;gt;=80, B1&amp;gt;=80), &quot;통과&quot;, &quot;재시험&quot;)&lt;/code&gt; &amp;mdash; 두 과목 모두 80 이상이면 통과&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF(OR(A1=&quot;A&quot;, A1=&quot;B&quot;), &quot;상위&quot;, &quot;하위&quot;)&lt;/code&gt; &amp;mdash; A 또는 B 면 상위&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;IF(NOT(A1=&quot;&quot;), &quot;입력됨&quot;, &quot;비어있음&quot;)&lt;/code&gt; &amp;mdash; 빈 셀이 아니면 &quot;입력됨&quot;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IFERROR&lt;/b&gt; 활용 (★ 최근 5년 빈출):&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=IFERROR(VLOOKUP(...), &quot;찾을 수 없음&quot;)
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;VLOOKUP 등이 &lt;i&gt;#N/A&lt;/i&gt; 오류 낼 때 &lt;i&gt;&quot;찾을 수 없음&quot;&lt;/i&gt; 표시. &lt;i&gt;오류 메시지 대체&lt;/i&gt; 가 핵심. &lt;i&gt;IFERROR(원식, 대체값)&lt;/i&gt; 인자 2개만 외우면 됨.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;IF 의 인자 순서는 &lt;i&gt;참값 &amp;rarr; 조건 &amp;rarr; 거짓값&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;조건 &amp;rarr; 참값 &amp;rarr; 거짓값&lt;/i&gt; 순서.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;IFS 함수에서 &lt;i&gt;마지막 TRUE&lt;/i&gt; 를 빼도 됨&quot; &amp;rarr; &lt;b&gt;빼면 #N/A 오류&lt;/b&gt;. 모든 조건에 해당 안 되는 경우 처리하려면 &lt;i&gt;마지막에 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRUE, 기본값&lt;/code&gt;&lt;/i&gt; 필수.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;AND 는 &lt;i&gt;세 개 이상&lt;/i&gt; 조건을 못 받음&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;최대 255개&lt;/i&gt; 조건 받음.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;IFERROR &amp;middot; ISERROR &amp;middot; 오류 처리 함수&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;엑셀 &lt;i&gt;7가지 오류값&lt;/i&gt; 발생 시 처리하는 함수들. &lt;b&gt;IFERROR&lt;/b&gt; 가 가장 단골이고, &lt;b&gt;ISERROR / ISNA / ISBLANK&lt;/b&gt; 등 IS 계열도 매년 1문제씩 출제.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;오류 7종 + IFERROR 처리 흐름&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#DIV/0!&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;0 으로 나눔&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=10/0&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#N/A&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;찾는 값 없음&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;VLOOKUP 매칭 실패&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#VALUE!&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터 형식 오류&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=&quot;A&quot;+1&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#REF!&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;참조 셀 삭제&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;참조하는 행/열 삭제&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#NAME?&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;함수명 오타&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=SUMM(A1:A5)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#NUM!&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;숫자 범위 초과&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=SQRT(-1)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#NULL!&lt;/code&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;발생 원인&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;잘못된 범위 연산&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=SUM(A1 C3)&lt;/code&gt; (콜론 빠짐)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IS 계열 함수&lt;/b&gt; (오류 &lt;i&gt;판별&lt;/i&gt; 용):&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;함수&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;결과&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;ISERROR&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;모든 &lt;i&gt;오류값&lt;/i&gt; 이면 TRUE&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;ISNA&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;#N/A&lt;/i&gt; 만 TRUE&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;ISBLANK&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;빈 셀&lt;/i&gt; 이면 TRUE&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;ISNUMBER&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;숫자&lt;/i&gt; 면 TRUE&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;ISTEXT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;텍스트&lt;/i&gt; 면 TRUE&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;IFERROR vs IFNA 차이&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IFERROR&lt;/b&gt; = &lt;i&gt;모든 오류&lt;/i&gt; 처리&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IFNA&lt;/b&gt; ★ = &lt;i&gt;#N/A 만&lt;/i&gt; 처리 (다른 오류는 그대로 노출)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;오류 처리 패턴 예&lt;/b&gt; (실무 + 시험 단골):&lt;/p&gt;
&lt;pre class=&quot;excel&quot; style=&quot;margin: 20px 0; padding: 20px; background: #1A1A2E; border-radius: 8px; overflow-x: auto; color: #e0e0e0; font-family: 'Courier New',monospace; font-size: 14px; line-height: 1.7;&quot;&gt;&lt;code&gt;=IFERROR(VLOOKUP(D2, A:B, 2, FALSE), &quot;데이터 없음&quot;)
&lt;/code&gt;&lt;/pre&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;VLOOKUP 에서 찾는 값이 없으면 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#N/A&lt;/code&gt; 오류 발생 &amp;rarr; IFERROR 가 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;데이터 없음&quot;&lt;/code&gt; 으로 &lt;i&gt;치환&lt;/i&gt;. &lt;i&gt;결과 표 깔끔&lt;/i&gt; + &lt;i&gt;고객/사용자 친화적&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;IFERROR 와 ISERROR 는 같은 함수&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;IFERROR = 처리&amp;middot;대체&lt;/i&gt;, &lt;i&gt;ISERROR = 판별 (TRUE/FALSE)&lt;/i&gt;. IFERROR 는 &lt;i&gt;값을 바꾸고&lt;/i&gt;, ISERROR 는 &lt;i&gt;오류 여부만 알려줌&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#NAME?&lt;/code&gt; 은 &lt;i&gt;셀 참조 오류&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;함수명 오타&lt;/i&gt; (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUMM&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;AVAERAGE&lt;/code&gt;). 셀 참조 오류는 &lt;i&gt;#REF!&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;VLOOKUP 의 &lt;i&gt;#N/A&lt;/i&gt; 는 IFERROR 외에 처리할 방법 없음&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;IFNA&lt;/i&gt; 로 &lt;i&gt;#N/A 만 처리&lt;/i&gt; 하고 다른 오류는 그대로 노출 가능. 디버깅에 더 유리.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 5&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;COUNT = 숫자 셀만, COUNTA = 모든 비어있지 않은 셀&lt;/b&gt; &amp;mdash; 텍스트 포함 카운트는 COUNTA.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;SUMIF = 조건범위 먼저, SUMIFS = 합계범위 먼저&lt;/b&gt; &amp;mdash; 인자 순서 매년 단골 함정.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IF 인자 순서 = (조건, 참값, 거짓값)&lt;/b&gt; &amp;mdash; 참값이 두 번째, 거짓값이 세 번째.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IFS 의 마지막 인자에 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRUE, 기본값&lt;/code&gt; 안 쓰면 #N/A 발생&lt;/b&gt; &amp;mdash; Else 처리 필수.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;IFERROR (모든 오류) vs IFNA (#N/A 만)&lt;/b&gt; &amp;mdash; 디버깅 시 IFNA 가 더 정확.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 5&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] COUNT 와 COUNTA 의 차이 1줄로 설명?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] SUMIF 와 SUMIFS 의 인자 순서 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 성적 90/80/70 등급 매기는 IF 중첩 식 작성?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] AND&amp;middot;OR&amp;middot;NOT 각 함수의 결과 (참/거짓 조합)?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] IFERROR 와 ISERROR 의 결과 차이?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;통계&amp;middot;논리 함수 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. COUNT vs COUNTA&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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tYFJD7ru78bq8wcRsynVBwHSDbqezDTe5sWm+xALkM5M3YOnI2GpRkK8+cN6b4AMbXQBQFXUK0C6uvfKD8ebdTPjotzg8816faP3Iol+1feCBoUv0l4uc5coToNhmHAhocxiAXKhfrW1wbaeqeUqgxv9bzVqn5VtHQIEQMXUKkAmZtB5Hk69NUPS/ouumz9NzQu2nV0fDKK7XViqeeF3N8NYgEx8b+5MD17OfNtBlVqJHuzpSxcWgKqpVYAMTX37EHUuLRcd9fV+XqILK2UxEPGXhQJkLmIyKxhAT42BLJLNIjtMkxsgzcSCFAA4tVoFiJoWO5vN5np/qtDCy6p7PxxET+qoBYnB/XwQIJucgYzb2w/Dys01N9sumMYLoGLqFCA3Zmhbc8fNN1nbgBwYIJON6ooKc+iDAHHn3D64s3K73W7J60yNg5nBAFARdQqQthMJ7kTecbg2/ZCFhPG7Vtk0iFLpgwBpOwegx8sdJXfV9dmOF0DF1ClALkQ2utunaSbyLs1XdrWR7mcnMK0HIjOnBfBBgKyjsYvb4cYxNgGy6GRZ306WWdS9LLNCEABOqU4BMg0mKqktFSe3t1uvu5lt1CoL/9PXBOmPYyMQHwTI7Vb8zJlffRMgyVaJMVFboGRQN2QSFoDKqVGAqFGNiRsleqtCPY326POXPgqQh5yNR0oHyNiuYASAyqhRgDxEg+EXeiLvWF9OSvxVoVm6Rw2QtZe9TN0GyGSR5fa2/ZDFtKnowQJQMTUKkAzLRb9//PQoECC3M/Em+QFysItSO9IDwFeqd4B8mQ8DZOllNhlKBsjEjwblAaAiCJBSFovUUvKEC5lmDKOvC656Txh63pc0pADgEwiQLzI56qSpJduYAKgcAgQAUAoBAgAohQABAJRCgAAASiFAAAClECAAgFIIEABAKQQIAKAUAgQAUAoBAgAohQABAJRCgAAASiFAAAClECD51ot+370q1CT+IwD8bFKzAHkRkXH8V4tyF3FqmyviDoJt2Rdb9eO2X+KuAKCOpGYB0hURL7jW01zkoWSArDcSaOpf9M0F1sVrH3xfAFBLUq8AmehKPrj60kCkXzJAJr6IN55tPBFfXVnwZiDiX1z4Iv4HlyIEgB9CvidAHlut+3JlDwuQochUgquRr0VkXbYLq+1dqAGPjpirnw9F/OXt7dLXjRoAwG3xADkkA5Lur66uru5LlT0sQDYibU8G5oe+SY7sAJnMHKaXKlHADSHVG/aifr4Q2ZY81QDwQwPk/oAMSGmpG7dKlT0sQHzxbrciC/3Dg8gmN0CW4RiHiHRz73BoA8PXvWG3t20Rr8RpBoAfHCCtAzLgZAHSF5nfNoNx75lpNXwiQG4ePPEXdmxlHbRIVJcWAPx48i0Bopsvj6XKHhQgL2qEoh/0Mm3NcHp2gNwsHJmRMHlY+SJd/beFanj0B4P+rWebIgDw08lBXVgFMyDj1q3WY7myBwVIV/de+XYir28aCyXXgaggEmneBP/21TjIRt0pE3kB4PaQQfRDMuCIDgmQiarm9YC3anks7XBF2QAxU4J93R3WFxncjtUaxUE0SxgAfjSp0zqQoRk1fxBZmRm4uiurbBfW7XIxXHnhQLyn7n5IFxYA1DFANiLd2Ww2V82FWzWYPr24uLiYqSWAnZKzsNQC9H4wiL5cMogOAHUMkBs/ioSFjpOIXVt4cICo/jDVieXZucFqYMQMiwDADyc1CpC2EwlNsy1WfoB8uJDQ6pq5wONoIeGetAGAH0RqFCAXIhs9pNHUox/BAEdHZLA4eB/2pWlnPIga+ND/DbYy2ZM2APCDSI0CZGrqejNiESVGuVlYXW+7mc0Hah6WmhO8VpspzmZspggANQyQZRQbYZSUD5BwPMXu38527gBQ2wB5iIYnLsxE3s8EyNYEhj8L5lwtxlxQCgDqGSDHtlz04wtEJgsuaQsAIQIEAFAKAQIAKIUAAQCUQoAAAEohQAAApRAgAIBSCBAAQCkECACgFAIEAFAKAQIAKIUAAQCUQoAAAEohQAAApRAg5bxsNnkbu/c7ncntbLPhwlMA6k0IkL0mw6a+FnrS1r1klTEbj/Vu7yuR9u1ARAfIRXPIFvAA6kkIkD2W6iJSnvpXP7haVVeknx0gXZFlMkDW6vDnsauKAEBNCAGSr6OvSlg0QAYii8wA4TK4AGpJahYgLyIyDn4YBNc1D66Vfpi2BMSIGgAAIABJREFUJ+Kthu2CAeKp4Gh2u77bhdUeblSC6GQBgFqRmgVIV1XX66MEyHoqMghq/r7I4EEZ5AVIX0Rebmf64aIAUX/wo4u1A0B9SL0CZKLr7479SdXcRpkAeRCTFWE8BLIDREXH4PZhsxkkAuS27RwSANSG1CtAhiJTkZn9yXNq8cNtRVa3hQNk6Ykn0kzOwtI2IvPyxwEA1VSzANmItD0ZhE9OD4BnmswczawCbgPkwzGQ9VbkwRNvmBUgnX0HAgBnSuoVIL54qm63Ixcifm7JpdOkyByiaMdu/UGATMbq76rTazVJB8jaCw8JAGpDahUgfdVX1DQ9SXoOrf8wm88vlmUC5EFkWzRA1Di5v9DjIIN1OkBup+k5WwBw7qRWAfIi8qDq+q0zoq5kdFHdLBxZCfMisol++mAW1lZ83d314LczurBux+q4AKBepFYB0tVdRb6dyBsFSJlJUBfuGPpHg+jLlZ3ntb5VE7EWt9vp1AmQeWaGAcBZkzoFyMQMW8xtYEym04v+ZPlQbh3GQQGitBOcPxEgAGpI6hQgQ9Pr9BCr+vWv0ysJP+zCasbn3q4jt5kB4rR3DLqwANSbfE+APLZa9+XKHhIgG5HubDabqxV9DrUhVb/MIPqedsthATJlJSGAnxwgjwdkQNL91dXV1X2psgcEyI0f1d6L29tJp2Nrba9MgPSTizceut2oHyqjC2vpigWISjB25AXwYwPk/oAMSGmpG7dKlT0gQNSWIc68q2VQbS+yurA+XEioav3YLroXIhfhD2PfT7YpOq5YgLCQEMCPDpDWARlwogC5ENnoIY2mnsh744lsbswi8WmJUzOOzeNNBEjOqczuwkreEwDUgXxLgOjmy2OpsgcESLhcTw1HTOz2hpuN6tgqs4xPjb33DwsQ3xUGiGqOcEUQAD+8C+uxZIA07lutx3JliwfIMuqpMlGi9mM3gt0VD9MVuzywcIBkbt3Y9mNr2gHgxw2i3x+QAUdUPECcaVN2Dcf6Qg+rd0tuI9JXF5TamAtKmTsdjB3JXikReXDpR+08zFXLhCF0APUjdVoHkmHZX5S6GmF4ScJo/PsiMcYx+GAMZBpe0tZtxwBAXUjNA+RzlhvVCLE/PHTj5gUDxNuUjzAAqC4CZL915+HlM7d/eeh84ppWAFBhBAgAoBQCBABQCgECACiFAAEAlEKAAABKIUAAAKUQIACAUggQAEApBAgAoBQCBABQCgECACiFAAEAlEKAAABKIUAAAKUQIACAUggQAEApBAgAoBQCBABQCgECACiFAAEAlEKAAABKIUAAAKUQIACAUggQAEApBAgAoBQCBABQCgECACiFAAEAlEKAAABKIUAAAKUQIACAUggQAEApBAgAoBQCBABQ5QB5bLXuy5UlQADg3APkkAxIur+6urq6L1XWE5GbU58lAEDSjYh4R8+AlJa6catUWV9EJqnjBgCc2ERE/KNnwDEDZCoii1OfJgBA0kJEpl8fILr58liq7FhEhqnjBgCc2FBE5kfPgIxbt1qP5cpei8js1KcJAJA0E5Hr42fAEe1UGyl13ACAExuIyK5RZc9qGlb/1OcJABDXV5OwnhuVNheRTeK4AQAntlGVc6PaVB+WLE99pgAArqVUvger0Wh0RWQcO24AwImpKbLdRtWpmWLycOpzBQCIPJxFA8QsBfEYRweAyuir+U3jRvX11IH6DIMAQEUs1S5Tfq9xBnQnlk8bBAAqoa/yQ4aNs6CWo4vHOAgAVMCD6haSu8aZWKmjlTHdWABwYks1Li2yapwN3QYR2dCPBQAn1FfrB8+p/aEMdZNJZDAbLiZcYQoAvtnNZDGcqf2v1KD0mYx/BHqm1QQAOLHxWcy/itmpi0sBAE6qewbrBzPsNrYjCwBwCt7mPONDed5dz6c+MQIA38zzp/PrXcX3bwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAsnq75iUA4ESau963V/yPrdb9p8u2VwMBAJzUYNU+Xr1ewP3V1dXV/efK7rqnPWcAAKO7O069XkhL3bj1mbJPc33U/nh2AQA4kdnY15Xx/Onz9XpBn36gtuq88mb9GwDASfVnnohM//ddAaKbL4/ly3bU4c4mpz1pAABlMlMdQrvP1evF3bdaj+XLtj0Rv62PGwBwcupbvf+/z9Tr3+VpIDJYnvp8AQACvYHI9KlRfXMRn/wAgArpeSKbRuXtRIT+KwColI6qmhtV1xWZnfpMAQDiNiLbRsW1RTzmXwFAxSy96jdBVjRAAKCCZiKrRrUNRFg/CACV0xYZNCqtJ+Kf+iwBANJ8ke/fm/cQO5FxxnEDAE5sLLJrVFmTIRAAqKSZyKhRZX9ELk59kgAAaRcifxpVdifyknHcAIATexG5a1QZAQIA1USAAABKIUAAAKUQIACAUggQAEAptQyQyeJ9wQVEAOBr1S9AJq9vfym/fy0KlV8X+tXJVPzwAPxgL3ULkNfff4V+fbQN/PJi6onXvXCbK8OxLzJYhZewWnWdhYwb80PX/d2sq5bKd2O2RQ51GxbfZBfYzX0Rfz5MH/FL8Mz63W601WS/2+2pZ2D+Y2+gCwzjh/cQ/Gl1U9hLdHNadwBqGCDrX1F8qFbI/kbIiyeGNwp+1Z/aX8nc1tFdmUe36Iqu60WkE/5urjfrCu7K3mGBY51ExadZf192gz9HNfZF8DC+TZW2e7XGttm4eCTSDVspPX2oo9jR2TPaFJHiWbCNbk6AAKhfgKxN79Xb6+vrL90S+b2vrluJ+Bed9nDmh4/R9kTmw3an2RWZTvYFyGASD5AHbSpT/V+30ZCnL9I0t3rY5Vyyfjtqd0ZjEd+2KDbmiHczT6S5L0Ci7V9MgPT0w7yIzPQ/TKNFZaW5lyIGsrFH+8D1vQDUL0B0++OXCY31q06Q/AGDUdjKmIxtNbz0xbf1cTPYBTgnQKLfmgAxxgdsHdwR2TOasZ6KZ2Oo40k3OKbNJGyddPYFSPhbEyBG3204qZ+69o6LEMmKOQA/2EudAmShIuM1+vF37MeEiRdV9uupqUlX4oUjCk2RYX6ATO1fPxEgIxns+WvTqeyH5sGWXnQok6m5dU6ATMMWUn6AXEvX3qCIJdf1AlDnAHkLAmP5+voeBEpef0tTvKh/ayjS0zW081j263l2gDTn4i8/FyAz2TPUvh6YRwoeVt3ti3vEbRMqOQHS92T1UYD40rwZFN7quC1CzxWA2gbIUnVZqX+ozqtfQZeWSpIsNguMSbPZUzHi1NAqVJb5ATLxg/r/gwBZDiKxP87dA0iKtw3aTTXKPw1CwTmUnABZj4KsyA2Qjnp6F6lW0Nw53NjkNC4MCaDGAfJqGyATPRISRIr+R9ok6oMKrWJDAktTIidAVAXcLBQgkjPbqisvw7nvT2fRnNvIS7q+ThzxhS6RFyA3Y/EnewNkowLQ/WtwVBH3wF6k218N/MEmUR7Az/VSowBR7Q31pXnytghy47dtk6T1Mvr0t7Gv+De+fuS8AFEDJr0CAbJuR2KP6Itv5/xmTIVapfu3+vEafaj7lHIDZOmb484LkIkno2Q7TJdxDtcd499IMIN4zkJGALUMEPvPIECcXyW0M5YzTOMjAlN9Md3cAFkPzHKLkmMgahnIeGim5IbLUEJz91GNTnwUQndB5QeICpiHPQHyIJ66t6b5z8e2IoNmp9McOPPPAPxsLwRIboB09weIqo8vygeIvbUaJMmoxMfpAZJEgLQ/CBDVZljmB8jWPC3bT/cxm5Y3603RWwCou5eaBcgkHiBvuV1YiQ4hJzFCg/1dWPp6wO2PA2TiyDuUVBNkk76jfjzyPujCurmZDJKjHE6AhMGxTfSVfXi068EBM80A1NlLzQbR32MBoobT34oPoutxZbfEw/4AuenKYF16EN2911SvUHp6lLqjTmqYfU+AmGH+nAB5EdmOlUGiJZY3iO4+cJGNWgDU30uNAmQRxYUNkGBeVhYzwhHo9yeq5vWcAeKOqUG3bibYmbRBgPTUcovPB0g8uNwHD+6jr4JhEDtic1x9N0DsjYIAuZmJ188JkHDLr+R2Jh8HiGn6AMBL3RYSmibI25vKjaVaip63G9a1O/LQ0d/de7G+pLFpBMydtsDaM+MWYaWrlluUXUgYce/Bmnhy7R6Kml88Ez/KN3usS/eQm6ZqDwNkPZWpO+4R/VsNwNiNrbZ5sZbnYe8WLAB+jpc6Bci7WgASbcA7ectfBqKr3mjS7takxDhcXq4zRVfNI+c7/oOtgaNv7WPxzTLxgwNkFH6RX/sZ68FV68HddtFkRtQE2do0GThrV6YmC8IAuel7Ms4MkFm0zMRk50ecwfb5oYkDoKZe6hQgugny16utPd9V++N3fm/LLLrnmQ2Lvhdund7xZKrvaOJJsCS759vfRQGyVGs5SgVIT4I2xiyrs2jpy8D+tjewO1utwsdVc6FMy6MZ7bx7HUVe0ER4UT1R6QBZ+1EUuf/eYxpsER8uoATw073UKkAmZg/31/fFu70u4Z4Lgqy7It3hctIfTsO1DSMR/6U/WbbVxum96Hej5c3N8sUTzzRGnDp0WDZAbuYiKzXPduM2LCIdT7xZe7JsX4cPq454O1xOeqOpBNN81e/G7fXNujMOLgPiBIge0kgHSKzVsXJ7xnINRbpttedLEKwAfryXWgXIzfItfkGpvI2wtMk8HC7eBHXiMLwwVPD931x4STz1h2CDdfdL+KZsgEzUJZp8P1jbvRwMzIUCAx27UF3EDyJA7TtvzeLXndKHvTXNLTdAll5WgLjjOmruVpHtSS7UowzUieF6UgC+M0AeW637cmUPvKRt7JKEbx9dFb2jL7PnjZ0KdLnS9fa06XzN7s91/eypBkMqQCaD0oPoalm3agXpH4apsYjJhf67715xd2iOeB5NvbpZq/aIOuRgNN0NED3MHz4P++9JbNfhm0GxteXmZPkXTMECcGiAHJIBSfdXV1dX96XKHnpN9JuFuRbhX3+97W1+WJNeu5/skem1+8kv2et+p/MVl8NYttvL/JUfsb8HJv12L3nEy/YwVe4LqIf++kcBULsAOSQDUlrqxq1SZQ8OkJub9eL99f393L4oJ3ZyBIDaBMghGXDiADlPPltMATgv3xMguvnyWKrsTwmQHuu7AdS6C6tgBmTcutV6LFf2pwTIcN8FbgHgrAfRD8mAI/opAdKZcak/AOelZutAAADfhQABANQzQP5Eez0BACrkQuRPo8pG2TtFAQBOTO1D26iynbvVFACgMsYiu0aV9SS6dAUAoDp8kV6j0gaFLngEAPhebZFBo9pWDIIAQAXNRFaNamuLe/FyAEAlqMsNtRsV16UJAgCVsxLpNqpu516VFQBQBR1VNTcqby7icSEjAKiQnicyb1Tf09S9QjkA4NR6A5HpU+MM9HwRj14sAKiIji/i9xtnQR2rbL7hqt8AgI8sVyLin8EAiNGbiog3Y0UhAJxYe+aJyLTia9BdTxtR/PHsogkAOImL2Vh1CInMz2L8I9Te6qMGAJxY92y6r0Lt1eDUZw0AfrrBqvLrz7P1dqPLawDASVyOdmc09gEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABURG/XvAQAnEjzXDdTZDt3ADi5c9zOfdc99VkDACjdXeOcPM3DS9oCAE7kHC9p21adV96sf+qLyQPAT9efeSIy/b6xkMdW6/4TZTvqcGeTU582AMDNzWSmOoR2n6vXC7u/urq6ui9dtu2J+O1TnzIAgKG+1fv/+0y9XlxL3bhVtuzTQGSwtIcNADi5nqqX/1e+Xv+2AJmL+OQHAFRIzxOZf0uA6ObLY8myOxGh/woAKqUjIruy9fpB7lutx7JluyKzU58pAEDcRmT7FRlwTG0Rj/lXAFAxS0+k6mvSVzRAAKCCZiKrRrUNRFg/CACV0xYZNCqtJ+Kf+iwBANJ8kWrvzbsTGWccNwDgxMYi1d5VsckQCABU0kxk1KiyPyIXpz5JAIC0C5E/jSq7E3nJOG4AwIm9iNw1qowAAYBqIkAAAKUQIACAUggQAEApBAgAoJRaBshk8b7gAiIA8LXqFyCT17e/lN+/FoXKrwv96st8tNFw1rF85/EBwI8JkNfff4V+fVQ7Ly+mnnjdC7e5Mhz7IoNVeAmrVddZyLgxP3Td3826aql8N2Zb6FiXL10RbzvM+/ukufXUsbibSXY2AxF/Ht5m1HV2emmaH2bdeZQxw25X/yqmF/wp97HzdIo+OQC191KvAFn/iuJDtUL2N0JePDG8UfCr/tT+SuY2fboyj27RlY36j4h0wt/N9WZdwV3ZOyxysB3flt5O9v9dVkEeTMbBr6Y2VS7cvSZnMlD/Gbur95v6YMLbGebGWxEVLoeYDAo+OQD191KrAFmb3qu319fXX7ol8nvfUMhKxL/otIczP3yMtrrK77DdaXZFppN9ATKYxAPkQZvKVP+3yBf7vid+s79sb8TcadJQxFsN28OXQbif5HIq0m122g9jEb+/L0CiiwCbAOnow5qLmOPUB79UUWLaIoXNiqYjgPp7qVWA6PbHLxMa61edIPnjBaOwlaG+1+sKd+mLb2veZlBr5wRI9FsTIMb4gK2DtzIwR3ohkpFzfU+mpnZfXwQtiq2IbSt1fBtheQESBpwJEOMlVvm/yGBw4EZjbZE5AQKghgGyUJHxGv34O/ZjwsSLKvv11PTlrMQLxxuaIsP8AJnav5YPkLXIgz2S6L4cXfHDWNmYq/oOw/zQ+TLLD5CBJ6sPA2QgL9fmBoWPeSqzBwIEQA0D5M0Gxvuvt1/vQaDkDaQ3xYu+9w91X87Scx+ra0IlO0Ca87B+Lxsg/X5waF6UC6G2mypLkxxdccavZyZUsgNkPApHaXIDpC3S6zt9XQVcyGBCgACoYYAsVZeVmohlpmDZLi2VJFlsFhiTZrOnYsTJFBUqy/wAmfhBbf5BgCwHkex0WWbV4hextsFDs6PL7WK3GuYHyM1Y/Mn+AJmpgJyGLZUCh9v3pHNDgACoYYC82gbI77/e3t9002NpgyRDVr/RKjYpydbQOQFy01H/VyRAnMlP06wjWY+zft9N1uw60dzmlKn78wJk6dvjzguQta+O/0X8deHD1c+eAAFQwwBR7Y2lGj1/Xdy8//WXmsL727RJMvSCuayObbzS9vUj5wWIGjDpFQiQdTuSesReu/MyCCZUxejqPe4iXqNv9GPlBYiKm4d9AbLTDSybkoUOt6kbNQQIgJoGiP3n5Pdfb4lfJbQzpj5N43OSpnqYOjdA1gPprj8xC0tZ6VUeWXONMxpIus8p+WNugKiR9+WeALGHvS18xEtPHxIBAqDWAbL4bVeAfCpAuvsD5KZvZtd+JkBmvlosOM5YjJHZwxZbAz7TDZL8AJkMdPmcAJl4poEyio377LM1J4IAAVDTANGDBO/hCsK33C6sfsYaOpMYocH+Liy9gKP9cYBMHBkHMhlOncnDIT89MyvVhbXdGyB2lCYnQEZmEpcKkmahwx3ZaWcECICaDqK/B4Ppr6/Lm5uJWpZefBDdVMlOiYf9AXLTlcH604PoNxO7CuUm3X8WMxLPHfA2x7InQNRM335egHTFG2te/MHzDnfp22UrBAiAGgbIwsaF3U7xPZqXlSVeQ+tFGfEaumPaKLFBAjvrNQiQnlqv9+kACSYM36Q7qAK9/lI3mpzpvhOzNuTCrc9X8QBZT2W6zg6QnrszVq/A4c5l2tdexOurowHw473UbSHh+83NL2Nxs1RRklfXXds+HK2j52T1nJXeej23+s/cWZCx9swoSRAgajuUzmfGQIx+xoywjpsWtp9p4C5daZrUGbnhszVNqPAo+p5cZAfIhXhmV6yHB7/QdibxzSLLPEsAdfNSpwB5Vw2PaAPeyVv+MhD9VTuatLsNvrpH24d0bJqMnJr8wa7vDgNE3aJbLkCaUXMnqwVyM5Bp2By6MK2EprMJcLDOo++cn57dMys6iheRcWaADKInb5stH/ADnojvO716AH6slzoFiG6C/PVq69131f74nX9JkFl0zzMbFn1PurYq73i2Ap94waaHNz3f/i4KkKWeRVUmQNoi1+Zfk25W31ZHZGyfydDu17uehns9Lqd2FYoazLC/m3Tt75yj6MZ2zw0DpO1EkfvvAhgDAVDLAJmYPdxf3xfv9rqEey4Isu6KdIfLSX84DffWHYn4L/2J3mPd70W/G6k1dy9eUFdHAaIq95JdWGORTd/MwsqswWcig2ZvsuzMw711+57Iqr2c9C+8cA5A3xPvoqfuZxCcKucoll5mgMRaHbGesQ8RIABqGSA3y7f4BaXyNsLSJvOwT38T9iaFff2DcGi5qS8Rpf7g2UrbCZCbTdkAmajWgei71c2fh0HQ0rEuwsMLmkU3/UF4yaph/LpT+rgv0kcxygqQtRe0fpRZfHbXBwgQAPUMkPglCd8+uip6Z6vr3rHTAFiudH08bTp1an+uq2cvXDLuBshkUHoQfaQvf+ipdohOouRYRH+jH7frjOyvX/Rt/JmTNUt1RSz1NNpZRzHPCJBhbNS+n7mdfB4CBEBNA+TmZmGuRfjXX297mx/WpNfuJ79+99qpaarrfqeTsWHVpy370cOnNsZVj9trh5u+O7dJDbn3O532RxeAB4Djql+A3NysF++v7+/nVp9OYpu1A0Dl1TFAzlPbXZcCANX3TQHy2Grdlyv7YwKkGd8qEQDqEyCHZEDS/dXV1dV9qbI/JkA26QuAAEAtAuSQDEhpqRu3SpX9MQHy4k6sAoAaBcghGUCAAED9vXxLgOjmy2OpsgQIANShC6tgBmTcutV6LFf2T7i+GgBQJRcif46fAUc0kvSVlQAAp6f2oW1U2Y6LTwBAJY1Fdo0q64l7zVYAQFX4Ir1GpQ0yLtcHADi1tsigUW0rBkEAoIJmIqtGtbWFTaIAoHLU9erajYrr0gQB8P/t3WtX2kofhnHZSll/n9KcEwhQgoAuq/b7f7xnzSHJBBJEakvA67dfVHECA3utuZljRuiblUh003dP8rGbdgMA/rpQNc03vbcQ8av7ywIAzi/2RRY3/becuXcoBwCcW5yKzJY3FyAORHxGsQCgJ8JAJEhuLoKqq2w57hwAeqBYiUhwARMgRjwTEX/OjkIAODNv7ovIrOd70F3LrSjBdD4YAgDOYjCfqgEhkcVFzH9UvEddawDAmUUXM3xV8VbpuT81APjq0lXv95+3i58m/30DAJzFf5OnC5r7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHoifhr+BwA4k+GlHqbIce4AcHaXeJz7U3TuTw0AoERPN5dkuahuaQsAOJNLvKWtpwav/Hly7pvJA8BXl8x9EZldzFxIqKo7z8/9sQEARqN8rgaELuS+6J4vEnjn/sgAAIb6Vh9cRB9kmYqkha02AODs4lRkdgnzIAuRgPwAgB6JfZHtv8mAH/f3308t+yQijF8BQK+Eqmn+Gxmw6/vt7e3t9xPLRiLzc39SAICmrUh0arv+Effq4vvTynoiPuuvAKBnCl/k6fMz4I8u3i27ogMCAD00F1l9fga0d19+nFY2FWH/IAD0jieSfn4GtFx9f//jtLKxSHDuTwkAsC8QiT8/Az7Rk8i0pd4AgDObHj0JciZDpkAAoJfmIpObPvstMjj3hwQA2DcQ+X3TZ/8T2bTUGwBwZhuR/930GQECAP1EgAAATkKAAABOQoAAAE5CgAAATnKVAZL/fPvJDUQA4O+6vgDJn1/ulNdfP48qvz7qobNpq8sZ69enjwbAmV1dgDy/3lV+vXcMfDGY+eJHA7e7kk0DkXRV3cJqFTkbGbfml8h9bB6prfJRw+PxFQ67S+ebyBeZzWO3+DYQCRZP5e+baFv/cWB+2bqPDaOFfqjBfDCTKAqPr6j6tET8afaBSwBcs811Bcj6Vx0fqhdyuBOy8cXwJ+VDycw+JAubPpGoBtiKRDfNIlK3vAt9WFf5VPYJj65xnnaWzoLy6aq4Kh7LhyIbeiuZ1VdsJVL/zESG1WMDSc1DLnPxTNz39p6sfIsLuiEAri9A1mb06uX5+fmX7om8HpoKWYkEg9DL5kH1Gp4vssi8cBiJzPJDAZLmzQAZazOZ6X+P/5Y+74yboYi/yrxskIp5VXMb+8eJ500eRdL4UID4cTNAMl2tRwlMPXUEJPKRe3WFIukkLryFyLej3x2Aa7a5qgDR/Y9fJjTWzzpBur8tT6peRj61d10vAgns2NWwPAW4I0DqR02AGNOPHh3siSzaAySsehnrlYjuIq0j8W00Zb7M1gcCRKJ1I0CMufOz+i3yzRMfY1Ym6pY7RAK4vgD5qSLjuf71tfHrjtyvG/v1zLS8K/Grm1cNRbLuAJnZv/5hgKxnMh+3B0haNtj6aQOVB0ORau4jtJ9Le4DM6mGvzgBZBzKxFxyhqEbtEnf8DsAXtrmmAHmxgfHz+devtzJQur4tD8Wvx7cykVjf4dd5rcg0ru0BMlxIUPx5gAwkzdsD5Ml2itw2Oy2HspStCZX2AFkNqss7A+RJ/DzU7/sY6ySxfZqcAAFwdQFSqCGr0Wj0pidCnu2QlkqSNjYLjHw4jFWMOJmiQqXoDpA8kMejAqRIa7t/THwJR+0B0uwbDIeeHu6qM0WFitcdIOtI0vXhAFmoNxbsHpafONV1PiCHd3ToALhumysKkGcbG693r2ovSG4i5Vd74bweg6qsGo12YUp0BIgaQxoeFSDO4ienra+frj1A0v3boAybN/cN9AfTESCj2JfVwQDJffX2mrMidma91Lq8OI/aHwfw5WyuKEBUf0P1Gd7eChUmauzq1fRJWsQi1XRH6dG2uY0WuitA1IRJfESArL3azisOJcg7AmTdmm+NlvtR16UrQNSESXgoQCbir6t+TC3vru5olHjZICjXfwH46jZXFiDmp+fXu9cv6bL+AAAWa0lEQVS35kO7vHIzhGPW/NY/0zfT7QyQdWqWOp08B1LoPkB7gNRz1jtjTu6v00MBombe8wMBYt9K2gzNwxaqX/KNNVgArjlA1NDV+k8DJDocIOrb++BPAuTRPHNXgHjvBMj2nQApAl2+I0Bim1AbMxd/nG2g9jYuOGcMwDUGiPp2nOdrFSFqOuSlcwgraZkKNolRSQ8PYen7AXvvB0jucB+f2HVcHxjCajz59PAQll4FkHUGyMBOqMS7L9RV3fLPWVqtPwPwtW2uKEBUv+NtNMrv7l7efukAydW29OMn0beNSYZcZHw4QEZ6qdOJk+hFoJ++axLdTMA0bJqT6Gaa/UCAqJW+RVeApBJMNWc7zFGT6KMi/cgBKACu1+aKAuSnjQtzHtZrXq/LamNmOEpJkpfzyiW7R+LRbWBt01wGiF7qdGKALGSWaBvxk2TvO/2i0XzrAs1NG3YMatVcmdsIkDyVx44A8dyDu4oPBYjaQcNpWABG17eRUM2dP7+8vjyrVbxqK3rXcMs390SOUK/Jiu2RIcbUtLYLpwFe+2aWpDqscCISnjgH0jx9ce+yiZsWZkXxOnAzb27qP3Dfhu0blAGilxq3B8hKUnMq1njiOycvHiVsmT4C8AVtrilA9A7C+gDe/KV7G4hulOv1R4+mZZ06w/uhTZOJM509tjPP9Wm3Uwmi0wIkKPkiQbA3KLSuNiqaI1ZUSnxzTlpJfJMmZTUVz/5cBYhKGfvW7K/257WzgXB61HEm83r8bCJCDwTA6LoCRHdB7p5t6/b2ageyOszrZ57bljfxq2PSw/K0wtyX1D4WB/axOkAKtSzpDw5T7JwDUc301r6ToZiwyANJbYLE1VT2TAL7WJHa3kgdIGt1rmJLgJijW/Z/7pZV71kPjAHA6LoCJDdnuD+//Xyz9yU8cEOQdSQSZUWeZPV9MSYiwSbJC28rEsT1Y5NiNCo2vvimM+LcbyP7WwEy2urz0/M4e6zO1g198edenidzX3y7T8Tzxd+og7wmadkZqQNERWJbgLi9jtyOy70jElnFo1GuXmZvhTGAr2hzVQEyKl6aN5TqOghLy/W+OK38rl/fNcnZbz3UM83qD+Vh6u4Nm7afFSDDtL7HSHWrEDubXf7Bq+4xFVT7DHWVdfXKWjkBov4H7wdI4b6B0Xb3OJNWxWz3UwDwxW2uK0CatyR8ee+u6KG+wZ8/dTZ9FyvdRs+GzjB/stDNs78qJ0jc9jdPPylA9uciPPO6kdNg5+r2UiLpwMmaYmWqtygnSNwAUUuN9wJk2JgGD487Xnc91C/tq34IAIyuLkBGo5/mXoRqM8gRpfPYK48pr8Te3qradRKGeydDfbK9g3HV68aeWl/cUHje3iIoVb1/MLFdJB7pAeB6A2Q0Wv98e357u7QTm9oOLwGAHrvGALlMWXOfOQD0HQHSFwP3BlcA0H8ESF887p/NBQB9RoD0xWB+abM2AL64DQECAOhxgPy4v/9+WlkCBAAuPUA+kgG7vt/e3t5+P6nsb3PbPwBAzwxEfn96Buy5Vxffn1R2Yg8SBAD0izqH9tMz4DMD5KnlXhkAgPObijz9/QDR3ZcfJ5WNhQ12ANBHgUj86RnQcvX9/Y8Ty6b6ZoEAgH7xRNK/kAGfacUkCAD00FxkddNvnrh3/QYA9ELhi3g3PRfRBQGA3lmJRDd99yTH3fAIAPDPhKppvum9hYjPfYwAoEdiX2Rx03/LmXuHcgDAucWpyGx5cwHiQMRnFAsAeiIMRILk5iKousp2707gAIB/r1iJSHABEyBGPBMRf86OQgA4M2/ui8jsuD3ovbDcihJM54MhAOAsBvOpGhASWVzE/EfFe9S1BgCcWXQxw1cVb5We+1MDgK8uXfV+/3m7+Gny3zcAwFn8N3m6oLkPAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoCfip+F/AIAzGV7qYYoc5w4AZ3eJx7k/Ref+1AAASvR0c0mWi+qWtgCAM7nEW9p6avDKnyfnvpk8AHx1ydwXkdnFzIWEqrrz/NwfGwBgNMrnakDoQu6L7vkigXfujwwAYKhv9cFF9EGWqUha2GoDAM4uTkVmlzAPshAJyA8A6JHYF9ne9N6TiDB+BQC9Eqqm+abvIpH5uT8pAEDTVuTxpuc8EZ/1VwDQM4Xf/y7Iig4IAPTQXGT1L1Lgx/399xPLpiLsHwSA3vFE0r+QAbu+397e3n4/qWwsEpz7UwIA7AtE4k/PgD336uL7k8o+iUxb6g0AOLOpyNOnZ8BnBsiQKRAA6KW5yOTvB4juvvw4qexvkcG5PyQAwL6ByO9Pz4CWq+/vf5xW9n8im5Z6AwDObCPyv8/PgE9EgADApQfImRAgANBPBAgA4CQECADgJAQIAOAkVxkg+c+3n9xABAD+rusLkPz55U55/fXzqPLrox76a947aLitLv+yfgDwZQLk+fWu8uu91rkYzHzxo4HbXcmmgUi6qm5htYqcjYxb80vkPjaP1Fb5qOHxqLoWm0jEf8y6/p4PH31VF/cwyXCbigSL6ppJ5Jz0MjS/zKNFnTFZFOmHGuLyT52vve+xunp7/EUArtjmugJk/auOD9ULOdwJ2fhi+JPyoWRmH5KFTZ9IFvUVkejGU0TC6rGFPqyrfCr7hMdUNgxs6cf88N9lVeZBPi0fmtlUGbhnTc4lVf9M3d37Q12Z6jrDXPwoosLlOHl99ezoiwBcs81VBcjajF69PD8//9I9kddDUyErkWAQetk8qF7D80UWmRcOI5FZfihA0rwZIGNtJjP97zFf7BNfgmFSeFsxT7orE/FXmZdt0uo8yWImEg1DbzwVCZJDAVLfBNgESKirtRAx9dSVL1QYmL7IMdUVGZqLx0/HXgPgqm2uKkB0/+OXCY31s06Q7vmCSdXLUN/rdYNbBBLYlndYttodAVI/agLEmH7g6OBHSU1NByItOZf4MjOt+3pQ9igeRWxfKQxshHUFSBVwJkCMTaNrtJE0Pf6gsVCEuRcAVxsgP1VkPNe/vjZ+3ZH7dWO/npmxnJX41XzDUCTrDpCZ/evpAbIWGdua1M/liCSoYmVr7uqbVfmh82XeHSCpL6t3AySVzTdzwTEmxxcF8DVsrilAXqrAeH5+frOB0jWRPhS//t6f6bGcwndfKzKh0h4gw0XVvp8aIElSVs2vc6HiualSmOSIxJmcn5tQaQ+Q6aSapekMEE8kTpyxrnfM3RcHgNFVBUihhqz0T29qJMsOab11lLZZYOTDYaxixMkUFSpFd4DkQdmgvhMgRVprT5eirRUfNL7wj4ehLufMPhQmYToCZDSVID8cIHMVkLOqp/JedRftMzUAvq7NFQXIc9kByV9tgBT23xZt40arxqIk20J3BIiaExgeFSDyzvKl9bTt8Wi3ZdeJ5nanTNvfFSBFYOvdFSDrQNV/I8H6uOpGsskWQTCbHz3tDuDKba4oQFR/Q/cgft29vpjgeC37JHvici2r47HZaAf6lbsCRE2YxEcEyNqr7b1i7IWbtFxQ1aCb96ZBs0Xf6tfqChAVN+NDAfKkO1g2JY+obiB2VbG/VzEAX9O1BYj69+fd3ZsNkPKhfV7L0qdZc03STE9TdwbIOpVo/QersJSV3uXRtta4pYOkx5x2f+0MEDXzXhwIEFvtxyNrrLaBTDPvae47M/kAvrTN9QXI+vXu1+gzAiQ6HCBqZ8TgDwNkHqiv9dOWUaHWEbbGNPZcd0i6AyRPdfmOAMl900GZNOZ9utk3qyZJzOw9gC9vc2UBkusZ9JeX17tXNR3y0jmElbTsoTOJUUkPD2HpDRze+wGSO1oqkmczZ/FwJdj/nr83hPV4MEDsLE1HgExsDOT+zljZO9XVnxxdEACj65tEfzNLsPR+9NEoN/8cO4lummSnxPhwgIwiSdd/PIk+yu0ulNH++FnDRHx3wtvU5UCAqJW+SVeAROJPNb/54u9Xt/mJAPi6NlcUIGrbx8toVLy9vb293r38dNZltWi20HpTRrOFDk0fpTFJYFe9lgESq/16fxwg5YLh0f4AVSlOCv3V31num5uOwMBdmbtqBsh6JrN1e4DE7slY8ceq28xZAF/W5to2EtptH79enkejQi3n7Rrh/+YO5Yd6TVbcGJyZmtZ44WzIWPtmIqAMEHUcSvgncyBG0rIiLHTTwo4zpe5WjKFJnYkbPo+maa9qkfgyaA+Qgfj2YKtxcPxxJob7hgF8YZtrChA9eFUfwJu/dG8D0V+160W7j+VX9/r4kNCmycRpycd2f3cVIOqK6LQAGdbdnbYeyCiVWdUdGphewtA5BLjc55E4n09sJ7rrWmxEpq0BktZv3nZb3jGpNqGsP5w4AK7T5poCRHdB7p5tu/um+h+v3QuG5vUzz21YJL5EtikPfduA53556OEoDuxjdYAUehXVKQHiiXwzP+VR22BRKDK17ySz5/WuZ9VZj8XM7kJRkxn2sTyyjzm1iBpny1cB4jlR5P7cLa6qO//AEb4ArtnmqgJEb0G/e31++/lm70t44IYg60gkyoo8yWbV2boTkWCT5PqM9SCuH5uoPXcbv2yr6wBRjfuJQ1hTkW1iVmG1tuBzkXQY50W4qM7WTXyRlVfkycCv1gAkvviDWD1PWn5UTi0KvzVAGr2OxshYp4XZsBJvZX96H8CXtLmqABkVL80bSnUdhKXli2q6eFuNJlU3hkqrr9lDvf9a/cG3jbYTIKPtqQGSq96B6KfV3Z9xWvZ0rEFVvbJbNErS6pZVWfO+U7reg/1aTNoCZO2X3Qll3lzd1VXdRxHR21ac2x0C+Mo21xUgzVsSqoVYB4WqURR/6nQAipVuj2dDp5VMFrp59qst426A5OnJk+gTfftDX/VDdBLtzkUkW/26kTOzv97oa4K5kzWFuiOWehteWy0WLQGSNWbtk9bj5PcNdXp95C64AK7a5soCZDT6ae5FeHf3crD7YeWxl+x+oY49tWi2YZ2EYcuBVX+sSOqX3zsYV71u7FWHvjvX7E25J2Ho/YPt4YW3/9IAvqzN1QXIaLT++fb89nZpx23kjcPaAaD3rjFALpPHEVMALgsB0hdD9ncDuCwESF9s928AAgB9RoD0xcZdWAUA/UeAAABOQoAAAK4zQH5X+6sBAH0yEPl902cTjl4CgF5S59De9NmTe9QUAKA3piJP/yAGftzffz+tbCzuPVsBAH0RiMSfnwG7vt/e3t5+P61s2nK7PgDAuXki6ednwJ57dfH9aWVXTIIAQA/NRVafnwF/dPFuWU84JAoAekfdr+7pHwSI7r78OLFsRBcEAHpnJRKd2q5/yPf7+x+nln2So27aDQD4d0L5wBqsj2TA51qI+NX9ZQEA5xf7Ioub/lvO3DuUAwDOLU5FZsubCxAHIj6jWADQE2EgEiQ3F0HVVbYcdw4APVCsRCQIby5EPBMRf86OQgA4M2/ui8jsyD3ofbDcihJM54MhAOAsBvOpGhASWVzE/EfFe9S1BgCcWXQxw1cVb5We+1MDgK8uXXk3Fyl+mvz3DQBwFv9Nni5o7gMAAAAAAAAAvpo4LhcgPnie+XGZ/Ome2oc4fth7MEn+/lLHZfnCyzh+/x3HXvlG44ShbAB4X1xSbe14XC5BXI7Hpj0Nx+Puaz2XmwgPFeepXOPx31+tkozHpk5e53t4qOtWv9Gs+hQAAN2ysRVXARKWD43HWUuALJdlVHh1QfsE+3+IqwBZxva/5TsBEidJ3Wd5iOtfHpJmx2VZV2W3biq7VIDoDGsESDIeq+czj9kASZIkycZj9c8DAQIAx/FCJTNf1k2AJGFtN0Ae4rDupjg9kLARIElbgFQPeQcDJDaRlrjPpJ/6wQRbVmXLclxXpapbVv2p8m6APDiFCRAA+BDPtKplg/yQhGEWqm/jOwFimtqW9jUuh4ss3QiblrgMkMx4J0BUYqhCJjRi9Wrml4fM/sFEhO0puVWxfaajA8TURgWIMxBHgADAceI4SRLPG49DNR5kG2TV/Oq2OtGtdFJPKj/oNve0ADHsb50BEusuRmyTIFO/PZhfQt3W110d3Tlxq6LrVsWLqq39dzdATHJYtm7LxNPDY17HGwQANFXzHYn5STedoRkn0p0P/bDboJYp02S/178fIDZpuoewTA6F+vliO0VhrtF/WZZXPozH3m5fwUaNeR5V80z1KPYCxFoul/YFys8he9h/vwCAVnHoJYn6Um6bUN10euNxvFzGmWqN1ZRHmLwbILsLnToDpBosO7wKy9OZYQu7z/BQvryKmHF3gKjBr3LKZDdA4uVSxYuzCkt1wRI1qqWm4QkQADiSGrEy3/tt02mnq8fZsmUZb9W+qsGvil7DVA1iqTGxTE2sj7Pxshkg9upmgCz3NoqYHoh9cTcoyh6I7jscCJBM1z7WpTvmQNSURzXB79W9I+ZAAOAoOi1s0181yGoJbKgf7A6QehrBXV5ln6deCNwMEPX9fy9Awp0JlCoJdB+osT9F947Mq2eNx93LnK5FqB7oCBBnDsT8sxyPY+ZAAOA4auWr/q6u6abTrEkajzO1uFdNjXQEiFkA7Krm2hPPUyNjZpv3zgBUGQleY2nXzoCW7RnUAZLtPIEZ4jrQAzF/etC9id0AsQuXnR6I7q+oKDWdLwIEAN6lpj/q/oFpOuveQxaqgGleceQUQb0XXW9Ht7JyDVUjMqpHndcoF2HZ0mUu2EVYdiDrQICoWQ3PM8/cMYnudFTKZb+JOvaEAAGAIzzU3Qa9kVu19bGaZF7aZj/2vM4ASbJ6zVNWdWPKUg4bUerrvX22RoA87Bw+pbZ86GfbG8JS3Qf1r15crCf/G5e6q7DsGJX6cyNAluW0TeweZfKguiRm0I45EAA4UpI5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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;COUNT 는 숫자 셀만&lt;/i&gt; (10, 20, 30 &amp;rarr; &lt;i&gt;3개&lt;/i&gt;). &lt;i&gt;COUNTA 는 비어있지 않은 셀&lt;/i&gt; (숫자 3 + 텍스트 &quot;가&quot; 1 &amp;rarr; &lt;i&gt;4개&lt;/i&gt;). 빈 셀(A5)은 둘 다 제외. 매년 단골 &amp;mdash; COUNT 가 텍스트도 세는 줄 알면 오답.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. SUMIF 인자 순서&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;SUMIF 인자 순서 = &lt;i&gt;(조건범위, 조건, 합계범위)&lt;/i&gt;. &lt;i&gt;조건을 따지는 범위&lt;/i&gt;와 &lt;i&gt;합계를 낼 범위&lt;/i&gt;가 둘 다 C2:C10 으로 같으므로 &lt;i&gt;3번째 인자(합계범위)를 생략&lt;/i&gt; &amp;rarr; &lt;i&gt;=SUMIF(C2:C10, &quot;&amp;gt;=80&quot;)&lt;/i&gt;. ① 은 C 가 80 이상인 행의 &lt;i&gt;B 값&lt;/i&gt;을 더하므로 점수 합계가 아님. ③ 조건범위가 잘못됨. ④ 조건범위가 빠짐. 합계범위가 조건범위와 같으면 &lt;i&gt;3번째 인자 생략 가능&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. IF 중첩&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;A1 = 85 &amp;rarr; 첫 IF 조건 &lt;i&gt;(85&amp;gt;=90)&lt;/i&gt; 거짓 &amp;rarr; 안쪽 IF &lt;i&gt;(85&amp;gt;=80)&lt;/i&gt; 참 &amp;rarr; &lt;i&gt;&quot;B&quot;&lt;/i&gt; 반환. IF 중첩은 &lt;i&gt;큰 값 &amp;rarr; 작은 값&lt;/i&gt; 순서로 평가됨. 만약 조건 순서를 바꿔 80 을 먼저 두면 90 이상도 &quot;B&quot; 가 되는 함정 발생.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. 오류값 매칭&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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kxrIF5kMR51FdylqoDoLkM5VOkiRC5BoECNqchRXometjih+llVbmehWRyxujSwcEdUZ1HXTK2+9nCQ56mInzfEDJMcIEGvD7lzZsZYCpJ2OaVsySX+uqNuTLiyvMLWgIkC6gWVHLceRbUV7OMa/FdkyiJ5DgAAXGSBqAYjpdY/8iFeiSxCNreuGR9xdE3WQ2+nCPi/psOlVBEhPdAd8EiDRuHo0umF8jHQ/xvwsrLaxQkS9gKobPTWQofZrTzJnkY2gVDqrAHE/mvS1/y1tu2rzFzXMvljJr3G6D0t3w+S0CgQIcJkB0plHtwTRHve8K/pI31t1km2JpVoj5j20kwDpuEk9mA+QzkT3miQBoufxztKBXaWXTNLNB4g5aJ++w7wdHVR6K1xjz8bzD5D5qMr88ABZzNQakYUrzthVKdKUoJXsK9/ZEQECXGiAdDrP8b0Ib28fN+7Du9mi2x/28sMmo3G/X3FjpZ0lt0j6hEFvnB2Tnvy1W4CY3f4Vg+i5v346QArvtkuA7GzXAAkl2qFl5KjrgGi6QxCfr1IXlrtxdIwAAS42QDqdxfvL+uV999Hz40pu3fdVJh9U7EaAuPmB4/w9lDpe4a/dzwVI8eXsDal73ADxQn0j4Zblx/8FeMtodL6bXwdiWfGY1kYECHCZAVIvc6vy3uKH6hpTiyuNejttavUhr+vtVCy9k8mO5tFdR/Zlbly121FubaZ9zMv2iAewAQFydNPy/Ts+QW9BBQAnR4Ac3SKbS/p53XTTRAA4MQLk+Mb+13WnD/2vCyMA+BQCBABwEAIEAPAzA6RVuTAZAHBqbZFWo86m6R4eAIA6WYpMG3U2NHZUBQDUhysybNTZQEp3BwcAnN7CEhk0aq28SxMA4PTGInaj3nwGQQCghnwRv1FvPTHvkgEAqIVRINL7jhS4/vPn+tCyTnJ/QABAbfgizjEyoPTcm5ubm+sDy/Yluf0SAKAmVNX8v0Pr9X3cqSffHVp2JRIcsgU4AOBIuoHI6vB6/dsC5H6S3pIcAFADXVvE/kS9/l1dWI3GgyUS0IsFADXRV7Xyfz9Tr+/h+u7u+hNl1bFKuNMd8gAAx+X5ImL973P1+vd5mIhI4I9Zkw4AJ7UY+4GITB4aZ+M+FMVyl+0mAOAk2ktXdQiJrO4b52TsRkcNADgxp984Nz3fPvVZA4BLZ/vfsv786w2G09YVAOAkWtNhzfffBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGroYThtAQBO5Gw3U+z58Y1MAAAnc47buQ+d050vAMDZ3lDKW6W3tAUAnMg53tK2pw45WI4Xp72ZPABcusV4GYjI5KFxJvrqcP3Rqc8bAKDTGfmqQ+hMurHGgYjVO/UpAwDE1FW9dRZtEM8SsT192ACAk+vaIpNzGAdZiVjkBwDUSDcQCRu1NxQR+q8AoFb6IjJu1J0jsjz1mQIA5IUibqPmeiIB868AoGa8QKTua9J9GiAAUEO+iN+oN1tkfOrTBAAoGovYjVp7ELFYfw4AtbOwROq9N+9QxD31WQIAlLkiw0adTRkCAYBaWopMG3XWEmmf+iQBAMraIq1Gnf0SaVUcNwDgxFoivxp1RoAAQD0RIACAOgfI9Z8/14eVJUAA4NwDZJ8MKD335ubm5vqgsgQIAJx5gOyTASV36sl3B5U9boB43XSf+NFoh/WKi1G6Ldd8NN9edkMB4yU+eos9C2z/BJv/Ot/wl02//8ihzwPwUwNknww4dYCMnt/fd9t/cZktMrF32TPeE0kqx5aE5TfW79r1p2qCW+X8Y0+k+Cvfakb/jv1ZpzMSq/Schdf10kp5UH6B+M1Ftn3oifTLvxw2B52OU/7kTd/L/X7RnbX9MPTbs+7WcJi2PfVO3W1lAPwUrW8JkO/swhqt326V16fn7w6QRVKFD9XqeTNABr3eYLExQEL9EWfi5wNk6apj8paWuv+wqtOj1zJeYOF159sC5MqebQ2QlQzToGin5h1H7T+WBsi8pQ5As6dbIsRR2UGAABei9S1dWI3ru7vrw8ruGSCL9ett6mnLFfmiq4QSRv8ujADx7aJV3HE0Go26ItG/o8UeAaLrX6s9LweIp6xkqf4ZFQNkHojX6XQtscLlyhKrH5XupS+waFoiQehtDhBfmoUAiT93bJELkCDNiFE+QOaOWMuhN+p0RoOhH8hqc4IQIMAlae0+iL5HBnyh/QJk/pjFx+3t7dvmRsgo4jtWdQAAIABJREFUu6YWkbkRIKEVCyTQP7n65luG7u4BMnJEnNB3RCajUoBMjNf0iwHSl0mnM7fFV8kzX2Yl9du5Io4biDXYGCBhKUA84w1HhQCZ9WKLfIA0c3ekH1jqOdnD6JU8R/3vkgABLkrrR60DWcT58bher5+ilsjrxgSZR501jjjRv2YLJLHMJUQ3zPGqAsQTGXTmzWYzNANkJZOoQu1Oom0h8wHSzDqO2sNigEQdbNN0M8mVTHzf98PkBa7EHnc6I1cmi00BspJfhQAZqXdy4489LwRIHERKLkB8dVjma5pfyEACx3FGjkwcp0mAABel9aMC5MnouJqvozbI9qlSRt1YCpCVONvPXClAhiIzfYmfBUhXAl0xe4GqlivGQOZefJTFAInq/FCSYYyhrMwxEE/fKGVuy3RTgNjZQZpjIM3kY+8UIE2xjRf2ii2QSfyEqJFCgACXpPWTAuRdRcZL+vBZNULWW5/hZCFhqx6rqDKMjQKJK8XMOLSDYOJ3NwXISsTpzIfDYdsIkGlc7acdSsUAmbdsEZmooemZOM1mOw0QL0oEN634e/HBJgHSSl54Fv++IkC6xu2AJ+KGob9zgEx7vYkOkNFE7GY8+2oxblnimmMgBAhwuVo/KUAedWA8rx+f3nWgvG6b2qo68JPKzhbbto02R1usfNeN2rnYdl1L4gv+lqyiwfRMVyaruLlgjoG0sldZqt8UAmTuiL1s+paKo1k8NJEESBwMfvr5m7IyB9HdpGmik6MiQHyZpFPBotGWIPlsYVWAtJsxrxMNaUjSJhst1QC7ZdtWNhcgO4UECHCpWj8oQEaqy2rR6bxEAyFr3aWVtUjKVuKKs6jswupJ0LXT3iNlJoHqu1nMop4odeZEzKmx84nMuhL0CgEyy26ItVLRUwiQpriqQh6pHqaZuMPhLA2QeHZvT6y4IeRlc2mjx1baYrCjAyoHSE/skZV8rIlMu11dsy/VMfWGw6FTOQur13HEb7eNMzLvt3zXdVd+s1foEyRAgMvV+kEB8qLj4vX27eXx9nbe6TyrEfXNT2jKZOHKal4RIP1AZp2ebmzE3OTBr6hN0RLLdd3sdu0jV/XtNCVoLnIB4qUX8mM1xl4MEFf/dSbL4hiIFY9xhGLPRp3RzBLHNwbR0ylf6jWGVQHStWTWGUrQL42BuGKryl7JAkTNv7KjmViFabxbFQOk73k2AQJchtYPChDV3njudBbv78+d9e2tqk3fbm/fNhVfLCXodryJTMbFAJmr26SolkQgySqL5Do/urB3y2MgfTue7NoUCfPTeJcSTOeq5RJ3iW0MEL8QIF19M/iFr/qe1DTfOOn0GMg8mny8JUCG8fu1RPxRPkDUjYy9zqzZbE6MAFGSxkMWINGsrbLFpgDRk5wBXIDWDwoQNQQSV2xr1QhJflVdeD6cxNfmagmDakhkATKa2hLEnVdjW4Ir3VPkJB1azSg68gGycMWJo2bsDvIBsghFgokTiITq6LZ2YZkB0kxH37vtlbNqJ7VyMoiejfE7UTbkA2TsioRRwsyCqF/NCJCxWLo1ZY6BJAEy6vaMADHXjRg2BsjK9y0CBLgMrR8WIPFP69fb16fF1gBpijhxMiymduBlAdJ1A5FVUjePrgKRSTRvdSaWKrEYBlHJQgvEM3f4GLvtTqepd7jqdPqrQCRw4wq8PIhuLVvJILoZINGISYXRLA6yLPHiGjsfIEOxkqcPQjXOYwSIL3rilhEgfdd1XSeQaKBllAWIuXLdkL4PYyDA5Wr9sC6sUaezmM8XqgvrZWsX1sLvpzX+YmDUx3PbXkYVYF9tbajaI67Kl7gryV65tsSru6s2U9xokc3X2jqN1wiQuTGttj/Ly+2gpVaaLMpdWEPjgfpzFiBeYC2i5DADpKf6ySzLdlZ+czg/fAyEAAEuR+sHBYhaOfgSTcZ6fH+KpmGNtg+i5/STGjepeLOESMYaeqEtYm9eB6IGK0y77sY7UvtMqSRo9rMA6amBbs0tvHD0y6HYC3M15Ae78S7DpFr3pd0Zx4sDi11Y6Sdxup2Oa8WDPkO3wFweQ4AAl6v1gwIkmXMVrUe/fRvFkbJ5JWG8m0mmsGzwgyZGxZ+buWrW3jlAlIU37vXUpu3zYdxSaBurUNSM29RUv8BiEm8l3NOD1qUAGXl5OgeHYo1U+0WNvWwKkJyplZMfIx/IZOH1PUe8eXc2J0CAS9L6QQGiOqxUE2Tx8vj2uB7ppeijHfdTTGfbbk6I7tCoGT/swoqWDSbmI6877k/b4bgqQOZTNfASrfRbDXVfV7REo0q6nfs4kFV/3A6STRuLAVJsEPWzCcqdzshWo/7FAFmkU7uijYAr5cfI480UZ/H0qy4BAlyS1k8KkGgFoVqCHhupQHnaXHwkMsiuz9MVd5sTop3dPWTnAAmtbIGeCohhRYB0bRFn2ZpOW8uJiDMqxcHAHL8epi/Qj5cW6pwqBcjMN1lxgExFt2wGtixLARJtB6l/6O4UIJ5tqxliK3vihM0RAQJcktZPCpBo0tXtWl/Cv799sJPJyJiNWrGZ4gcBkgxc5P5eHgNpqQ1SHMdZhcvWrOctKrqwFhMJ09caOPHs3aG5lWPlGEg0wO+H7cFedyTsBkv9oUft/P1AlKnaDlKZGad9mL87yrZlHgQIcElaPypAojbH7evTy/v7Ot7Z/b2zZ4DMjDEMtdQ81i4HSIW2THJ7vlf2QZUDpCuBsT9IN+5FUiPdKVdWTdNnbmmb65kqBMjItoJob/iFE1h6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alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;#NAME?&lt;/i&gt; 은 &lt;i&gt;함수 이름 오타&lt;/i&gt; 또는 &lt;i&gt;정의되지 않은 이름&lt;/i&gt; 사용 시 발생. ① #DIV/0! &amp;middot; ③ #REF! &amp;middot; ④ #VALUE! 의 설명. 오류 7종 매칭은 매년 1문제 단골. 함수명 자동 완성 (Tab 키) 활용 시 예방 가능.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. IFERROR 활용&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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l1Vcr/OJWK/1ev3ZGJGYxI60w7HwZpkCsuSqoj45aWmgnwIpIPNeMjN2jYAMkz/p8y6tTcTP0xQQcwKQw+tYk/6mREASUzghEZW7h3XTeM0Ckfm5rVrCdAAldNL7axbGQCgjWmHxQ+zQ/Q6IU61W2bk0+NyE/nw7AWmretbEOCLpuCdTqwhx74VGWQRkmTK9jhQQL2cUtlZAGrIZNxWQGiFyOrI6kSWPuc2rxOHBckoXAgKOyiUJyJuQi5dvTx9PbOjxKITEilKIpogqmALiGc87L1MzXq8bO6xqVEDijhbZ2GQE0lN6cc/1zBSQZb/Dhw5j+s89r2M8Ec41JSBzZo+TYEZqppBtIaE5RHkww9xD5c3JE5BglKJbHERnveVksnGDkLl0dVHxDqhtf4jEAKFBHD7Y0QTEZeOmvMBEvc/NazyS4qqHDuLBqNrv9+9HjaJVIA+mGy/xCnrEt47CLALi+b4/UQLSpK0X1mq1zoYCstBGv+JEkijXgu1/TNxerxdaBGRRq9Vyl6oAsFcuSUDoeOORRs/f3usf7M/6y7dvL3nFG9LWSHNrCojwtgjarI8dmW7yHjMeVECWepd+kxhIYjpEJzsdAwm4c0bMxeJ17DrcaikBSXzm3DckJbE0oTG9qeGoShDimlgjuinyZ2F1iDvqho0Hl8nGgDhBEHRZ/JpNlO56zFPY4D39eF0QXYM6eCZRx1XXISf2XEDXbLRx2rloxxQQjrxxqlQH+JcbCUjokCSKJU4k8Sres7bLj4FIUQbg8FySgNA5WDKU/PLtSX6VW16MMZTDxxCQ2JzKFLMRxtiMTneYcY+IRxdRdMsJSGzOwlqoo1RtIxC6oXCvVbU6jnjllIBUVQzZZXuRTjlBWLWSmk0s1xaGNScxdU4aas2Gno1kItZATi3tpgUkvufuJIfNGVZCo6YHN1hYqUEIXRdHz6vHM6V0yJhFWnq5Dpp4RD1Nznhg2N1GYCMno0mVuOq6zfvJFd1AQNxareYpAfGocIS+7y8tAtLtdgeE8OGgR0bdblddjwfScdXILxmBiOvDpSNfQDq+72/WfQBgWy5NQPhfjy9iBUihgAiH1Eg6nA0BmZcSEGoYI+EZVxOGN1kHIiIfiUVIC4g5CUvWcczMmxIQtdFA9KL7RgCnS6wYM5wDlxC3U632aTDivjjhx71jY1xiFhbNl9IjY+FKUgKyVK3g0TMquxI9RajZ4PqYLccX1yZFzg1F/ZAdmsUkbtTEPLFNBcSIgTRIz+M6YF1ImKmWlIy5QwbJrAg5lIoISzswvycOvV0xCwucApcmIMw//aFWED4VuLCEW6rekzN40i4sfblGKFxYPZsLi5DFQJq4fAGRdHTDrVaQSx93WkAm8uuGXsfQoTWRAhKqCUORMMkivi+YW/vhgakS89GC2zSvumvOwa42aWluz4UVNprDrhKQvnIATgwBGSQxlsFW5tG3Dr1yMz+O6KQFujCckHHSCOkguuHbLBCQDhkJ0bAJSNTpdBy+mqZHCP1HxlaWZEIv8MgUkHBCiDfuOSJZCwQEnAKXFkT/ELGQ57e3Rz4vi7my7Czoc01XntkEhDuDJLxrf29m+eNFIkImc7rxqFhArLmwQul498WYwRCQBzodtcpnpd7Xhlodm3zFNj+QWsEwd1hotdfraXq2AW2HNDVZGeWb37wsvVaEgISdTmfc67nCRJOREpCatMJ8NsA2yRRjj7VBjae3mmyZkjJuVheeN+k86OfT4S46h7jCWeeXEhC6xCcU68hzkimK9F/m+frslvDlEEgFc+IRzXjjLXnVICDgFLgkAXkUcsGSmDAtkfOychhRj/uDSvxhCkiS4oq3E3V3BcakpC4fwURsXmW8kOsIze5/MxNEN4mo+rBliNwg6AIyNzu+Pb2OEXG6UkAiGfHwtdLZdCZh86HaX1YfjHy7Jq4RR06n3OVUbQkG8yy+LiDidBzHm4z7D81urASkKyW3z6RwKwHhDbPk1lsTEHMCVWoO1Sb0rTeiEpDuIDYEJHSpOnAd2ERAmmKZTySGGqVXos8bzYcYAgK+lEsSEKYcH/X68yvjnSlK7kJC3t8dsYUTNgHx9XFE7DKf9FytHaEs+Yx8oTShK1eud3UnR427l3IFJHSJ5w+GKvWSLiAhS91He/1j+o+v13Hukokc6rjJDE9PeHweMulMAi25xrhRSkB4plmH+OzfKlkkE4BHNR2+SkYnWSCpubC6ofm2o2Qh4ZI4tW44GHO11Q3qwPG2EJAkkJ2JNdjTQe4gIC4dVnkOIW1jJbrHY1194gw3EJD4XuZdi8eE9ENdQAK/axMQp9NZ9Ca0ArR7AwEBX8lFCcgHFYx39TGUK9NzichCywJlCkispxS8F6Z6qU31bIist3KoEqi5l25ipWKP/50rINTSUGS+jVQMZGhOwtLqOCBkwWvVlSsWQm0ysafWZqszmNwHjXa7EdBAvl9GQOR3XJ6SuG6GRrGA+DTJvSipTxBKBCReitFJkN6dntWjXq918uLZMfcR8snXsVqsTwWkoy3AT7J57U1ARM0nkS4gXUd0J+KIuPPyAhIRwrKy8zahMyUSATH8cplsvI7X6z+EEBDwpVyUgLBcJt/ehKX+oAOSl0KPRUCISGNSz+bC8gkZi2d5KLUhdGQOXpoZnE2HSXxdNKOt/EPOol2K0Ui+gNRjPxovlc8rJSB9bmLEXCyjjmyKErXtQ6kVD9oCZv1vrnbafmt87LSDgGw0AtFY6t8PnEQcutVFrzPk7Z0vIPnEfMUKFxCaV1/+oKa/prJ87UlA2o1Gt9vmr53VRyAd8eKRet1vbDACabu15D4Z0LsiR0Dki4HZClFtZKcEpGu+FQuAQ3BZAhLyHO7PH+8fbzyzezIesRFTV75aMUHzTEnoA9knxH3ohl2fpm4XTyPt8C0HYTigXWY1v1LsrSfGKTRn7yKI63PqNuKuqQIBMUkJSI/vcSKtoCYgMR26DPSX0+lLFNvmmrtkbTnD1Sdp1TvqlUSETNTfQZGApGcmbSUgeWwpIHz/Q9YyidktKSCRdW2LX/fV4MUjnvp7lFPvREDm+uXOCsg9m4/gkgX9J2IpXapVOv0tc5fkCEgeUkDaTl5OfgD2x2UJCF0AYkAnZRVBe/HKsZwsdxaOqmQZgupO1gPlU+fuFj3a3pZ+C+6WcrQttxUQkZDJkYs29FFSw2ECopaY8ddiWd+YpSZ5cULTqqYj4hy/WECKF3ofVUCqpDcgbncjAVHvCTN4oL0IC52cepu5sAoEJLsKhGJr0y0FhCY/O/Ar4AGoX5iAmK8kfFr7VvQG0XrmGQGpN+jbawmZjHTjW2X21uWvtDCnazVVBPSBG2VPbrmlgITclIq3EqbdbA9MQFQkQaTZs70xi8bcezITVBx45ngktBLvJiBj6zTfJekYX+tuthwBcUrNF04EhC8iX8pl5Tu6sMx390q6uwqIda9GSmObgDwUpDNLCcjcyw9ZAbAvLk1A6vVHKSFP64YfZZh3g+xj3R0M1nfuuoGflzOjiMz7QNaS19lPVccjxFlEy2VE1wvmvbPWRo6ATMx35KUuUuoVrNp0K5PJegFJEa8JootF5HRZOXNOOkY2L2f7GMh6NhCQ8ugCYmK8xCsTA4mt2gzAXrk8AanX4/ePt4/3Mw0hbi4gJRfNxc1IuKq81MtAthGQRSrHopsyjk1TXtQbC0ep76vrBKSR2qCTJyCyIqPqguv2kE938FIVPXi/3CIgjJ0F5D7VEtZADGZhga/kEgXkrBkULPOzkuQxWU8cdrvKNVUWPqOAZh/5Kp/6vLFLMkB1fkeKIXetnqit22/DG6KxzbAXgC2BgAAAANgKCAgAAICtgIAAAADYCggIAACArYCAAAAAuEwB+cQLngEA4CSpEvJZOWVWIuctAACA06JPyKpyyvgklZccAADASdAjxK+cMi0i33YBAADghIgdQlqVk8bV3wwIAADgRBgQ4lZOmwhBEAAAOEH6hESV0yYgea/PAwAAcDRCh5DgK1Tgx8+fd9uW9TAEAQCAkyMixDuEBqS5u729vb3bsix9t1rx24sAAAB8MdQ0/29bu74JN3Tjm23LjglxdsnvDQAAYM/Qd2ovtrfrXyYgbZcQ/nIgAAAAp0CD2uUd7PoGsOHLj63LthxCHHixAADgRGhSq/y/Xez6Btzd3PzYoSytK+ngVWsAAHACtCNCe/W72fWvo8Ve590fYE06AAAclXjQp11698TXoOu0O1RBiNPrV2sAAACOQrXfo+pByLhdOSdmPVZrAAAAR2bSrJwbQcQcWQAAAI6HG33J+vP90/JXV9cAAACOwtWqeUaxDwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABOKJkiAACAI7HyzzSZItK5AwDA0TnHdO5N79itBgAAgOKd1wul2gtWa2exrAIAADgSy8X5vdI2oM4rpz+Ij/syeQAA+N2JB32qIe7ZxEKatLr98NjtBgAAoF4P+7RLfyZurJlDiBMcu8kAAABwaK/eOYsxSNslxO2KagMAADg6DWqXzyEOsiDEgX4AAMAJ0XAI6VROniYhBP4rAAA4KahpnlVOHY+Q/rFbCgAAgEmHkEnlxAkIcTD/CgAATowu9Q5VTpsIAxAAADhB+oREldPGJWRw7GYCAACQZkCIWzlpWoQ4WH8OAAAnR+wQctprQXxCFsduJQAAAFl6hPiVU2aFEAgAAJwkfUJWlVPmk5DqsRsJAABAliohn5VT5jsh95Z6AwAAODL3hHyvnDIQEAAAOE0gIAAAAE5ZQH78/Hm3XVkICAAAnLuAbKIBae5ub29v77YqCwEBAIAzF5BNNCDDDd34Zquyv5uAzMO57eswjDcpvu1h6nFYNu9Y+ZJfxVxrI612eae6bdMBADYWkE004NgCEj6+v5+adSvLgjzYvnZzMtpHW05yrpGx9fsGISX34BMv+TAPhvfV6v3oqC+tn5CR+ntA3HVN1CfLr6kXABfL/ZcICBu+/Niq7MYCEj4/faO8PD/upYVs3dR4b3Zy7ip6+xMQe9c6bHTjHQRk/jBxiDtuZgVkMCYSp9PI217WojmsPYwaeguGQYrt1B8CAsBJu7BKaoBl65ubH9uV3VBA4rdvCa/5hiiceIm1qdfH3rJeH3leulRt4hDiLg2j2OzQlwF3fNWEXkf+OfK8fr3e8Lxkg4Hn0bcp+h5jsqiaBnbuSMhEF5DuSEMXkFpCaLWO8WhCiBNl7HiXWnl3aApIrCw/Id2sgHS9CT2dnnyBpeMSQhbzlIDcE+L2R83BoDmiTTPKbKo3Xk8qzbKtvvRJCtW2vEm8NEl2zS5xUgISh5SAuOzfMGmibi+BnisEBICvC6JvogF7ZDMBmb9q+vHt20v+IKSne2AazOzV0r1v35EWbak6zN2J/G4iXrMbqT01CfFClqEysXABIdSWPyTWcWyVtSVxqxSXC8hIt6e6gKQsfkZA5tJC6/pIhcwhzsQjpBOnBETYZKuANKh5HjAbHbpk0ajX46Yrxi5KQAJChqp54qrakdpUq9yYkMm9HwSjyCGOkolG1cBNCYhH5ZUImWX/BgUCMjS1KFRN1Eg1HQQEgF25rHUgMfdePT2/vb2+FCvIiBt2TpU486yAUCMe+YPmvUvIQpjIrkvIZBgEwx4hbsMUkIFDXNqtzhGQIR1MVD1CejYHmKeMWzICYVvcMxOpBMSXENK2CUiHkGUjbHqp1wCHLunM6/XAER6yRECEDDpCSfIEpCqr3XX42SkB6RM1AqNM+BFsAhL3iCtbZl5NDzS0PWR+mFMloIxTwpgVkKBjMNcExOGDkpDPSICAALArlyUgr5rjas6cWS95M21CJzG9sctsYEpABoQw71O9Po9kQq65p8ye7xBvrgtI1yEOK58jIEI2qpnBAS/mDBoUYX8TmCXOxkC6PMt9WkACIUBzj3i6TlXJhH30xesdLQKijXeMY3MV8FQFlqRDBWwpBSQikV6DHqmlNlUMiauNvoZ5b5rcTUAyaAJifA8BAWBXLkpA3qlkvCUf6SDkOa9wJwmzBry7nhIQTzN3HWFoa1q3uSlqJgSk7RKHD0mKBaTukXRggA0QxFlmgug8HJwRkCaPmaQFZKGGQ4TIcDeXSLG9x62sRUCKXVjid90bJ47UNI40FCM7m4B4esFcg7+RgOj1TfbXHLvE8Za8xhAQAA7FRQnIkxCMx+fX5w8pKHmB9GZi5iPixhkBCXQXS+iwpPJiqCLoMMeXEJDQI47Y3xoBqaYMGbWPEzVeyAhIYBeQJc9ynxKQMBneuPrAoKHeylXjZ7CxgHjqnKqkR0P4HRX6WRLiVZuNbnfQXLpiBGQTkDhpA8a9tOAN0+vkbCAgA0LmaQGJO4S4vYmMskRkyZxWEBAA9s0lCUhIXVZxvf7BAiFUSZ6NEYlJ7EgDEgtvlikgS64q6pOTlgb6KZACQmPXsnu9RkCGKTtKJysRt92QUeKUgPBYQ1pA5JAiJSCBEgRaf30nctQTcLu/sYAspXSGLj9RbRpvU00sIGQhTt0iIPNUjOlBSlyzeBZWkYDooSwpIPeERdnnNTnPgNKAgACwdy5JQN6EXLx8e3l7+vZtXq8/0pBIXnGlEE1hhEwB8QzXPi9TM16vGzusalRAaKdXWbYNRyDdiJBJu97lQWwZ5ab7qVE7+MDeyJgWEF9UPiJRo9FQo6yHZN8jrW9ef1AjJ2FGLQLS6ff7/U7eOpCuQ6p0f92eiqZo09hCv7bs95cPzcIVHI42b4GN4GqycT0V3lYx7nICEmmCKwVEKJxU14i4bOJuVkAmtRprYgDAdlySgNDxxmO9Hr+/P9K/qcV5+fbtJa94Q05Uks4YU0AcItdMUNpsgBGJxRqCHjPLVECW+sBhkxhIOFoQ4tQSi6m5sO6ZhPGuv8umryr7G3vC+PLutTDEVJw8y2CEnlpkRp3LBdF1mg5xxlFPzSwwBKQcfWP1YkMdu7l2V3kCQl/JPEkLCJ+fxjS0UxgDoRgTAAAAv62A0DlY3BK/vXx7+ZBf5ZYXY4wwmdqqGc/YdKTEbIQxNtdvd9jgICJejYgJWOsFhC6USGxgmy6pq+rd9oyAjJn9SwlIjYdf2MH7/b7qRvcTczrQBWSkKt7gnq1EQIZyVnCTTgLz81eidyMqMu69GNdwAZkHVux7aDukr0ZFDVe5kNYISLfbbRDS6FJ6pNbtJgvqfbJIgjPJCEQcvy9GIHkCMvZ9f93CeQDA7yMgyVjkNV4nIMIhNZI9VkNA5qUEpKcGAWJOb33DdSBR1DT9NQO/awoIN4umC2vgSBFKxUBMAUmMo4h8MJM7Kb8SPUXcTZxl9YAtwO8SKzmpXuhKmRrNYhI2O4SM43ICQpe/m8gTi13SHKlTlgJS5atNYjEhDLOwADgUlyYgYb0ez+cxjYfQcMhTgQtLuKXqPTaOsLiwdGdJKFxYPZsLi4aONWfImpXodEGfTtdch10dmALi17ppAek6KqSREpA8F1ao3DpiAykgWsKUcLNkimLHVSt5xbsd2gJ0qgBxkuXrmSC6aemXnU7HJR6doDUmhP4jT+yeuPFcrN1PBISud/fGPZlVBQICwKG4tCD6B5uM9fTxygSEzst6yt9gQe1wWw01TAFJPCxJf56vCk8VoTHwOd14VCwg1lxYFvOZcmHJQyUC0nBZxhSbgNRyguj1nmjFUKwj3yKZ4ohlD5vz9FZassLN6D5EE89bVPWB10ClUxF/ZBfKdHj928bghq/fCeT8t2QdiL+gKcz6WAcCwGG5JAF5FHLB82G9hMm8rBxGNJLwIMMJKQFJUlzxdqLuLqNXT9031HJFbEV1vJDrCOX03ro+xUsLoqcJGzqTtQJCl8ArT1JKQJoy2MwcOcYPrHZxRzh8thCQe3YhQm6GNQHh2QuL5lCVJMxvI6uADBzeQEvRBSi9En3eaA7nEBAAduaSBITOuaJDkPjt6eXpOeSKkruQkKXCJaP6RJlpU0B8fRwR8xSCc7V2hLLkuTiE0oSuXLneJdoErho36QUCYmIG0bvdRuA/VEeJgIQRIb3knFIC0k0iNxNTIiLi1AbNnlQ5TUDGzmhzAWkm3XnNO8cxlpsfTEDiBzbyo39FhERtXUC0QJIuIKTTWfQmHoupNCAgAOzMRQkIW0H4rj6GcmV6LhFZdJPhgikgsatlk7oZvpSxAAAa7UlEQVQXarLUItMNIheD86FKQKRRdpPBS+zxv4tGIMb8JT4CiViYIAmbSAGJHxxC7vUgfCqViScDOjzBsHY6PNYvkxlqAtLT5yt3O0ZmRJ174jI/k5gGrIY6D8TtazhfJCBVQiaiCnGV6WIiIB19NWYmG6/jTqJaFwICwM5clICwXCbf3oSJ+XgRjqx8AkJEGpN6NheWT8hYOLeGUhtCR+bgpZEIp234uu5l/OJe5l5kijNcIyADSwykxiIBvd44qtZGg26sRiALMjGCKGkBGYoBQNzLpCpsVMfRSIZF8gSkgHvi0PdecQFJkkrWH8yhTirh1cEEJHSrSekGPWaOgIRd3hAxnQYcJu+xVQISFi9/BAD8HgIS8hzuzx/vH3QtujEesRFTb4aywDVCVCiCmpk+Ie5DN+z6NHW7sDEBfTnIIAwHS+WrUQIS98Q4hebsXQRxfR70iFi3XSggjv72qJF1ZYIUkDCV5SMtILFHnP9v706bEkkWNQBzDthmewMU2URRaFqdcJle7vR0zLf7///VjayNKhYFddpqfZ7oiFZ8C9AP+ZKVtXy6Se4e9WAtPKlAFruwBmExP9uyQPKV8qrL/Zti7hL3RBXfFLebuk8O6zoKl/G/uxDSw7zirUmWX2FDgWySF0jc9+ju6PAUb6tA9v9MGmQhOZvwAXv5+Q/Rh+UzDeJPU/nOkuSOGvmekNHyavu4nRXNJLm7R7u05YMFssUBTVvf0naSHCL76CnWzyuQSSdMb/NX3rJAYvWuasd5xzr9zWeBROuWy59YIHHXltMJ4SneWIFUb0n49dG7ovdLV8JYLZD9frxFawiX89Lgf7KXDGmd4vzx0uFag/zOU7P7dNw7yrf8ZQWyf5KeML7+SunrC+R6UnbyaIFMO+EiNtXpzQvswppVDkKrTAET63988kiB7D3+K+UFMrtcf4sv4L0VyP7+n3mFfH1s+rGNm8lodbCaTKelo3w2mIx6o8dT2Y2rNtzx+ykFEo9SffztVQqkau+xRfT79CTyeJPc+Dr36dpI7ulHYT1XuUCq1h4YUKyBzMb6A57k7RVIvJrizx8///5tFkaXF9HXDsC7FMg2SgVyXb0bx9mGG83u32cNcXTSuU9G3MnnZGCed5aMXr1A7pd+pbU7tByFBc/1FgvkLVq/02Z/f9IvVpt3Mhk9Y7d/8YG9Xp/c+6Od/haT7SaIwEYKBIAnUSAAPIkCAeBJFAgAT6JAAHibBfLP5hMTAHhFeyH806izL9k1bwGol4sQvjTqrBfyC5QDUCfnIfQadTYMyb0AAaiXWTuEYaPWOuU7AwJQE9MQOo16O7UIAlBDFyGcNuptFFburQfAaztphzBq1NyRKQhA7ZyGcNmou8GGK5wD8GqSoblRe59DaLvnKECN9NshfG7U37gTQkeDANRGP47L41/TAYfHxwdPzw7bIbTtxQKoiUEclf/vOeP69g5arVbr4OnZ+F7DmRvIAdTA+DTE/njeuL61Zty4+YzssBNvFn4xdU46wKuaTS/iR/rOH88d139ZgTTGZ7FBQvv8Yu8DAK9i7+I8tkcIn8fPH9cbO0xfDp+X/eM8edcAvLLLwcuM61tu3WwePjs7Ok12ZAHwejqno5cb13+lYe/Lf/4LwKv4z5dBza+/CwAAAAAAAAAAAAAAAAAAAAAAADUUL6YIwCv50vtNL6bocu4Atbmc++9kcPTafzUAoqNB43cyvk3edfv2bg+AV3J3m9/StvHbGMWdV+2L6ex1byYP8N7NphexQzq/zVrIIL7di5PX/rsBsL9/chE/0v8m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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;IFERROR(원식, 대체값)&lt;/i&gt; 형식. 원식이 &lt;i&gt;모든 오류&lt;/i&gt; (#N/A, #DIV/0!, #VALUE! 등) 를 반환하면 &lt;i&gt;대체값&lt;/i&gt; 으로 표시. VLOOKUP 이 찾는 값 없으면 #N/A 발생 &amp;rarr; &quot;없음&quot; 으로 깔끔히 대체. 실무&amp;middot;시험 모두 단골. #N/A 만 처리하려면 &lt;i&gt;IFNA&lt;/i&gt; 사용.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-1편] 함수 입력 기본&amp;middot;연산자&amp;middot;셀 참조&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-2편] 텍스트 함수 (LEFT&amp;middot;MID&amp;middot;FIND)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-3편] 통계&amp;middot;논리 함수 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-4편] 찾기/참조 함수 (VLOOKUP&amp;middot;INDEX&amp;middot;MATCH) (다음)&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>공부</category>
      <category>시험</category>
      <category>컴활 함수</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/85</guid>
      <comments>https://nirvana8.tistory.com/85#entry85comment</comments>
      <pubDate>Thu, 28 May 2026 18:22:13 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 액세스 DMBS 스키마 3단계</title>
      <link>https://nirvana8.tistory.com/93</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch2-8 액세스(데이터베이스) 영역의 첫 단원, &lt;b&gt;DBMS&amp;middot;스키마 3단계&amp;middot;데이터 독립성&lt;/b&gt;임.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;액세스 출제 영역에서 가장 추상적이고, 매년 1~2문제 단골임. 특히 &lt;b&gt;스키마 3계층&lt;/b&gt; (외부&amp;middot;개념&amp;middot;내부) 이름 매칭과 &lt;b&gt;DBMS 5 기능&lt;/b&gt;, &lt;b&gt;데이터 독립성 두 종류&lt;/b&gt; (논리적&amp;middot;물리적) 가 핵심. 코드 한 줄 없이 &lt;i&gt;개념만으로&lt;/i&gt; 문제가 출제됨.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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5QqEkL38RBTO8t6lZFB+Gi/hz+PlbxmfHr/m3WG7dCtItkMg9aNnfP7aJgBqwrX5canQRYMIxDmL97CcQFwHUZ30Foj35u1sZXq5AqHp66PlxLCulTEAqT6u5fSiGkAgdWJ8s+d2ZwBUhVSHY3fuxhWIfa8qTUv1yAnEdRDViI9APDckYSvcxAKZH7HhfEGyI+XM5OUKn/VNoVefHlfC6HRPSIEUzFPOx8dtUoZAJEnPS0wJB6By3IcENaRAHKsTrK4rSCBOKRz1EYjTUiYZH4E88V830Zbu8MjeCDGOF0xtrvlZVHYyrh5rTBhrkxGIJxCIHCdldtkHoCpI7vOqtEBcB7RukhWI87jAlI9AAvZoEgtkc1DdnTXwmQRFJLbp7NhYx5+B83KrS/qay50p8eAWAqk5g+KDXACoEYuDDS6QtGubkH5Zgdi3ZDd38RULxOOI8ON+AnEMcQqukYMzN++3jC8iBNuwpDy+lkAgtYbbvezozJM3AagJ/EK5sfGGFoh7V3LrW3yQQFxdY85HIK6Uu23mllggTulcC9r3MHbHJqWNuBnfOK9hLQRSY8yzZc7OD7YCUEMG543uMeWzuFh5gWTcx+adlBWIe2qu3whEvCu7UR2xQOx7aGlawRl9cgYk3IvzouWy4GRcT39AIDXGmEq9mKllzwEAI7NYQ4PEQSBp0f5S3A5N/gLJuIYU+lG4HgJx2oBiDO88pvE6H2Is47fFrv85H/XHeAPZm+adVoNAaoq+lcxYr/75BqDG9I355TyVFMjiYcrJ+Wub6dJpF1z/5ieQ/s1u93T4CsQd8eJyFh4Ccc3TTW2zclKDzmnE3GPFgH7h6vuCz46PEEgt0c9i6UDwCtSNQRbhGRtsGIEEwc9j8tpM8cnIojChsdlfIIKDmq4FCESQeU8tbro8Pj5+edOMoGV1nmDlh3PrRMZRvxpCILWEDQcXi/XrPQAo6m+7pAjElmUoazt3awW7l0DsOyralix6CUScefdEX4hSCT2Hq0FasEaFcNZ3gwMIpIawry8d8AeoK0XWD5xMiEBse4GUKRCj+/YSiGvlOpeQ8drKxDVT2JfAg9GD8dm0qwzIdLSMe/nHNv8VjBBI7UjTd+UY4legzrDQqevwn8YUiD0JXaZAjgcJxNU5Hw4USLacIUhhME4CcclvzO/AKx+BpPtlMHZngUCEsCWnyJ+DutMXtE1f4wjEcax4eQIxj3PyFIjzVCcu4uS5maLH+sNaDUCqKRDHEs2ZwP05PQRSHhCIELqbzGL9ew8AFmuxxjmOAplx7DFYlkCsqWreAjnu2eF778brc5KIg450vARi2yRmTCIICoHUDPayYv0HiIAMffONN7xAnjg74LIEYnWQ3gLpsVUmNSgjEPdWKx6MVWUKVjUFYgkztVlm/18IpGbQXdXORtF7AHCWvPv+bHCBFNxBujIEkuI04S0Qe+/Gb53rcx5Ij5xBCtUxfFUFYqyUPytXNwikZtDg6XzUHQlIJvOVfKAVEcii4Pu7vEAK/GJ9H4HYrsjfx+9AqbRMFMt3gUVkAsmRINZp2Sl8EEitYENfTMECkTBI+7SeBhbIaeEEIWmB2O3jIxD+b2N8xMz/RMKTwjXzPCPVenWqK5C2eW1M/lAZCKRW0Ff1aDS9BwBHq58EiZFAUjMe80slBXLWsVeYn0A2eXRuAUfa9gg2TuHoCJogG5lA2k6WcfghBFIraAxhJupuBCSVmepP5I2LQAqLxz1XT8gIZOyJS6x+AsmZ1UnZDuULPBN9cJNgY1t//8VCIOUAgdQKerDMk6i7EZBUnggPo1BaIKnC0Y6ZzcczfvEVX4EUCqcXn8yLMg9+AmnbZBxwbl+0ESgQ0rdvc2//eHTkZHVDi/2bq0G4OkEgtYIOfN+MuhsBSeXNai1Ti0AgDUW6//K1zSMzZ8+eXZx5su34eHXlETUQSK2gZ9FsjbobAUlla/U/jBAIcAKB1AoIBEQJBALqAARSKyAQECUQCKgDEEitgEBAlEAgoA5AILUCAgFRAoGAOgCB1AoIBEQJBALqAARSKyAQECUQCKgDEEitgEBAlEAgoA4M8icM5qpxkcZaJxMeCARECQQCgMJAICBKIBAAFAYCAUkQSOf27VtkL4CyKIuykmUhEKCIQGTf6yKBbGlubm6W/KSgLMqirGxZCKS1tbU4MDCQi7oSyWSrtECk3+sigewid26X+pygLMqirHTZhhHI0DzB+G1+fn5I/7F3fn5+gP2YO/7zk5+P66ogxfUf+zRN6yM/FAfeePLkzb4FeusgveL8/MkB9jstSW8p2n6bn+/LGLcQMm/8/OTNIdchjwsn33zy8/F+d80HrAqWSZE8+GBCBLJL9r0uEkg7ufMuqc8JyqIsykqXbRSB5Njs7Iz+KzndQLfJjHFiVv9ZfQr3IvVGyrBGa+uIpqWIJE7q5y2kfiZC6DXnfKdmdNMssCMgevVHOW2WGHvDUEivfmNqxtazF39O8Q/OQyo4EqrRRXLBcO5RTyDS73XPEFan1OcEZVEWZaXLNopAaEdknWxCBFLI2QQyYB2ZU8jYBXJU0zqMsykYZ4u8QDStwLppen6j1d1bAmH3sF+DPopO0ZCXpo05ByEQyLaqvteFSfQt7e2SnxOURVmUlS7bKALR+3LjdHcqi7O8QBbG2MCA/v/pIi8QMnrZagqDlXjTLhBtjIaxFnU1FN0CYe56g7+lYIW+fqa/d4xZ1bKAQLZV9b2OabwA1IsGEUi/0Wnr3/rZaOMNTiB08PDzQusCHSP08gI5zrphYodCX5GFugpFJpBcrr+PeuKaFcEyRy7kDz/ncpk36ICn2NraTwqkngxk+jpsRwUXSYGRot5fOoJYEMi2qr6lIRAA6kWDCIT0Q6dJp/0zL5BUvyUQcvj2GP0bKfYGL5AZ1vuPGV0+zafkmEDIWIMOXhb1CNbYopFTYQLZaiiI9OR0yx2Wjqc6MhIjuUKhwMYjBXeX7xJI/5PThbGOraT81o6ODvpgxY6Ojg6S1VnY2jFWOP2ExsEgEBEQCAD1okEEQrLfW7daMSw939FRtAkkRb/7FxcWFvgQFhkeLOr3YZmMBVrCFAi9BLkwGZqMDFlmMAVCB0B9bKChyyUj7NzpGCZgBKKnc7RCrx5GI9n4AX141au3LEVGVxCICAgEgHrRGAKhvXWm3+pPjYT5VlMgdJBQ2GpNuDUFktEDVDTP3WFM7W11COS03vv3LlhDF1MgtHvvZdUwpmgNDAxw838ZOTIuIbLyEYiVRkllmJLIhGQSeDva2jpgBNHoJDMIRAQEAkC9aAyB6N3rUTOGRYcCrA+2J9G1wsw869ZND5A+jESEjKT52JPeok0ggwXLQYUiFc2MTSA5mvEYpOtJ6HhByBsFqrVF8vD9R3UGnALJkXo9yQyQW8+yoBj5I3mEra1F0sKzA5mtKZqih0BEQCAA1IvGEAjpV58wj4xZ60BI1Opo0ZjGm9EXeWha4Q2bQM4adzpufr0n/ToTSCYzME/vOM+GKLpHUkVDIGMdHUfp/Rb1UQ6/ptDdVxaO07/TsYo+XrEL5E3jtw4zETOmD3766W9Hi/qsriEIRAgEAkC9aAiBGPkGK+9ABUK/rz8xFxIW36ADBU3voQ2BFFNm/517og9TtFSfYxrv0WLrIPl3qJX92+ecxjuW02d6+QtE0wrzvgIhlvq5r6+vj9x8srVIapShY5sOZpdF8kfywxMIRAgEAkC9aAiBkO/jqd6BAZphfmKtRKcZgzErsd2amx9hiuCm8RJPDHH7kCzSQNOYnkQ3/JFrbb1GxTEwMHDUuCInkLNmEMxzU63BzMA8VVhfa+vCGzo5p0AMhVHeYMn/N/T/Z7O8DGYgECEQCAD1oiEEYut0x4rWVibGunBDIISTxBwjlkB+duYtFkhvrfVyAhl7k+QtzPELHaIs6AI5PUNPunzDnP+r76BSvGbttWVBB0Vk1TuHj0C2svz8Io3R6a6xnAWBCIFAAKgXjSAQOgfKYsASSFHv9GdaF6xVhnp62hDIaTrDisWf2CRgEtTSrjGB9A4MZHL8blsGQ1YSnVyQrfI4qq9y1zdoNLfmyvT19bHZWWQMUfATCLnm8ZwOuegYmQqga4eobcT44yAEIgQCAaBeNIJA6IjB4gm3mSJdGk5HIGYka0GPQOkCGTRmbg2YqQ360xA3jbfVtUsJu5YuEDpx6mezzAzp9jNj3MYq9Ha6CIWOQFjK3kMgI8a1FnSBkBESmf17nGw5bIxfivSPEIgICASAetEIAqFuIIv/FhZm9BiWuRsv6/b1hYRaxxtDW+mcKmslOumT6eCApqtTM8fnnxQcK9EZZDDTwR6F5lwWrGm85iJFKietMDPC9k40Uyt0hcrYG33HadbEsW8JXWXyJiNDH5Wk8KmBeq3xVYqE2RZI1d4sti6Q678JgQiBQACoFw0gEH3AYAWOevnt3GlXPqMv5jCTGgumQMhW7kV+q13GCL+Q0IxgvcE94rwlEGOhSGtrxlroZxMFn/3Wdwk24RMbQ/qGjQWaCmHJEjb9+KzV36bovOECQlhiIBAA6kUDCIR+/9fXfNP0xQgvkJzRuQ9Y6ekxbjv3MWt73Des3n+x6BQIHcoYO7Hrm2OZK9HfNBMedOCgh9K4Cb10NYr+4M4e3yGQhQ5+6pe5Q/y8w0RkoxMIRAQEAkC9UF8gNPRkbpFOE9pF/kCpITP5waJX2lG6TaEukH6++ZkROkxJnaXjGbtATvM5Dd1ZpkBoaInVofgGDVMVZrjTQOjVFlPcg/sIpLX4xlFr6pexZsQwZCvb57cwQjMqEIgACASAeqG+QMphITOQsXfgZPE439XnMgP9xcofJSe4RrHf+eCeDGb0qV8el6+4irEBAgFAYZIlEDeL3KbroP5AIAAoTNIFcrajQz9CBEQBBAKAwiRdICBaIBAAFAYCAVECgQCgMBAIiBIIBACFgUBAlEAgACgMBAKiBAIBQGEgEBAlCRFI1iJdwX2zdX7oeFHhEwFqAQQCoqRhBZI9YJJua7uy0eRQuVfaa9337RAV4e5+pC1ajjw02R/i7m9X9kSAWgCBgChpWIEcsnq7AxAI44hVFQikQYBAQJRAIHERSPZIORzg73rg2LFDPv81y0EgjQcEAqIEAomLQA5sLAfbpbjWCdgrL5AD+y3czxMEEkMgEBAlEAjhwZErN27cePvKsWzCBcLdDQJRAggERAkE0pY+YvXxD28ckhPIg/2+HBPeHQIB1QYCAVGisEAOeJEuSyDH9tv72xsHpATi379DIKA+QCAgShQWiKPjd3R9kgJJc72izkOu9ydAIDoQSAyBQECUJFwg2b2BvXNSBeLQKAQSTyAQECXJFkh6r0T3nCCBcE8aBNJwAmGnduNn/Nwq/XMgyRaIO37FeHgomQI55n6EA9bakwqno4FaAIHgZ612PweSaIFwHaqD/dlIBXLkWBC2TP+RGy72hhII/4R84HaK6IkA0YIQFoiSJAvkwUNvA1yJVCDZtrZ0G51Mlhb+J5hjoQTCD2X0tkIg8QYCAUkQSOf27VtkLyBZtmKB+EV+Hq6ZdaiqQLzb5hBIhc9ZOIHc2Oi8W+f/yQukBq8xygaVhUCAIgKRfa+LBLKlubm5WfKTIlu2UoHYBiAPb1y5Ysuov23WIVAg//f48WPHUhRxBOyIX9tcApF/zh4cOvTtt99+e4jjSCiB8E/pQ1KJLc3yAqnFa4yyQWUhEKCGQKTf6yKB7CJ3bpf6nEiX5Xq7vTYOyAmEH4DsfUDvwynl4ZpRh0CBPPatr00gPm1zCUT+OftA2MmXLxB7Hp8E3HaVIZBavMYoG1QWAgFqCET6vS4SSDu58y6pz4l0WU4gzsXjUgLhBaSnFXiD/J9RBymB7JITiE/bXAKRf86qJRB7TO8GrYO8QGrxGqNsUFkIBKghEOn3umcIq1PqcyJdtkKBcAUemvfnyu016iAlEO/6ukNYnYEC+YBy5cqVKx94UQuB2IOC5FkpO4RV5dcYZYPKQiBAoRBWZ9gk+pb2dsnPiXTZCgVyRdQdZrkhCI1qyQjkgG997Ul077aVtw5kYw0E4pxwRVq7pYwkeg1eY5QNKguBAEWS6LLv9Qim8YYRyF7h0pC33TOpggXiW83aLCSshUCcy/LpwOyQlVvinnBM440LEAiIksZYBxJCIFmuo+QWVhxxLwVJikDcyyqN1JAOtjKJIRAIiJLECuSQPVss6Mb3ViKQrIkqAnmw33c5JQQSTyAQECWJFYhgqEF56OpjQwmEX5KnhEDE+0racvUQSAyBQECUNJhAhBtvCAVyJXjv3bSkQFznER6KTiA33NtmHZIRSFpY4Y0b3+aiWBBIDIFAQJQkViCCbDnlhmsaVvlbmRyLTiCePXvWVyBZD39s3MiWZTqfMggkLkAgIEoSK5AbHkdMve26qtICST84cOjIlRt7H97wE8gBW/zqA1s25OEVYz4zBBJDIBAQJRCIt0AO1VUgWedSQf6wEveCQg+B7H1b58YNMvHWntHxEEj6A9u2xPvTjmfx4RX2/EIgMQQCAVGSWIHs9UiCX4lKIC6OSc8U9k+iW3OVxQI5tj+49jSQBYHEEAgEREliBRK7EUiNBUIuIRDIA3u8Sp/U7JrSS2c6QyAxBAIBUQKBJEUgx0QCcS8e3E8zHgceCm6EQGIIBAKiJLECkZiFVUkS/W1zTu/DIIGkD4jhO/dDHmXS8gL5QF2b8tkAACAASURBVCSQ7H6P0+D5fYmNZwgCiSEQCIiSxApEYh1ItoJ1IMILHqnG9Ctn02QF8rYwhMWttyQ8NGV6aL9rqT4EEkMgEBAlDSaQrOj7u1AgXKf7gfiqD+u0F1adBLJXnES/IvZHW9uDvfYAFgQSSyAQECUNJhD5rUyOiXvDbJX2wlJGIHwQyz50Mmf3GlaBQGIIBAKiJLECOSBeE3HI3UmqLZCH+/feePuDYzRbIpzGe8hxri9fs7cf8ntNQiAxBAIBUZJYgfB35zrOK+7IVvwFcuxtO+QgwyNHjhw7duiAnsdhiNeB6F54KKrdgSv7jQAWBBJLIBAQJckVyA1hEmS/78lTMRWILIc4x1i30iCWtWGJgzT2wmpMgXz33XcL4fsN973Lul7x1asFco/wFQDxILkC4b+Om1vOHhN8R28cgXhwaOP+Dzz0YeOKdTih/aAQoIxAFn787bffi+SnL95661Vra+sfb731m/6379566w976Ve//Wb80cFbb73l0MVb7HoGxVfEEV78SB71rbfeCigGYk9yBcIr4ANBRvlt5QSStk6xskWuAgtURUMg/gIp/vYW5UebQL7zFMjvpI83ePWFwStDIL8Yt/zmEgh5pIXW33777ZWpooXWhd8Zr0yBtP7y1lu/VNqJgehIrkD4GJYe/7cdinGobgLZGx7bQ4uGTzYCzkS3kT107MgHV67QhMqRY4fERgJqCeQ75g9qEEsgb+kWeMslkB/5gcYr487kfuwP5i3fOQVCCv9Bb/yCjnfIw7yiQiL8Zgnkle4zoCZbG04g6UNHPpASiG3R4duHHhw4xm9qbvWw5QvkwaFjH5iykD3StnICBRJYQOfQB3td59vu3/vBIfsR6UA1gZD++7dXr4hGirxALBwCISV/N3559R3FIZDvvvvuF4FAvrMM851bIH9YAiFDEOYYoCJbG0Mg2QMHDh06duTK27TneyglEP4Cbo7IC4TsM3Lo0LFjR458cOXtG/oe6vtjKBCpEcihtz2fl4dv2xaKAMUE8pvem39BtGAJ5Atmhu++cApkgXT2zgATtY8lkAUjCmYTCLkneSiqi99NgSy8ekX99SMnEDLKwRBEWbY2hECcZKUEItz3xOhgrW/b5e+FRTtbNQVySHg0usVe28ZhQCmBfKcnzEkXLpMD+cVMmLTa1NAaKJDfdG/QC3zByhh/Jg/MCaRISlTWiYHoaEyBHJASiHjLXAbXT4YTiLm4RFYgtj1FAjnkL5CHwowJv+hcWIcH/CFWHtyQmbAFYjoCIeOJBeqOwBFIkYShfjMNsvDdLyRnro9JhAL543cj3kWKkbiUmSGxBEKEUfzxrbe+MzL0RFOYiKUqWxtSIIfkBPLAvmn5RvE6h5ACORSlQAIRCuTAfqm7Io6lqEDI6OGXP/74gn7lD8iBFH8kEviRJjN+eWXEs8xCQoGYQwn6QOQH/R6/cwL5nfyJxK0I/GgFqMjWhhTIMTmBtB3zMMjebOUCOaacQOT8YW35DlSbhWX026Qv1wXy4xc8P/KjDzr2YD/RebpffPHLd8ZwwV8gNFtPfiAioXexBPIFuSwvELMwUJDGFMgRSYEIDlSivastShNSIEdUE0h6r/SdEcVSdCHh7zSt8R3pynWBeEC08QUbF9Axim6W4hd6ykQokN9f6Vf83RjM0OELHfcYAiEhsyJdSEhuJ7eQf7EkXVW2NqRAPpAViHAM4thUMKRArqgmEKk9fRnYyUTZrUzMTDkVyKsfnegKePXWd2ZYaeGPX/SRRdHMV/gn0f8wlENDWWS48YX+Z6KW37mV6Hy8CyhIYwrkirRABHGbtx2L5kIK5IZiAknbnoiHNz44dujAgWw6TWZIH/vghv2vGII0hkD0lekcfsGkBeIP5hVTIK9evfotQCD6bC7y5x/1R4BAGoWtDSiQ/XulQ1j02Avbhfa6uuYQAtm/98YV1XIg/L0fHnGtGUwf45+mGk9IBrUQCN1IhGwd8tt3v3yxUL5AfmdpdYr/SvQf+RCWmX9/tfCdEa3iBYIQlspsbRyB0JMvrhw5xL4dSwukrS195IYeyNovWikXLJCHD/fv3793L3l4su2HflK5YgLhHv+hcHOWB6KNwoA6AjHWgbPenM+B6Is7fKG9v7koxF8gtiS6+civiLSYoHiBIImuMlvVFcihY4RDhAMHHjg3aypDIIQHh455bfgkFIg8sgL5IHjnq4cVrgPZ6ycQbgmIeYSUnSvu0xqBQgIxN7P64pfv/mAjEC+B/GGbm0XnZ5E7kG0UeYHoeyP+/jvb3MR2PWMaL/2XyudV6ys9L28TiBnvAgqisED8KVMgPtRJIBIIDiup3kr04NM+uCw7BKJiDoRsJLJgrNnzFYg7tPVH6+9v/VGU3c6dBLt4gRD78JO+eIFgIaHKbIVAgkiIQLinaH/gUMxjjALUOVDKVyA//uLkx9ZWvpcPEMhv+m9mfvx3b4FgKxOV2QqBBJEQgRwJ2K4ky29zggOlGlsggQQI5FVAXoMTiLlmBKjIVgikEQXy8G0RvjkQ27lWD98+ZnPIg2NXbAtmsBY9LsRTIDQu5bNJ+wI5h9Dczt2vJIg3EEhDCiQQwRDFubXkw/179964cePGXn2Dev97A8UEsmBmQ5y/lH1vwS0y50TRewSNVUC8qZdAOrdv3yJ7gaqUrVAg3HUDBeJfX7tAKmqbj0BI2QoFwj1jQYj3dK/7a4yyFQikxnwneU4UzpNKjEA6Jd/rIoFsaW5ubpb8pFSnbGUC4a8bJJCA+toEUlnbvAVCy1a6maL0XiZij9b/NUbZ+ApkwdoWxY+iXDGgvkCk3+sigewid26X+pxUqWxlAuGvGySQgPraBFJZ27wFQsv+X4UCkV3LeEN8tG39X2OUja9AQDLYKi0Q6fe6SCDt5M67pD4nVSpbmUD46wYJJKC+NoFU1jZvgbRXRSBtRzwPSJGYgVX/1xhlIRCgikCk3+ueIaxOqc9JlcpWIYTVWUYIq7OMEFbottU4hEWmYgVu6e7eK0zyeUDZmpSFQIBCIazOsEn0Le3tkp+TKpXNHjPJhkiic9cNTKL719eeRK+obT5JdFK2CgJpazt0I/SR6HV/jVEWAgHKJNFl3+vxmMZrB9N4ZQXS1vbA3FvSzsMbR4SbLIIogUBAlDTsOpAECuTAkTLwfaD0oSNXbpjLP8g2x1eOHBKnzkG0QCAgShIikEo4QDf8Zbv+VnZ39Y5hSmez8EasgUBAlEAgACgMBAKiBAIBQGEgEBAlEAgACgOBgCiBQABQGAgERAkEAoDCQCAgSiAQABQGAgFRAoEA0JZ0gRR7fx452xEBZ0d+7i1rN3fUNLoWiYBAAEi4QHIjBS1CCiM51DT+LRIDgQCQaIEUf05F3Y2lfpb6JoyaRtciLyAQAJIskIUOvSMpdUVASe9oz0ocqYuaRtciTyAQABIskIWj5AKl0dn1ETE7WiI1OBrYi6Gm0bXIGwgEgOQKpEi+K6dG10fKKPkqfDYgkoKaRtciHyAQAJIrkJ81TctH/k15Ja9p2s+oaRTItMgHCASAxAokl9K0VAz6ullSD9/5QKhpdC3yAwIBILECGdE0LRaxllFN00ZQ03i2yA8IBICkCqRY0LTS+lhQ0rSCTyQeNY2uRb5AIAAkVSC98fmyTL4G96KmcWyRLxAIAEkVCEn3xiRaP6tp2puoaSQEtMgXCASApApkRtPy62NCyjcQj5pG1yJfIBAAkiqQszEK15c07SxqGscW+QKBAJBUgXRoWtf6mNClaR2oaRxb5AsEAoDCQCB1R52aygKBAJBMIJC6o05NZYFAAEgmEEjdUaemskAgACQTCKTuqFNTWSAQAJIJBFJ31KmpLBAIAMkEAqk76tRUFggEgGQCgdQddWoqCwQCQDKBQOqOOjWVBQKpJbkWSl8Fl0gP5gazbZEyWHkr6sIAq2emlo+Ra2kZqta1si0tLVG+tBBI3VGnprIkUSDkg2si+gTnBgb64yGQXB+7QHWqY2NgYCBbD4H0W8+1uOvNDAz0tEUvEPZMB10BAolhZ6dOt6xOTWWBQAQFBlpaeqvySIN9fX1DFQhE7xJbqlUfnpaWlkG5kj19fX19tRPIUEtLrq0aZNizDYFIAoHUHXVqKktSBdJnUFOBEDLhBUL90TfQO9TSMtAWnUAI/aFbkWP6Gerr6+utrUAIfaEFMqDLvq/Pb7wHgcSws1OnW1anprIkVCD+nUBMBEICYH0kupMe6Eu3qSoQQs7v3jERCKG3pSUgWAiBhOzsbneZxedWRqenR1fdJ1/MdXWdr34n1ng1nV1dXV1dmeNvGSUVtd1UKbOjo7OrXV0rAcUgkLbBTCZDP8c5+kN/JkPiNRmC3ptkM729vawM+XMmM9iWHejtpX/NZDL07/qf2/oHBgYy/dlqCKS3pWVIF0ear4j+C33kAet3/c8DZm88ONDbO9DP/poljSE30N97MplMS0vLAG1ktq0tncnQqxj/ultRNYHYK5LNZDJDLS29tCJ6JiQ3YDaC1CeToTfRPEk2k8mxO+tXGyD1zKVrIJBcJtOT7u/tHTAsS1/ktCWQNH0t9DqT540UsNJK7MnXfybvmBz30pD7DmQtgaT7B6xH6s9ksrSAmRlif9ZfSfvbMfYCmV1l/e+UprHubfZ8ijyupmmlVfL7HEfI7cyr1i2Hr+ncXL1qOjedZ5VKnTfENqrfoqWmuWrMrvDQsqvnOVibZnnILbcZc6OatkL+V1GLYiGQzu3bt8heQKqsLhCjbJr0YORm9i8XC9fHIRk9gk8//r00SE7KsrhSX0tLD73LEPv807+3tPT2SAnEr77pFvv34c7t3/IVIUMIVo2hrD1j0pcl1+3Uf2X1yrW09LJsBAna6cl9Rm779k69KzO7NFcrdIGEfC04gfS0tPSxrDwZVfXwFaGNTesPTWOL5CloacmyF2CQpvP7WN1701w2a8hyqEMgZdaXE8hAS0s/ewbZLexhyaOz98639Kk3Hm2opWVwiCvNt6Jz+zhxNf2dRSJZ0aEe49nu0a81kCb17W1pybG7677pH7K97kZSKVPp56IuApnWT2k1uuW5vKalum7f7iKdHvnLtN75adptZ7c8N11iXXdFnVjtazpHTFMarUtN50qapuVLpXxK01Ksdz9PFNd1+zb5C3d/q7q0yq6b6BBqlb+F3lmX5mysBCL7ORYJZEtzc3Oz5CdFriwTiFWW9Gf9tMsgfZpLIFYWmHTF9KPdq3fOPbS4/gvrIo27D/VICITWoccjPEW6LO5PW5p1f7DHpQIZ4D1nZdyHOpubmw+bv2X1LlyvWp9DIL82Nzc7BWK2YtAmEJ/nN+tsBV/WLpAhvaYDIoGYTz95LZhAcqwD7aOv1FAv13Gbd+8VC8Rd37TnF3dS9rJNIMYTmuUeaUB/7/xq1po+HMlS8a9Nr9WKLc3khevV25XTv7Ho12LPuv57S8sAqW+veS02/uRmIZBXw3rtvq3wcxGJQEZJ90v/sqppU37d8moXubE+3XJFNV3R+9zz9ajpqKZ10ZHC3LRehzlNS82aclnxE4g1AunyFMj09PR0KWYCkXaASCC7yJ3bpT4nkmVJN5nJjB8+fPhbVjZDPquDxge0v7+XTJwlGB/3oW9/Jd84STfVM0iM0DcwSL4XZliH19dPp9vSznbw22+/Hb/M9Wl+AiH1vWx8s3TiiBrtaib9TCY3YFybdpz9/eSR03rHMpTJkcoPrTXTHq4vN0gCRANGt5MZpPXMtWX7+0m3lCFt/LZZIJDBXH9/hvSCfbbKeD+/5Guz92thF0hLy0COPHtDJDjTT346/C2BPDKpVm9ukDSSdOWDg30tLb1D/fSGLJtQfPhb8lrQ66Vzuf7+AdKmfqFAXPUdHKJi8n4teIGQp5P8Qy5I/h0YpCODIVL2JPkrfTppLz9kVbtXf7Z7c+Sd0pLZRQVCXjkaNdRHtL05emn6bNPHYNcmMidvnqF++mu/Mcoa6KfFye/kiesfJC/7yQo/F5EIZNrsaFfYAa4koF/StFES1bcJhHWA0QlEuqak4OhtLbizrUZNpzVtmv00qx+AS/6dEwhk/dyspnXNzc2d17RVZ4htVW+cFcJa0R+c/NzFBHL+dkwEIu0AkUDayZ13SX1OJMta03iH9LJkGMF1PbYkej8p1sx6ZNr35PR+gHxHpXclXQjRTL9VB9JlpIMF0s5Kiv/uuGM7Kfmt3t+Qfke/Y9YaGrFYVqYv204HILSrJNXXK02aR+rJ4iiG8dpFAmGQ/tpI7dAH83x+ab7f1TazrEMghtHYMzREv0vrZXv1p958CUg/OsjqPUgrdFh/ermHMu7kEoirvuRqHjmSdrdAyGCCjAdYJelDkJe7ra2dvBlISVItIk6mQ3YvrkKZlpZe/TUmpckYl12jz6gMSUBxg69xXSDkWddnJGfMryZ0OJjjXqpfK/tc1EUg5/UOz+iWZ1Oalr99fpp8BzbtoHd8doGsjI5O1VMg4Ws6TeJst82evaY1XdG01O3R1dXR6SlDcLfJTeenz98mgTRbap1d77ypgdVpg9uuAZNeeL2eTyECIcRCINIO8AxhdUp9TiTLcgLRy7IggikNm0CIJ+h1+/Qv2eQjTH7IDQywEciArefa8uu3335LotyDUiEsaYFsGdfrm9Uf3+h39D6M7xq3NJOvyKwvZB210e8YnZglkC1igWRzuRxJ7uRcIaxOOYHwZR0CGbQ9FFGvWdZ43kiki/6VeJHWe2CACaRHlzm7XHowlxvkxmqCEBZfX+Nrvfi1cAikz3ovGM85Hay2tW35tqXlJL3uAHs8Y/kJraA1sYwES9lrTNug19MorL8mJC5HVZphdjTso6uLs6NeyDTrt5V9LuoiECNWYqWmSaiepXxNOeQ1jfTBrtR0Vz0FUlFNaWzpfD1qumpk9jXtvG6L81xsbb2fQNw5EFdh0sJ8Pp8nAilNxUQg0g4QJtG3tLdLfk4ky7IQViYzPm72JSRyYsx4cgiExLN6ey9fJqsx+t25iT7r6yPtFUjMyApYByXRt7Tv6rUSDXb0sYOJ2fXrHZDRp7Heyuzi9OuSKE8vgfVSpNJGddhVzRpuaW830rlmr04DY2bQ3ur7PJ/fXncgjivrEIiRHzcFkjPKkltprQ1v2PtP0j8b9aWTuMy8z5A4ie6sr08Ii5S1J9HNQQQ3FtOT6ETmtJr69wfjvUHqn6PPrdEKUt9xvfnsadDLmE9FjrtWb3t7py4OfYRrfkOx6sVKD7W0jFf2uaiLQMi3YvLvlKbdvk374WlNu33+/HmuC57T2Ld3Es3v6lqNSCAV1ZSPLdW4pnOj50tT+dLtaXN28aymTU2fJ5kLe3cvEkhJn2WlN9FWmOZJ8iwwtj5OORBpB0S2DsSK7IgEYk/z2pcCOARiZbKlBEKr45NEz/oLZNAuEF5EpsesXsquJb68IQ7jX64VdoGU3wqRQNIugRgFWdacd4LRnVoC0euZ5rPPXgIR1NPvj3aBDNgFYsQvh6yJeSzzzQlEtzr31xbuLWAJhD7z+rPNJcnp265Xb4JeA8faeu6lqXTXr3oIhCZpSU83xb70zs2R5O8omwhL5sMahUp692xTRj0FUllN6Tf32udA7LNu6czbuTku17Gi19NbIJ6z2lb0MUleS5GZZ12xEogskQmEfixzXiGsvgGdniCBkO6xL9PfT8YhsgLxgnQ0jq7D7Pr7XQJxTvolX2eNaushLKM63gLRv2jzrZAViC9BArEqTqe4MTKBAqGZ7f5+Mt1WWiBtoQXChmamQIaMZ1fPgdCH1ceBJGNi/NklEHPoqF+U5tR0+t0CEYxAjNJlLASNSiB0JhXpmEjE/vzoim1mkBFHoYVWabecn55eiUYgldWUfGEv1b6mglqZcTYDs+z0eVpLMjK5TdM0LN1vIk6r6zmQPARShkCIE6z1FFYna/xi+3btJxCjq2A5X2EkSh6SsLWv5aOdGOlwBl0CIf/0ea+mN+5khYT4ftv4UpwxvxObYx1LIEM1Eoitz3d0l/4CMe7JVc51/+oIxNSz7io912FiDGD118hRC4dAHIXNkJZVCV4gA653Af9rzAVCpsJ20V6IZRaE3TLpulLa1FykOZAKa0qm8q7ESyCjruo7Zva6ngAWtyOMrlJ5QCByAiGhEDJt0ujkjClLRmm2qk1SIMYkIkMg5GL9JNtb9m4kdGIu61p6sqwivem2tDF11CEQ+nXcqmfO/WuvrWk2PbFIDA0JZa0OL2N1bfpambbyWxEoEJLu4JddtljLAgMEojswy6ZGmRcjz9VgdQVCZ07pQbMhY2439xjk15429tq4W+EQSK9VmD4F5Pecp0DMDW24t2OPIgIhCd+VVU1LrerdsiAEQ/re1CyJzs9GKJAKazqbl8mAVKGmc07otFvXcnLCqpntMDMeo6VSqUSy5ORfx4CJTPbVfzQvPjs7G7TCPqECsW+mSMI9tG/QrUFXeg319vYZ83DYb0MkRkVznSRFmhYJhHypHOjP9LXQ1HuPGdYfGrJ/Y5WDpl+Gesluinpso2WIJE9ZPR0CYQmBPlJPa0Ue/ZVOGaOVYMvZWL+dMf5OLkZXs/TSRXp9A8w2ZB0I1wr6lFjjKnn62SaF5BnvFQqk36jIgPk4tNrptrZ+mise6u3NCAVCet5M/wB9TnoHrIsNDYWIt/WyepJNH/vdAiHP1lBv75DhKvY4fb19Q7QUuWMLraw5WVp/8rNugdA1OexaZuCQXou93xwCMd4FvX1DRlbfejvGWyBkdtB5Os1UWzXnNq2fG73dRZPA7MvtaIr0vWQJQ2o1MoFUWNNZknhfX6ex0ux011RKy5fOW4ODlfNdpXypi+1OEoQx1HBwPmWMNmxDF4xAgrdz14MEpE+wAjYM2tWZafQB82wMK79tF4ixyLiXfsxztrRn+TsGWo9MuxIzZ8wmEjkEom+QYSZXyfdyRr8+bLKfl0G/ABuX1hvMujKzFX2CVvRXuJ27WyDm4vNeeyt6uIxxr1AgxqJsutcHG4MYVR+qdDt3h0CMZ8scftqrRr588K+NsTmJGRnkBWLMyyDVNhIrXK2dAjFfKN2K/Nsx3gLR13LPdWm3rcmxpBvmwipzet87W9KmZiMTSGU1JeMPuf0aqyAQrnvXnWVNN9am3Ps+ii4gflKNwQYEUp5AzKiOuRTPPMhJHzUYk1qDBdLG9sXqZds36TsCsr7GY725P/qmSPqJUmzW6hBJigsE0pYdMPbIYI9rzCgm9SIdH/URG56werG/s++1dIEznbs11NaWZRu2ZGnPptdbb0UNBGJUtM/eilygQNguUUMZ2vnrymAvQIgRiL9AdJln2oaMBzJfGuM1oK3oNZbRcK1wCYS1a4A8JCveY0hBJBDr/ddn/7U39iGs83pYZ3TOWp5HdgFcXVlZJQvhSEe2oi9nmJt2rkSfJtsGdk3zGwSG6cRqXlPiD43GiVZqX1NSq+mVldmVUbIont50W9O6RldWVlbJD2bB6fMO5mbNNYS32U8r6/MO6N1HNW2aRcOs+VshW9SYApE+StbapYr8Jhn+Tw+SI2jT2Wy2OsfS9gwOWlNk04M530hY1lZr7lf2zTk7aL83+bvRi9P2ZbP6Y1W7FQFwFXG3wv+OtmrrN0neuTyMZ8i6oSdHnyVD4qyAVCvY08vXusf32XW8/8p4O8ZlO3ejW14xvziv6mkD60uzXSDml+DZ+m7nXnZNSeCLsVqXleh6rUg/T3/ImzE3TUvxD2WH7K9rZ9R6jnW67EOUaQgEVP8cC1DbM03qRSQCmUuRqaRkKw59UTdHvAQiXdO6CoTUim5lct6sFVnpOL26ujraxWdipm059Nu3b69fLTlYXT/qYNXYr5ENWlxLE8ttkS8QiEJAIDUFAgnCzCysGIdXuOctRXseiCI1dddqzjJYVzWOlEIOBLiAQGoKBBJElzltdG71/O2urtvnR12d3VypJDWXqbxOrNFqKqjVyvT52123z9tWNoZnhc+cBA3/IJBkAIHUFAgkStQ5aVydmsoCgSSDwaGhCrYiAQH0DYWaZBctEEjdUaemskAgACQTCKTuqFNTWSAQAJIJBFJ31KmpLBAIAMkEAqk76tRUFggEgGQCgdQddWoqCwQCQDKBQOqOOjWVBQIBIJlAIHVHnZrKAoEAkEwgkLqjTk1lgUAASCYQSN1Rp6ayQCAAJBMIpO6oU1NZIBAAkgkEUnfUqaksEAgAyaQigZwNuR9tLShp2lnUNI4t8gUCASCpAhnhDy+KmJSmjaCmcWyRLxAIAEkVyM8yJz3Vh1lN095ETePYIl8gEACSKpBeeiRqLCAHIPWipnFskS8QCABJFUixEJuAfUnTCkXUNI4t8gUCASCpAiEB+3h8XSZfgn3D8KhpdC3yAwIBILECyaU0LVWdM1QrYoXUI4eaxrNFfkAgACRWIDTlm4+8t1vJB6dxUdPoWuQDBAJAcgVSPKtpWiriiMtoStO0swFReNQ0uhb5AIEAkFyBtC4cJRcojUY283R2tERqcHQBNY1vi7yBQABIsEBaF8j3ZfKVudQVASXyBZh8B5bow1DT6FrkCQQCQJIF0lr8We9IoiP1plQMBTWNrkVeQCAAJFogra25kYIWIYUR6TlAqGl0LRIDgQCQcIG0thZ73xw52xEBZ0fe7C3rGzBqGl2LREAgALQlXSAAxFsgndu3b5G9AMqiLMpKloVAgCICkX2viwSypbm5uVnyk4KyKIuysmXjIZDHUVcgCaRblRaI9HtdJJBd5M7tUp8TlEVZlJUuGwuB3Om+16oGa/cqjvpHxdqje0oLRPq9LhJIO7nzLqnPCcqiLMpKl42DQO51d3ffUaFjvvesu1vVwVL2USyfZHmBSL/XPUNYnVKfE5RFWZSVLhsDgZCurbv7h1hGWOzcIaZrVZLiM/IkP1Y9hNUZNom+pb1d8nOCsiiLstJlYZcc3AAAIABJREFUYyCQ1jVqkGcPWuPO4+7u7kfx+xYv677ue0on0WXf65jGC0C9iINAWh/Qr8eP4vf92AkxXfxr6REl7P6hNX5gHQgAChMLgbSmfyAdXPdSa8xRNYa1RId4cRw7QSAAKEw8BNJapCGWOMZYGiGGtUZGTo9iGSKEQABQmJgIRA+yxHGekPoxrCzNMa21xhEIBACFiY1AWpdUmIylYgyr+CzG4UEIBACFiY9AlJiMpWIM606cg4MQCAAKEyOBKDEZS70Y1r24TsCiQCAAKEycBKLCZCzlYlhLsZ2ARYFAAFCYWAlEgclYqsWw1uI7AYsCgQCgMPESiAKTsdSKYWVjPAGLAoEAoDBxE0jsJ2MpFcMqxnkCFgUCAUBhYieQuE/GUiqGdSfmAUEIBACliZ9A4j4ZS6EY1r1YT8CiQCAAKEwMBRLzyVjqxLCW4j0BiwKBAKAwcRRIvCdjKRPDivsELAoEAoDCxFIg8Z6MpUgMKxv3CVgUCAQAhYmpQOI8GUuNGFYx9hOwKBAIAAoTV4HEeDKWGjGsO/ENAvJAIAAoTGwFEuPJWCrEsO7FfwIWBQIBQGHiK5D4TsZSIIa1pMAELAoEAoDCxFggsZ2MFf8Y1poKE7AoEAgAChMDgRTlJ2MVHzywl84+kOklXaUePMi2NnAMK6vEBCwKBAKAwsRAIPecQ4zHP/ywJp6MtUQ77gePdR60/tD9yLzb0j0TEvZK31ui/3lMY06syNrjx1RAFYagYh7DKqoxAYsCgQCgMNEL5LHr2/w97tszm4z16AdCVhcIi2zR4BYvEJYyoTwjowz95zucQO50d1MXVdj/xzyGdSeWgb/kCKRn/OT8tU2x4Nr8yfEetA1ta1yBPH7U3f1ozVMg+mQsygNdIPeePXvU3f3s2bMlh0Ae3dEhvecDKh2XQLKta2trlQ4gYh3DuqfIBKxGFEh6fNPimBYzxhY3jafRtqS2rbEFQvzhnKxrE4gxGeuZJRBW5F5r69qaQyD8VYo0ymUXyDNyf2qkygQS5xjWkioTsBpOIOnDIwUtphRGDlfUF6Ftarat0QXyoLv7Dv0vn+W+R4cXjDVzMpZNIM/od2zqHvNuP3Q/MpMg4hAWuelO67NHjyrt/mMcw1pTZgJWgwmkZ1vsvsLaGdsWOiiCtqnZtgSMQH6409rd3XrnB/fcKwYZiqzpBlkzBUI68O7HrcQEwhwI8cWD7u5nJIh1zxLIHeOKFY8fYhvDyqozAauhBDK4ObZfYi0KmwfRtuS0LRECSZPenP5jQWdZdXf/QP4hfzCyIM/SukAeP+p+9qz70ZI9bHXvzp07P3R3/0CSIEwg9x48WHu8dC/LBEJGMncedT+6V6xcIHGNYRUVmoDVQAJJX7N1QyfOPX/+Tix4/vTcCVtXdC1dWdtSpYnl5X2xYHl5opSqatumJiZ3xITJiakK25YQgdDhgPhWs4N+1t1Nv1d3P7tHBJImvfdjEqr5gRNIMU1Y6u5eoj8UzRBWd/djKpDHz0hqgIxd7lUukLjGsO4oNAGrcQQyftr8pOefvn//q6ZY8dX995/mzQqeHg/ftok9L+9uiBV3L+6ZqFLbPr66LmZc/biCtiVXIGss+dHd/Yj9QATyzNgZi45AfqBJ97Vn3Y85gZhze43MBxXIo0fPnt0hITAa3CFbM649e1aFEUhMY1j3VJqA1TACuWZ+Vzx34aemWPLTZ0+NSqa2pcO0LTVxK2byMLh7abLCtmnDH19fF0uuv5gI17YEC4TmNyweMYEYk7HoQsJ7LEdMloQQwYgFQuJjaTZIWFsiQZ3HS+y3dGsrm+jbcDEstSZgNYhABheNT/jzm00x5uZzoytaHCy/bfteb4gxr5craduOM+tizJkd5bctQQK595gI5DHXn6cf2yECeURWmbNUCO21H1uLzn1M8NjIBpjTeIuP7/zw7NkPdyofO8QxhqXYBKzGEEj/Uf3j/fyjppjz0XMjHJIrr22p5c83xJzPl0O2TZuMtT4IZybLbFuypvGSleiOabzPntmS6tZSQmqQom248UhUjA1LHhvTgR8Z03jNIvYHaIwYlmoTsBpCIBl9DuiJ+00KcF/PqI9lymnb8MUNCnBxOFTbDq5TgINltS1ZIxCS13hkz/veI+vFOe48e/bshx/u3LvH5vf+kG5dMpacPwoQCD+vl3rn3tqDNZJUrzjRHLsYlnITsBpBIBl9Fs87MUuce/HVO6y+hYx82/bFNPfh5O6+8tu2Y50i7JBvW7IEwvK+9u7cKRBHYf6YQn4ab9rgmSWQe2uEH3SBGH8oPqo80xy7GJZyE7AaQCD97Hts/rMmZfiMTewZy8m27dIGZbhUbtterFOGF7JtS5pASMfn+CZ/r7v7B4PH7iwxv/OJY/sS40ZTIHRRyJ1n1gjkB5I2eVaNnjZmMSz1JmCpL5BBFkefUiJ8ZXB/isXTe+Ta9nKDQrwsr22xm7jrx1W5tiVPIK0/OLs9fiW6PSSzRPfE4m4OEog9hGVuilKNb+rximEpOAGrrgLp3L59i+wFpMuyeTwnYj35ys1NlghZlGlbKdaTr9y8Lsm3TS1/mAYJaFut3uteZWMgkKwzXrWmn+RB/mOfU7R2hy7qsAxwjy46d2Dc+MA9V+vBvXt37txbqug4qTjGsFScgFWuQGTf6yKBbGlubm6W/KRIl93E+iHF/NHUdJP1RNck2qaYPzZseC3fNsX8sW7dGYm21eq97lk2BgIpF+cxhVERoxiWkhOwyhSI9HtdJJBd5M7tUp8T6bLjdH5+Xqn4FeM+jaenxgPbplT8ivFStm3K+WPduquBbSvn/VudsgoKxHlMYVTEJ4al5gSsMgUi/V4XCaSd3HmX1OdEtmya7YOhUP7c4jNa9Y50QNsUyp9bXJJrm0L5c4sXAW0r5/1bpbIqCkQ/ppCbjBUJ8YlhqTkBq0yBSL/XPUNYnVKfE9my19j83SYlecc/GMLatm+DkuyTaZsy83dFs3n9g1g1eK/7lFVSIMbOWBEHkOISw1J0AlaYEFZn2CT6lvZ2yc+JZNlBupLghCLrP5x8RRPphUG/tg0rsv7Dyd1hibatUxTftpXz/q1WWTUFYuyMFW3UJiYxLFUnYJWbRJd9r9dnGu9m+l1QwQQI4z6t/p9+bVNi/bmIi8FtU2L9uYiDfm2LAkUFYszIjTRuE48YlrITsJReB8K+yD5vUha6L1ahx7ttyxuUZTmobZPrlGXSu22RoKpAYjEZKw4xLHUnYCktEPq5ScV+/0RvPqJzkTZ5ty32+yd68zqobbHfP9GbM95tiwR1BRKDyVgxiGEpPAFLZYGkxxQfgOhDkLG0V9sUzaBzQxDvtimaQefy6KK2RYPCAol+MlYMYlgKT8BSWSCH6RdZ5ZYQ8tykX2UPe7VNuSWE7iGIZ9sUHoAYQxBB26JBZYFEPxkr8hiWyhOwVBbICKn20yalOUfaMOLRtokNSjPh27Z1SuPVtmhQWiCRT8aKOoal9AQshQWSpqnYC1EroKnp5vvvh17JeIGmY9Pitt2quA9/vWdPNRYiXtyzJ8R0sFt+bfuy7D77+u7dH4tu/3L37nJGM2UW97qKuG0RobZAop6MFXEMS+0JWAoLZJxuhhGD888/s8ZBNzXtRFn3/YlujDEublvla0Auadqk/uOeUsl0yUSpJJuev0gGQns0bU/5D37Xr23lnX8+pWnXzxgrR65OTOzm/jasaZI7opzStI/LKO7HdXHbIkJxgUQ9GSvSGJbiE7AUFsim6CJYF943uVmZQFgMa5OwbUbXXyaXJgpaanjP5w6B7ONGNCVN8xXI62WDzysQCIthidsmE8E6Nanzwi6Qg8bdP95BmPI3wgvjKqeqKRAWw4rLPCzlBRLtZKwoY1iqT8BSWCB0P/D3m6JAP5RWX8VYkUDeF+4OTtsWps/ecNc4u7v00iWQfZd0pgIEwlYBEioSyB7vtgmDUQ7YrvC0sFgg+hmzIiNc371D32jrlFFouKoC2S1sW0SoL5BIJ2NFGcNSfQKWwgIZk1mF/s7Tp0+fPn///jf0t8+e6r+af3vf/Kep6acLT0+cOPeO6JL3nxp85BBIpSMQuhp9TNi2UNvwTmpaanLPcl7Tpj53CoTHLpBLpVKpdGvDhoulElm7+JL8WippWr6SEBbzkLhtMn34xBQhRfIlYoHsGCbkBVc7WDLnCX9Mr5In9wkQyKmyV6O72hYRDSCQSCdjRRfDUn4ClroC6aH94FcyESKyX9Zn5td9wrmP9L+daGoi0eyn1hlPmvb0J4+dcwn8ssWv8lr+G6dApu5bSEwx/opetUfQtlSYFMhFTUtd1I/k2FOGQGhYif5rTf16qWnDFQnkbsqzbfI9Ne3wxQK5fobgNsKXw66FJrs1LSiE9SJfjkDWiV63qGgEgeiTsR5V45goZWJYj5WfgKWuQGguNvDrviEQLXWBFwjt8enfvvrI9qsmntl1QSiQ++yOdoHwnAsWCBvNjAvaVgrRZRNNsO1PbpHe3yGQPRd1SkKBTDkEcotcqxKBkFyLuG1T0v30GU3LrysvhEVnSDkEMkH2jvcXyGR5u8tPxSiL3hACYZOxIonmPO7ufhZNGOmO6hOw1BXISake+pymPb/wPnFD/iYVyLn79y+QPvsj+rdz2v3PtHNUAKTvP3f/owtTot3hL9A7Evghz3OWg6lMINRbJwVtC7UKZNlIlb80hCCVRL+kafmU9tIukAlyGElFApnwbJt0P/0xLVyuQKam7AI5k9JS1/0Fcj1f3toUUduiojEEQgI60eSyi/cimwV175HaE7DUFci8MXII6p4v6COId6hAaLCKJU/Oadr72oULGruVJCNI+uOj91m+hOebC6ItUz7Ks424OIH8dMGGzPKQp6Qd84K2hdpIcdno6i9pWpdTIBPG3Kq8QCATE9otm0BepshE4ooEsuzVNvmNFIfpkhGxQK4eJLiM8OXw7usTdoEwDfkK5EuNOEaeSUHboqJRBNIa9aaGERD1kYyJFcg1qY2wdIGQbnrKFMh9cwTymfbOc40J4KbfqsT3RadWPdcfnxNI2O2wrgnaFkogt1jynH75Xy4rBzKxR1u2CWSZXuGipk1NDlciEFHbpDfCOsiWjExRwVkCGX7x4sWLLz/evWPSYx2IQyBT9PTDU5o2PCHKuev3kJobZhNI0NHodaJhBAKUZKuKAtkkdRahIRCSBb/JhbBIz39O027mn56bYqmMb05oWv7CN54Cefr83Ilz/N/va1r+I14g988JeEfqXMJNgraF2knxbknTSrdeXprQtNRL+0LCYRtugVzShnmBvEzRvbiMGb2hBLLPq23SAhnWtN1GwoETiMUZGYHsZnc1ZvSKBHI9VeYRVztitBAEAgFRkgCB/EQDVHoSPXXi/a90gZw7MXXOyIWTLuSEWCFm9v2p+eePpoxVKIZArKlaHE/rK5ANL+lGIaSRJOPBCcQXIo7PU6nPLYGQIwXJGOiipuWH2ZSuCATysaZNkbjSlKYNn3AJJF8anrgqIZCreXb8+ilNm3LO+r06wYTKFp3odp2UiGVBIAAkJoTVlNK0zwwPnHvngj6N9+ZzTXtHF0jTZ3R7inM3PY8v51cufnRC087pq0vY/b8JNwKpbghrw4bXk3Ty7ATdvKocgWwY1i5ZAtmnx8Iqz4FUEMI6mGI9vz0Hcv0qmb1rFpqcmvIXyPVhPekizIGQacAOpGqHEBYASUmiWwI58fz5UxKs+owJ5IKmXTAE0nSTJrTzgpWEF86de//+zQt5c+IwWTRyQp/SW1kOpLpJdMLnJfMoXEMgdMqQE26bRSqOZW2PKZBbxt+jTKJfnTJK2gRC/2Rjna9AJjRtivrGI4m+mxrXJC83mxdJdACSMI2XCoRNvNKT6OTf/E9UIPc17b4pEF0hU54bNJLJXMQa3xCVTBlDFbtAvrl/4Z3nz995/zPJbR6rO42XUtK01yEEcovkQdjD3koZIbQIp/ESf5y4LhTIGXtLfEcgZG0+O37daxbWQT3FwqJYknv1YhovAElYSHjB6Pp/MgXyTZ6MR4hAvrp//ytOICyR4ZqM9dNHH1EdkOlbN5u++YyuYTdDXbxAvnnf7IxSz6UO263uQkIPgdzao1PStGXjZ+64KiqO11qeCeQuyV3ooa/oFhK+IJLW+/rwArk6bM2u8pzGe8bYQExL8fv8+oKFhAAoLJCs7FYmF/SM9zlzGm/TTylyMxGIrgVuBHFCkJonoS/DLj81fUWGKc+tAQYvEBYEO3GCbOFkjVF8INl9TcsK2hZqKxOj3375+euXLy9edOVAJszolg0mjiltD/33ZUnTJvVHr3wrE2HbJHroScsfIoGUvtTxT6J/mbJm53qvA7lqCER6LeF10esWFRAIiJIG3kyRCuQjuvb8gimQn0ji+jOHQD57/hnJid9PCQRCxi+fscQ5Eck3z9nWWm6BfKZpqffpwOOnz/TJwuE3Uyz/DKdL+XyezgQwvk+XJ5BJjew5SLIoE+YUsAg3U9xtRZMEAjF/nvAPYR08YeY0vAWy23zGZA+bwmaKADT+du7WBldkytT71uhAz4FYAnmfTO89d0JopY9Ir3ziXN4Ib31jy29wAnmfk8Z9qZ15q7qd+0VXmqMsgewRpF5qtJ27dKSoYoFweAvEmoklu5YQ27kD0PgHSpkCoVvsWpsppvRZWJZA6HRaingvLIZoTMEJ5II1N4uuWqzoQKnys+if79u3bx/Nb9y6devSpXJDWBerLJAKD5Sqn0BoBGsH2QNeei2h+gdKdXZ2tv769dfOs4zOfP31LskrfP311+mgW8S0dXa2kcKSDwTiTQMfaUv75/yJ52xQYSwknHpKfneEsJ6y4M854X4mNG+unRD/zRIIGapMPb9w4bML7+hRs9gcaesrkIsTJGh1d2KC/hvzI22ZQFJ5nVTlAtnNJu9eJ7n0q0k50vaTnTvTSzt3nmlt/fWTT6yu/JOdO+3b++06c+aM+Ao7d+7s9L2luLa2JhTK0s6d10lh7xJAIdQUSJquuQ7uo+X56Ob9m55C+uj+fY9ZVXwS/T4/IzRwEaE+tCmkxW0zd8+tuUC8qUAgt/za9mWlAuGp9Ez0YWPy7pd5yeDal+K2KSCQtV8ZRUsgSzt3fkL+tLSTYRfIr6SjN9j1icGaoQvzlusugVzfuXMn1cPSmTNn2lpb0/pjd5oCIb6ijw0UZquSAmkbkYlh1QHbOpCf3qepEi114h2JOVhshDTi0bbwK0GqJ5DXe/ZcCimQCd+2yduDbGmye7ctbHVm0oZk5vvg7t3CnU/OWJN3rw6fkLqUV9viL5CvdUukZQVCbm0zflnTi9BCTBfmLV87BbJrJ/FEa+vaJ/QBrQe4bgmEXFDxE8HBVjUFcph21DLddG356eZN+9jkp49ufuSxK6ODm3Si62GvtnErNcJx9+VL+66Jr1++DBEY+9x5GRle+7dNdrqTxdWr5d/HzRn3wvUXbJ0hY4fMcOaqV9vUEUibWyCdS0tLSy6BkDv8avzS+TVl586duziBfP31158IBEKKtbUWz+jGsgSyZAmEDEGsAQ5Qkq1qCiRNJ4RKTJWNLzRzP5b2alvo3UziwLJ/26Q35I0jk15ti79AOtfW1sjX/la3QNbIHmNOgaT1wYUNNigxBdJJr+EUSCe7IxmH6AJJk8f+eufOXzmBEKlgCKI2W9UUCPvc0DOdFOWjlOdcHta28r/3x4bXQW2rxnAiIs54t02JJPouYgzJEBYbsdi7eKKG1kCBkAzIr/TBlshFjFz5Jzt37uIEUtyJLIjqbFVUID0FxYcgdABS6PFu27LiAxC/tsmfShjPAYi4bUoIhPb2n7COnRPIryQVbhdIkXT9102DdH79NStCxyRCgSwtGfEuUq7Y2rrr63QrJxAiDFqa6MooZuZYgIpsVVQgbZs1mdXosYWuQtf+9Gtb+avRY8LF4LbxmQelOOjXNhUE8gkZGlAPmAIptnWu/bqUtk/jLS6RQku0//96TR966GkML4GYKY00N7TgBEILGmMdbqAC1GWrqgIZpF9lTwRtiBVTvqLL3guDfm0brnwtSCSQ86gC27ZOUXzbpoBASAqkaBeIzq+8QOjog6qC/cTm6X7yCUmYUx34C4RM/z3jFgiVFy+QX/W5WkBZtqoqEHY6kcx6izjC1r4f929buHMJI2efTNsUzaPv8G9b7AVCVoBcZ6a47hDIkm0EQrr9T9jgYIlLhJD706y6UCC/rukL2Zc4MVgCuU6HJST3oidSqM48VioCNVBXIOnT9MPMb22oDOwE3I50QNu4UzvU4ZJc28pbTRgTXgS0LfYC+ZpErPiV6Gtnrl+/vrT0a2eRjBDoGkHKrp1fm7GltqVPXPEo/yQ6P73KvAu58VduJbo1WQuoy1ZlBdI2nvI6RDDu3GfrDccD2/Zyg3JclG2b5BLyOHE1sG3xFkgb6cyJIiyBkI6dJx14f+YVUyBrnZ3XpQRCbiMPCIE0FFvrJJDO7du3yF5Atizdmk/q5I14cZPteXJNom0VLyesN6/l26acQcgxiTKHodfive5ZtgyB/PqJ0f/bBGIGsdwr0QX3173gvxLdHcJK02R8q0MgJIQFgSRFIJ2S73WRQLY0Nzc3S35S5MvS3cG58wHVgJyprmnajEzbSooZ5HVJvm2qGUT3R0DbavVe9ypbhkD0GFJIgXTSbLoxrvAXiDuJTnZP0Qc8nECQRE+QQLbIvtdFAtlF7twu9Tkpo+wgC6dPKRXF0vdcPN0j1zalolgXy2vbVQX9EdS2Wr3XvcqWE8K6bmy47hSIntSxkuhLnzhZolNzTb8wXfxqRL7M3bEYaW5koYewdukpeZtArFUmoOEFskv2vS4SSDu58y6ZhymrbI7ujKHlFcqkf8Z2jh/LybZNoUz6pXLbZh4YGH9eyLatVu91j7IVbufOXGDdrBuC9Ox2rrf+uvM6ybRLbefO7XLFr0R3CsSYFAwSIJB22fe6ZwirU+pzUlbZb+mqAk17R5H1IF/pZ1cVMvJt26fIepC7+8pv2w615u9Kta1W73Vx2aoIhG2TaKTYxSOQ1lZ+zXiAQLhttXwEgq1MEhfC6gybRN/S3i75OSmv7Lfsu6x2Qokw1n2W/tDGMuW0bViJNekXh0O1TYk16QfLalut3uvCslURiFwSvVVeILu8F3hgM8WkJtG3SL7X6zWNl5Fj8XRNex77nRU/Mo7OPZ0rs23Lsc+lv14O2zbZEz2i48xkmW2rJ6EEsmttjS7oo7/YBhpVEoixGZaANDmH0NrOXVwIqILC60B0eticHk1LPY/1dKybz+n6BzKPp6f8tsVbIa+XK2nbjlgr5Opk+W2Lu0AIxba2CjrvtrY231sCDouihY1Dp4DCbFVeIG1t14xPuHbuQsA56VHx02dPjUqmNoVqW2riVkw3eL97abLCtmnDH5d3TnrduP5iIlzb4i+QGkNSH8XgZfH1qg6oEY0gkLbxDqMn0vLn3r8fs4T6T/f1o24pHePh2zax52LMEup3L+6ZqFLbdsctG3L94O4K2pZ0gaSXlpYcQS4HxaWlJX3vLKAsWxtBIG3pa/qsHsaJc0+fv/N+DHjn+dNzet6cUTierqxtqdLE8vK+PTFg3/LyRClVzbZpUxOTkzt2x4Adk5MTbNlH+LYlXCAgGWxtCIG0tQ3+aeuK4knhz1D7gKNtaratLkAgIEoaRSBtbT3b9JmhcWVsU+gkLNqmZtvqAAQCoqRxBNLWlj48Etuvs4WRwxUFQdA2NdtWcyAQECWNJBDSF41vWozdF9qxxU3jVeiF0DY121ZbIBAQJQ0mEEp2/OT8tU2bY8Cma/Mnx7NoG9pWMyAQECWNKBAAEgMEAqIEAgFAYSAQECUQCAAKA4GAKIFAAFAYCARECQQCgMJAICBKIBAAFAYCAVECgQCgMFUUSH/f8TdAQjje11+VNw0EAoDCVEkgxd6Z2O4GAGrD2Exv5cd5QSAAJF0gxeOx2wYA1IOjxytVCAQCQMIFMmAcLwwSx+kBCMRJD90SIxaQLTGqupcr2qZm2+IskDf4U11AwkjNQyDJ2JQPbaszydhMsThitDc/PLkDJITJYfO0zZ8rCWM1kkAaeVtwtC0aGn87d8MfEy+iPkMY1JcXE/pL/zMEosTBRNsa+NAltE1RgbzBGjl8NeruDNSfq8Ps1a8gitUoAhncHNsvsRaFzeGOfUXblGybCgIZYPmPHVF3ZSAaJunLn8okXCDpa3w3lCrdPj8dE87fLvEpysK1dGVt0wrf/yUufP+9vWaVti1Vmlhe3hcLlpcnKn3dlBBIkc2/+jjqfgxExW76BuhItkDGrWmI+fOjs+tjxuzobTNhpZ0eD9221Pf/85+NMeM///N9qhpty0/seXl3Q6y4e3HPRPjXTQ2BHMf4I+lM0rdAX5IFcs3swm6vro8pK+eNSqa2pUO17fv/2RhT/vu9VlnbUhO3YiYPg7uXJsO9bmoIpHiU3Hs46j4MRMkweQ8cLSZWIIOLxid8em59jJmbNrqixcHy2/aX2I09eP7zl0ratu/1hhjzern8tqkikF7aLuTPE81B+iboTapA+umXKE3T4q0Pwty0EQ7Jldm2eOuD8J+/hGxbavnzDTHn8+Uy26aMQGbInSei7sFAtEyQd8FIQgWS0eeAdsUu8yFitovVdixTTtu+/+9GBTACWeW1bfjiBgW4OFxO29QRCH0RsP4j4bygb+1kCiSjz+KZXq8I+iCkkJFv2182KsJfym/bvpjmPpzc3SffNnUE0k/um4+6/wJRkyLvg1wSBdLPvsfmV9Yrwwqb2DOWk2xbSonhB+O/qfLalr+0QRkuyb5uCgmkDyl0sE5Po/cmUCCDLI4+pUT4ymB2isXTe6TaVoh99oPnP4Vy2jb1coNCvJR73VQSCJ3EOxl19wViMZP3eAIFwubxlGKfPbczW2J+rG66AAAgAElEQVRzemTappY/TINIta0U68lXbl5LvW4qCYRuY4JFIIlnB3kfvJE8gWxScPxBmGPfZa8Ft001f5gGkWjblGL+2LDhtcTrppRA6If/VNTdF4iaU5W+h9QUyDiNuOeV88f69bM0np4aD2pbSjl/bNz4n5Rc2/JKxa8YLwNft/oDgYBKSaZA0mwfDIXy5xYrtOod6YC2KZQ/t/ivXNsUyp9bXApoWwRAICAJAuncvn2L7AXkyl5Ta/6uaDbvNf+2KTN/VzSbN6Bt+zYoyT6ZIFb13+s+ZSEQoIhAZN/rIoFsaW5ubpb8pMiVHaTB9q71ikJXFBYG/dr2/UZF+T64bcOKrP9wcnfYr221eq/7lYVAQnLwxQv3Hi5XRTc2PKfqIhDp97pIILvIndulPieSZTfT74IKJkAYs7T6f/q1TckAlhXE8m2bEuvPRVz0a1ut3ut+ZSGQkExp2m76w8EdO+h29nlNO7iDn9Z8/YyN6+salVN1EYj0e10kkHZy511SnxO5suyLrKIBLMJ5+lW2x7ttigawzCCWX9uWNyjLsnfbavVe9y0LgUgzZTHJCeRLfTGlSyDGia869In6eNhOQ0yCPlUXgUi/1z1DWJ1SnxO5svRzk1JsBQjPHJ2LtMm7bQrOwLLPxPJpW+z3T/TmtXfbavVe9y0LgRhLqbXU1PApPQCl712Wn5r40irFyWAirEBoX8vREOv4T9UvhNUZNom+pb1d8nMiVTY9pvgARM+jj6W92qbwAEQfgni3TdEMOjcEEbWtVu91/7IQiOULwuR1xw3DZuiJjBhSmpZnAwcmkN3DwyV2k1sgH09a5CGQipPosu/1ekzjPaz6AMQYghz2aJum8ABk48b/aH5tSym3hNA9BBG0LRogELsvWJfO32CLMqVMQzCBsPP4CG6B8JjjFcqXjbUFzKn6CESWeghkhFT79nqluU3aMOLRNmWnYHETsbzaNrFBadjxCW0xAQLRfTG5e/eOkiEMcsOXBw9+TPYOmOIKnmGGOcPGImUIJG8TCHkL5BsnqX4qcQJJ01Rs5efXzo2OVuMQ3JXRMAexr5I2FNLittVkCtaHn376V9Htf//00w9rMBHLq223KuzBP79oQ5xQubhnj3Cq1909eyp8/FvitkUEBKL7gh5rspsMcM+wGw7qp+3x+9V/TFp8dd1V5gymhI91x/gKJKVpdKqWdYBGA20idipxAhkntc5X1OnPkUUks9ZKktFSyXTJ+ZL0Bo0rmnaepDPCeIhujDEubFuq3B773ffeezew0D+amlih/+X468aN7zY1HdxYXVLebcvfrcp6cBPxmvY9mraH9ff7LC5u2HBX00qVPfxd8esWERAILxD608eWQK7a0xTX6W5mw+uu5vN5UyC7iWOuHzzoJ5Az/MFbpGSpQZ65hAqEbsd3PkSfvXL79qqHQDRt1Ch1O2CByey0QUUCuS2cz7MpVATrf5uaPnXf+u4/TN7jBfJVk8W7NRHI995tm9xQE4G8njBZ5gXCz6W5VQ2BsCv6zcOqJxCITSBkiDFhCuTqsKalrBMXr09oGhHHpC2rQfaivc7GJJ4CISMZfYLXmVMpTZs6Q2Jfww1ymOOpxAmE7gdu9vdlsGpO3RIIZHpFp0sskNXpVX4rKzJQqEggo8LdwWnb/qc6AnnP8sT/8gL55z//+c9/NzV9Rf71F8jDjeH4H++27amCQCaN+NWkJRAuj2oTSJ593ST/VEcge4RtiwgIxCYQ0tMP80n0YTIQYRykwxPS85e+5ARC7xwgEJI1JzmPMx9PkrH11MF112n2ZGqSmyasLKcSJ5CxsKvQfQXC47747G0zbb9SIkxp2lRFAqGr0ceEbftPdUcgf3MIhPChZQ1vgfydDFxCJ0HEbat4G95L3ErEZdcIZNghEPo3yxpVEMhFYdsiAgKxCYSIoMQJJGUtBKE9/sS66+RvqaumQM4QI0ye2bEjZRdIKc9ByuTzE6ywNnyGFNhNQ5lWZkRdTiVNID3s2389BTI7nXLO+1ohv1cikPX0kXoEbdM2VkcgBh8KBPJeU9M/iCI+/PDDTz0F8unfNobEs22pirfBuqRpE7d0Jlw5kNcCgbzUtDz506VLly5VLpC7tBeJycmEEIjXCGRicnKCykEvRP40cX0dHTuY60BY3p0m3h05EHb4i41hEu9KkcDVjh07rq67vntYm2qEuVinkiYQmostVV0g07M67hAW27rKLhCaNalIICVBNpa2rVB2f/2/TU0H37P4e7BA/rep6Z/sH4KHQP72jeNK0hS82lZp9x2URBcJhEyceqnPn6pCDUSvW1RAID45kHVXySjByFRMntBHIwd3XDcFQkqQQatLIBP6ZiUk46H/OLlu3ZkvyejjOpklTAqdaYitF08lTSAnXZ15VQTik0Sf1bR8l+Mxu8hhJBUJhGbRTwraVv4qEN0DBu8FCuThv1gxX4H83XdcE5xFF7VtIgKBkLT3cvUEMiFoW1RAIH6zsGjcSjzflgnkTEnThq+mNG3ijMcsrCnBU2QKpDE4lTSBzIedhOUvkC5jblXeLZCu6blRu0Bm6SCoIoHQDRXnBW37S5UE8u6njINugdA7/PvvGx/+9a9/5dIhdj5tavpXJQIRta1WGyl+voexzy0QZpxbG+5+/vnnXDqkst1MHG2LCgjEbx0IXfLHKWEqn/+YF8hBEqg6SCdiTUAgiRHItdAbYdkEkj9/u4wk+nqHQM7TIcuKppXOl0IKZFpwOtG1cAL5698J/2hqeo/+8Ff/WVgbN374TdM/SRDrQ98k+t/YNN/Q22GJ2lahQC7tE0AGIS+5WLVdIOQk2j0pLbWnSkl0JpCYHI0OgXAr0U/wK9E/fvHiS5o43y1cUP7x7t0H153R9TCp5TECSY5ANlVHIBRDIKtdNuaCBLKiafk5a0ZveIFsErQt7E6KtiSHn0De+6bpmw83Hmxq+uYfH3oL5F3jjmEFImrbvmqcCehgn59ALuVJARK+Gr51tyoC2RejhSAQSNBeWHk6Z0q0IwlJh6RY+z9+sU5CIGQBIoUMdPQf7ddTklMQSCiBpLq6yjnT0CaQuRLLmRCPdOUjFsiHRu6cTNfl8+jv2XMYhkDe/UcT+8On3zQ1/eOhSyDv/o1B0iRN/9Z/+TQeAtlDp1CXSqW8puWNn4kqXtrTK4ZAXi7raxdv5TVt6jUEkrTdePP8aj+XQNZZdpERiODLSwM8f6eSJpAqhbBsOZAyBXJenwZWUQ6kWiEs4gMXH3oL5L1vmr5iWZJ3//Yv0VYmfyexKxt6+ehDWHwvbluS6CGQi3lNW6Yzh19O5KuylQlCWLHDOP5jeIf9PBByCzf+oJIwplQRbBeREciUG4xAtKQl0efmZldWbAKh2Wwnqz4CGdW0FE2TxCKJXq5ANr73NzPSRbIlfz940OGHhwftF/vXuzFKol9aJpC5l/SHS74C2XCxZG6eSLaRv7u8XPFxJEiiqwpd+2eScv5NNgfSYJxKmkAqmsbL6KpIICTjzib9xmIa719FPPQRCNt9kce1G++H/+T8cVC4iW9U03j12bgGt/wFQiZo3bJTaQUwjVdVpvjl5Xl+o/d16w6+eHEdAkmEQCpaSKh/+bAJZGVUp0vTzhs/z3oJZI74Ro+ExWUh4XsHDwoGCWS1OfXDp/978B9/twnkU/sQw51Et8JY/34vXgsJb3FBiCleIF1UD3v2LU9csgmE7j1igYWE/Ie/0XvHsrj64oVzaeBB902NxqmkCSRLFRCmy54dHR1dXV1dmZ0T50DOk8WBHpgCmZ2yAmiVb2WSFbSt/K1MDrKYlVsgfEyrLIGQ1YfWBK6y8Wxb5VuZkOUcBvt4gVjsq6VA2FYmjrZFBQQCKiVxAgm/maJFBQJZP3fbXLQel80UAwTyzT//9g+7QMgCQgPxQkIzDfKv6m6mKDznqSohLJ1818Qem0B441RhISE2UwQNxanECST0du7VEQhHXLZzFwuEWsJ7mYiBUCAP/20OT96N13buYoFQS1iFbFuZcHyO7dwhEJBwgYQ+UCpWAqnmgVJks5IPLcRbIJYlEBLB+uo9mkt/UdUDpSrOot/StOXAI21rKBAcKAUailOJE0gNjrSNQCDVPNLWMe3208oFcpBN3v3rP5qa/vkwVkfa3tK0rkmL5ToLBEfagsbiVOIEkqZzfEIlrsMLREgFAqEzwgppcdv+G7VAHv6z6SDzxqdfiaJjEikQr7bdqm4Ii5z0UU+B3BK3LSIgEFApyRNI20jolSAGc6Ojq1UQyOzo6EpIgdAI1ohH274PtZmiyV8rFsiH/zat8e6/DoaKYHm1rdIY1qUJO3UWyIRH26IBAgGVkkCBHKZxHsGOh2UyO2u/xpzzBilC3WuORnkOe7St/HlYEvz1738XBqMeCozDn0n113IXEv5H82tbiqwIrzWfv3wpTo68fFnZw7/2et2iAQIBlZJAgaTHQm+HFRfoRlhjaa+2hd2QtzY8DLERlnfbanUkSF1Y9mpbNEAgoFISKBD2uanCECQy2ABkk3fbajEEqRP/CWqbeGygBGwAEpc5WBAIqJwkCqSnoPgQhG6/Vejxblu8hiDlD0D82ras+ABE3LZIgEBApSRRIG2btcpXo0cIXYWu/enXtnInYsWG/wa3reLV6FFx0a9tUQCBgEpJpEAG6VdZ+dM8YkYX/SI76Ne2shcTxoXvg9s2XPGGWNFwd9ivbVEAgYBKSaRA2OlEqgaxaAZdO+7ftr8oHMAKalvFZ3JEwz7/tkUABAIqJZkCSZ+mH+bylm3EBHaSekc6oG3/VTeAFdg2/RgotbgU0LYIgEBApfz/7Z2LTxNZ//+n1PSC7EMXN0abRXul0FKQL2Dbx9Ybj37lIrqg4oMBBf0q8gRi+CViFBMUE1eDxsTdNd/E7O73P/3lc85c22k7neltOu9Xsgu0n5k548ycV8/5nHN6w5EC8U2y8TBJG6ZB/sUWwwhOVjs3O47E4iOwqp9b8p3HdtDX41Y+t+YDgQCrOFQgfGk+IWc7g9D3iVT7Um1+biO2M8hfI0bPLdeM6YR15b2B69Z0IBBgFacKhK8OLhRsZpB/sS+0Ey4ZOTe7GUT0h6FzK9jMIO8NXbdmA4EAqzhWIKkFG7ZBxPbHQszQudnLIKI/DJ5bzla9WCvGrluzgUCAVRwrEF+UrYwhJG2USf8f1o8ujEcNnlvQRpn0v4O1nVvSRpn0VaPXrclAIMAJAjl24kSP0R3UEBvmH3ntM5qXj98VRsLGz+24vcbv1nRuZ2wyH2T7jPFza9S9rh/rDIGsfTg4cjqzVfRqJn1APxa3th7xF5TfypPPZDR/Lx7kj2xlTlc5fP7IycwH7YslL5TnQ+bkkTbmRnMEYvRe1xNIT1dXV5fBJ6Wm2H3+WVb4yRbdWP9i8wcFYTxcy7l9sUUj5O8vZs4tbYs56SvpWs6tUfe6bqwzBHJDSB/JCGItnP+Q578EBaaUA0FY5C8ovxWR/yCSP/JBEDSS2RIKR7JCturh0/xf6tGHk9kba/RbQSoPsZhXQ4VYlA65eOTISaFw5IjTBdJj9F7XE8gp2rjX0HNSY+znKf5sC/9u+5UV/5utf0X96NEaz+1422dC/jpu9tzW2z6X/n69xnNr1L2uF9vRAtni3zm5qBbIGsm8sKYViIK+QNh3uBAZSSBrpxkfKgkkk+bkFYHkeSaMSlIQsvm8pg6WoWJ9UJUIAvHVcK/rCaSXNj5l6DmpNfZ/+ZgeQQj+s60V8t//5BkCQbgbq/3c2lshfx23cm7trZD367WfW6PudZ3YjhZIlv/D51UCeZQTgoWgkFzUCESs6dPlBCKaKKcIRKzfM5UEIl34A1kgi0khd3ory/7VaFBeUAr9wL7aLCkk2U/qWcuzI6ZZCATiq+FeL9uFdczQc1J7bLd0oYX//L92dcj//FsqZPD/zJ3bl5/9bd55ZfrcgpnNNl3gfXs1a+66NS22wwWSPjg4OHikEsgNIbl2ZDHHanzjXVgiGSGraYGkhWwlgaytreWEG2trj2SBnObmuiEkHx0pCLl0WrtBUsiVngEEUuO9rptE7+ntNficmIid7JMbj8n//FfbZUP+9V//kTUgLFw0fW7BLz+3XTbk75+/1OXckpmhlTZLqG+vDGWSps+tWbEdLhCxYlcEkmMF3hKSNXVhUU5i8ciRtHBSkwNJC7l0oWIOJCdQel0WSFZgGfg1QVjT5kAYW9Ra0R40KGwdHBxkIRCf8Xu9icN4JUIPxVE9nMJ//v3Pf/5XG/DPf/77P3z6mcjIXMjiuY18OX78+M9twPHjX76M1PXcgoXM+vqZoTbgzPp6phC0dm5NwmECWaQOLfZjTRZIPq2inEBY4yQpnOZ9V+J4Ln6JKwkkKdw48uFDVhEIa3PkaWeaHAixmBOSQkFTgIyQW2QfQiAQ47RAID5f6k9NZdaejPxpah1wnJs9z60pdLhAcplM5kM2GZQEsia2MYL0UZ8J5NFiEfLWB/kigTwKCh/UAjkQgmtrp4sEkle3IRYFIfuINhAF8kEQPhw5spgmIWhyINQsyQm5taSY35fKLxwcyWYy1MppY25YvYc6QCA+X+xHcWRouzLebXoSM87NnufWBDpcIMRp+iEKJF8iEOo30iBp46SmP4mnRxYfqbuw0tQhVZQDOeBDrJS/co8oFS6NwsoIQi4dFIJ5EkgurUwpWcsGhdzakXxSCGbFEuTTAusAQw7EFgLx+UIXx9r24+zI2EVLnSA4N3ueW8PpcIFk+KwKuQuLZR+OHHnEPMEE8kHdgcUG3Yobp5VzO9jaOikIJ7OZdC6rCOSDIByUtEBOkqtUBWAHUobxPjpJPVLsGOocyCMa3Zth0z9ok9yjI0cOMoIQFLvKIBBbCITqosnuu233gXb8bvdkHWohnJs9z62xOC2JnmTdTwdC8JGcAynDFo3XKpoGIiRPygJZSwrZNXpNI5A8PwBnMSiwt1QTCY88WmPzBIsmEmaDNHZ3K7tF43eTlKxJCkJaOj4EYheBMCKT89MPu4+2Ad0Pp+cnIzg3nFvDcJpAskLhEbUuqJkgCkQziU+VgViUR1sdnDx9+vTWh4O1R6zdwV5fSwq5xcV0ySisR6oseFZIr1HeRC0QGUkkfKtH0jBhidNSTxYEYjeBAOAYOlwg6a2t0yczKoGsBYX0jTTPdIgCUXViaQSiYY3kwaK5QLZYyqLyUianKYtyUghuqQQizm1klCxwpRYIdXedFEsDgdQCBAJAs+hwgXAWVUuZfGBjb5k5RIEsrkkclBXIIhs+pQhkMSl1MJUXyAeBvZwWMiqBnMxJBKsJZFHO4m+psu1tyA0IBABn0tEC+XDy5MmTp7cONIsprp3Mip/sRYGcLtOFpS8QNqPwyJED6bwrtEDSGWqrPLqxqNuFpc6BfNhiFKjFRHzQCqTNuQGBAOBMOlog+qvxysgCSZ6UWawqkCIqCETOoVQVCF9iUYEN5IJAzAGBANAsIBASiLKSevkWSEaWzAcLy7nrC+T0SS1bJccsl5tpB25AIAA4E2cI5HQuW0kgKsokGxbVMRpbfMilqwpkK5etLJDqxzT85VMtAAIBwKE4QyBE2W8kzKs/+5erqLdUlHQsVftGQt0vIMymK81CoR4w9THRAjEMBAJAs3COQECjgEAAcCgQCLAKBAKAQ7EikB90Z8MBp3GS7oMfIBAAHIcVgcyVZJSBE8nSfTAHgQDgOKwIZECesgCcTJrugzgEAoDjsCKQBFufttXVF2g1QboPohAIAI7DikC8bAV9e8yWBg2Dfaf8uMlbCAIBwKkCuVRh6h1wChm6C8YgEACchyWBxCutPwicQV6wkAKBQABwrEAmppBGdzxpugemJiAQAJyHJYHwgbwYyetksuwWmDZ7B0EgADhWIBMLrPqovhIU6FBOsxtgwWwDBAIBwLkC8Q6yIZxogzi7/REMm76BIBAAnCsQ77T4DUj0HePAYeRZ/sNCBxYEAoCjBeL9Q/oiDcwHcRgHbPyuIAh/WLh9IBAAnCyQCckgQjCdPXkaOIKT2TTvvCR/mE6AQCAAOFwgXu+8XJUA5xG00H8FgQDgc7pAvOG+VtdioFUsmM+fQyAA2J16CMTrHWAzCoHTmJq20n0FgQBgc+ojEO9EfIytrAicw/hY3Ko+IBAAbE2dBEJE43M//AM4gh/m4ibXby8CAgHAxtRRIADUDAQCgI2BQCzi9/v9rS6DjQlAIADYFwjEIhCIJSAQAGwMBGIRCMQWAjl24kSP0R2YiI1NTj/srsaP//d/VWMQi1jTsQ+nJ2ONv9e1QCAWgUCaJRCj97qeQHq6urq6DD4pNcdOHu3DXFrQFgT7jk428l4viYVALAKBNEkghu91PYGcoo17DT0ntcY+xBwo0FYsPGzUva4TC4FYBAJpkkAM3+t6AumljU8Zek5qi/2G6U+g7Rj/1oh7XTcWArEIBNIkgRi+18t2YR0z9JzUEpu62+qqAgA97qbqfa+XiYVALAKBNLML65jZJHpPb6/B56SG2ItK82Pky3EAWsyXEfmGHJ+s771eLhYCsQgE0qwkutF7vWnDeO9LqfMvP/9FtwEAreavn7+IN2XwflMeAgjEInTVWl0GGxMwLhCjNEsg0tcYfPm71bUGAAp/f2mmQSAQi9Ala3UZbEzAtgK5yP0xAn2ANuNv3pMVNNaLZQ0IxCJ0wVpdBhsTsKtAUjz/8QWdV6Dt+Is3QsaNZdItAYFYhK5Xq8tgYwJ2FQgff/Wl1VUFAHpwg9xt/HMAgViErlary2BjAjYVyDz8AdrfIPMNfxAgEIvQxWp1GWxMwJ4CCbHp5yPovwJtyl8sDzIVavSTAIFYhC5Wq8tgYwL2FMg0+3yH/DloW/5mt+h0o58ECMQidK1aXQYbE7CnQBbQgQXs0Im10OgnAQKxCF2qVpfBxgRsKZBJNECAPZogjR7KC4FYhC5Vq8tgYwK2FMhRNECAPZogfzb4UYBALEJXqtVlsDEBWwqkj0r9c6srCAAq8TPdpX0NfhQgEIvQlWp1GWxMwI4CibFJ6BiCBdqav9h0dPqOwgYCgViErlSry2BjAnYUCEuBjLS6fgCgMiNNSIJAIBahC9XqMtiYgB0FwgbxIgUC7JAEafBAXgjEInShWl0GGxOwo0AeUqGPt7p6AKAyx+k+fdjYZwECsQhdqIbtfOLmzQnNCzdv3jSw2c3iKGObtQJbCqQbAgF2EUh3Y58FCMQidKFq2+LBg6IXrj6RuVD0jt9/1es9d17kpveJf0d5847MZZLNZc55r/eCVKRz58+LhXzibU9sKRD20GAQFrDDMKwfm/AsQCDmoQtV0wZX/X5eq8tcVi4508MF0SY3RYFckN69oxHIE2WzsyQL8fcLKoFc8PtZCwYCqSsQCLADEIgNoAtVS/z5Hb9/R2uQy37/HdZ4GOV6OCtef0kgd0ZHz/r9Z0dHrxYJZOeCyB3qpmLS8RcL5Kb33LlzEEhdgUCAHYBAbABdqBr9UWyQYoGcv3r16tUnikCo28vvv+z1njsnRjCesIaHzATr5fJrBDJKrR3mIwikjkAgwA5AIDaALpTx6Js7/gt+/wX/zs0KXVhK40EWyChTAMlH0wKRkyC0a3EXFxSB0EsPvKM7OxBIXYFAgB2AQGwAXagawkcveP1+74XRSkn0c4SmBXKVjnLVe3ZnRz8HQiW46fefpV3cUQRyQWrsQCB1BQIBdgACsQF0oWoIn6At2A+Jcxc0PCjNgVC/19mz/p3LrNUhb3j5woULT/z+UdqKC+TBzZvnzl+9c5MLZOKB33+BNpuAQOoLBALsAARiA+hC1bqF5s/z2ot+lgSyc5YQBTJBTY3z53b8/lGVQCYYV/3+y/w3uQvL7z/PBHKeEu8TV3do8BYEUlcgEGAHIBAbQBeq1i00f97kWQy/f1Sa0nFWzo7zFsiof+cqE4J6FNYD7b1ygQtk5+zZ0QtcIDd3/KM3vd7zo6PowqozEAiwAxCIDaALVesWRS9cpU4ov/8s/aC+rWKBnHvAU+40RfDsaDmB8FaJlwVepY6vq5f5XxNeL8uMtCUQCAANAgKxAXShagh/cJ4Ecl4zGV2eKOjn8/7O+s9evXz5zoUnD6Qk+nll0nkFE5yXxmzJw3gnrl4YZW0Sb7sCgQDQICAQG0AXynj0Tb+fpEAJcoVzNO9DnPvBBSIyKglE1dxQkuhntTPRmUDOjhJnpWG8yp60S2q1DxAIAA0CArEBdKFqCH/gp5nofk0LRN0bRRX9k9HR0SdPLjy4fF4SyGVpmO/ZKgKRYS888fsfnD93jnIixetvtQsQCAANAgKxAXShaom/Qxto+6Ee+P2jEtqWgjyRUEI9jJePvpqYmBhVBHJHmkPCXpDemNhBEr2eQCDADkAgNoAuVE0blDYHHkhLmfC1dI0KREYlkFE2l0TqwiIz3bl8+c4oWwilLYFAAGgQEIgNoAtV2xY0rtZbrgvrjjWByLAXJqT0/E679mBBIAA0CgjEBtCFqm2Lki93uvpAQdsCOf/kifaFO8XfGMJffKCeUcKQjnX5wYULdy6369dJQSAANAwIxAbQhWp1GWxMAAIBoDFAIDaALlSry2BjAhAIAI0BArEBdKFaXQYbE3CMQGZmZmbKvsG+JaZJlC2ImR3pFXyn2hGafcZOBQKxAXShWl0GGxNwgEBev379esb/0eVy6Vart1wu16y/GTzP5/PXrrlcrlv12NuMy+VyXdM7TLUjvHa5XM+lvZQAtdQLCMQG0IVqdRlsTKBJAjl24kSP0R1Uja1RIN+ZOiSBzD5//ny37gJ5/msJpUF5l8u1bFAgyxsbGxuNFwiVpojKRwV1FYjl5wICsQhdqFaXwRkCOWbwXtcTSE9XV1eXwSelemx1gVyblZkpEsgnqsVZ0M41hp5A6HWNZYqZWX7+fHZ5RlNpa/nIDvFcRU0C2ZB2Ieqk8bMAACAASURBVDO7oWJXJZDiN0oEQqcuQRtAIO0iEOvPBQRiEbpQrS6DIwTSY/Re1xPIKdq419BzYiC2ukDy6hqznEB2lSCtQJhTKtXy114fss0OX+9WEYjqhcOaBHLAtlBD1b7aA7JAWGklliEQGwnE+nMBgViELlSry+AIgZwyeq/rCaSXNj5l6DkxENtYgcxscDuUr+VnlRr5o7glq7SXJZ5bFwjTxUxZgezWSSBiK0yC3oFAmicQ688FBGIRulCtLoMjBNJr9F4v24V1zNBzYiDWmEC+//rroQmBLFNARYEsH6q1wLMQVGnn5YhdWSCUDKHw75QUqUUgv4o2UNi4JXKoI5BbNFLgYwWBbMg9etokupby74CGdWFZei4gEIvQhWp1GZzThXXMbBK9p7fX4HNiINaYQJZ5fVheIOIIJG0OhFXLlQXCPvH/uvE8f6iElREIg47INFODQJZZEV7rvbVzyHeuEQg7gU8VBHKtkiZmyHMzTR2R5gQMJNEtPxcQiEXoQrW6DM5IovcYvNfbYRivIYHoJtGpWj5kvUXlanmWNvg0IzVFDlk/E1Xar3clljUC+bV2gezcUjdvSo//ybJAPqrHibFdFdkVWAbDeG0AXahWl8HGBDpzHoghgeh2Yc24XLfYXI2ytfysS/4Az0RzrUISnXEoHdG4QKQcDvOUzvFfWxYIoT5p/o+Tf/36VsXRZ6AGIBAbQBeq1WWwMQEIpEgg32fFRkbZFggNyd1V6vndKgJhtfMsO65RgbD9blC55ep85/nGBlXvn379KPqrskB2d3dnqgpEyp2zDrNlJZden5nyjgcCsQF0oVpdBhsTcIhAvrNUtgGB7FBMRYGooH193KkiELaz5zUIZJePIt5hTZ1fZ3WGUjEdVBQIM5CuQHZ22D/LLZqnyDL1OiCPXhcgENDpBBwiEI6BJDrDoEBYTc1T5zO7JUhRzAOvDQvkWp6p4tOu1JF1i42c0gzW/bRTs0Cez84+f76Rf/3JNask0SGQhgKBgE4n4EiBzO5eu7Y8u5G/RfVuVYHslunSYTn071VTBkwD33dmZ2dv6QhkZ+PTLVX3Euu3Ev0hp0IOqSPrtev7p1uv82ySCqvgaxOIwgYE0iQgENDpBBwikOfP1V1YMvnqAlmm9z9tsEp+Jj9TNJ3wcFm3/0olrB2uhOUySfQNrYRYc8Xlko4zyzemeHGRQ9rHx5mqAvk0Ozt7TV8geUUgpSspYj3FOgKBgE4n4MgkuszrqgK5Js0a/PQ6//qjam44MxLfsKJAxDdvlREI65ma1f79WmmSzLAmybK21cObFrWNwqKpjJ8+3Xq9MXtNPQ9kd6MEDOOtFxAI6HQCDhbIx1uvn1cVyHKpEuSWg+uQb1dJIDO/ulzfqTjP9QWijATmLL/WrhXs31nOKzMUlz9KGZBaBFKMSiBFp0dgKZN6AYGATifQuQKZ5fnxYoHw1aquXZNHuVYVyKdbchblUOzc2Xmt8od67d/vqlVDZmd3eGWdp/19XNYVyLVf1VPYq8B6zT6KuoFA2h0IBHQ6gc4ViEixQMQhU0pfVBWB5KlBsPucdTV9koZvsb8+6nT2yLPOVQX5uMt/PNedSDizrDfdXI8ZdlYs61IiEBl9gezSGlryKatX472lgYoPgdQLCAR0OgEnCiSvqSYrC0SudXeXZ5fF9scu6wb7rvbH8vPnz6+VCIQ3VDZ4R5brV71RWMaZ/aRu9dQoEE33W/klE6ljDgKpFxAI6HQCEMhGPp9frmUeCPU6uVzfNQ0HaR30ohYIq8vZ1MSPrsPlWlbj1Z9d6PpVKal5gSwrQ7Suab9Fka3bW3vhgC4QCOh0Ap0pkF1lWY6dagLRoaJAZr7r5AwkgeRfv1aNoaLX+YwO/7VPRr6RcPZTGXa5JtQLVckCWVYzY0AgxWeKHEhjgEBApxPoTIFoqLNAVCuglAqkGGXmyIyRxRTFaSCl7Pp3vyvLmmgFUkytAjnUtkIgkHoBgYBOJwCBNFQgGiwJxD+7oTVA3QTyvVq5gTkgENDpBJwqkCJ26iCQImZNCORaPp8/0PlPPQPetED0iscGGOe1GB0VBqoAgYBOBwLRE0jt1EkgtVA3gbhch2rwjVL1AgIBnU7AAQKhYVY77SCQ2Xw+v9uOAtECgdQJCAR0OgEHCISjmkpHw1iLsFpX6OyyzDK9NKfP8NTzSszQGekdZLb0CDPlirdb1H2FLqw6AoGATifgGIEA0GQgENDpBCAQABwmkP39/YnPX7/um683vn79GtG+slXyij6hVCrk/fr1N/PHBm0EBAKA0wTytr8/tN/fT5X4N/6D+K2//5s2LrqxsaG/h/7+/ljJKynVnxOJREJXKPt0lP7+/vIRwEZAIAA4RCD7GxuJCgLZKhHIZ6roJRJvJRKSQORXNkoEstHf3096mNjf2NiY8HojnzkpWSBUiq+WKzDQWiAQABwikK/9/fs6AukXLdBfIpD9/v7+kNomnM+SQORXvhYLJCruLEF7JZPQrohvikBohxZ60UA7AIEA4HCBKBQJ5DduC07qN0Z/f7/cAunv79/67be3OgL5ytQzQdFlBULFeDtRp4oMtAYIBABnC+QtNwOJQCuQiNi40MAbJbJAYmwXxQJJ9bO9UztEFEgkkUgkqAAqgZBU0ASxNwEIBABHC6RsDoSaEcVVfIzX/VUEQhmQz0wg+9QIkXLlb/v7EyqBTFD3mZXaC7QcCAQABwok8a1aC2Rii3qcZIOktr5+5YmSr+UE8m1f6u+isAmvN/pbxKsSCAljYr+/f4uaHlKYnGMBdiQAgQDgPIEQlXIgE/sUtM9aIV8/i00PJUhXIPKYrYiq60slkH16VUqGqBoqwL4EIBAAnCuQ/bdqpO6qCbn3irVD+t9+I0O8/br1VdRBZYHQ+KrfSgQy8Zb2qBbIfmneHtgLCAQABwqEchMVZoOTKN7yxgFro4hmIQewrXQF8jnBp5loxKAIhHrLJui9DcqxF4sG2JIABAKAU5Poif1ixB6laP+WnDwPffsqjrZlDRNmg8pJdCVzohIIWeWzaia6OFhrq15VGWgFthRINxX6eKurBwAqc5zu0+62Eshv3za23iZkgWgzIESZpUsYEfLHRa9GIJ9TqQ1DAvkm7rxYIJiMbmsCdhTIQwgE2EUgD9tKIDy1YU4gn3lanVF5JnppFxZzD2tsqAWSQBeW3QnYUSDTVOgvra4eAKjMF7pPp9tOIG8VgXiVUVPVNo6xraV2RWWBfFaZSBTIW+kVtUDUccCWBOwokEkq9EirqwcAKjNC9+lk+wjk8/7+58+pCc1EQn2BfNOMzWLjs0gBtIyiWiDqzIlaILHSYbwJMSWvEYi6qwvYkoAdBRILUqn/anX9AEAl/qK7NBhp7+Xc9QVCEzS0fPN+7v82YXQ5d3EiIaGeiV4sEDknD+xKoEkCOXbiRI/RHVSP7cMwLGCPQVh9Vu/1KrGNEcj+12L2vV71nPEqAlGtwlhBIFjKxFECOWbwXtcTSE9XV1eXwSfFQOxRJEGAPVIgf1q916vENkYgVakikArZcSym6FCB9Bi91/UEcoo27jX0nBiJZUkQ4e9W1xAAlOdvoXoKxPpzYUogsVTK21CBsM4p/ZXaI/Q9hPx45YNA5wnE8L2uJ5Be2viUoefEUOwCmiDADg2QBev3euVYUwIhJiIRpfKORGpMRZRuENK8UuXLoiKRkPKlU8ARAuk1eq+X7cI6Zug5MRTLBvKiCQLavQFSZRCv9efCtEAazG/VvyzqK75PynFdWMfMJtF7ensNPieGYkNTbCQvBmKBNuUvNoZ3KmT9Xq8c264Ciezv76u/I72Uif39/WjTygNankQ3eq83fhivz+ebZ5/v0IkF2rkDS7jf8AehXQUCnEHAjvNAiLswCGh3f1xq/HMAgYBWYluBpMa5QdCLBdqOv7g/xlONfw4gENBKbCsQ3ySbji6MIJMO2oy/Wf5DCDZ4FRMGBAJaiX0F4rvPDSJ8gUJAG/E3b34IwcYnQCAQ0GJsLBDZIMKXn9GRBdqCv34W9dEkf0AgoKXYWSC+SZ4HYT1ZX44f/xmAFnL8+Bfed8XyH83ov4JAQIuxtUB8KT4WC4A241IT8ucMCAS0EnsLxOebZzMKAWgnpprTfUVAIKCV2F0gvtA0WxcLgHZhYbra/PM6AoGAVmJ7gVAq5GiflE4HoKUE+/5sUvJDBAIBraQTBELfUTg5/bD7KAAtpPvh9GSs2Xc+BAJaSYcIBABnUkeBJAbmfgAOYW5A/n57S0AgANiYOglkIn5JGYIMHMH4pbj11fQhEACcLpCJOWVGFXAQU3NWFQKBAOBwgQxiIKNjWRiEQABwLHUQyA8Yw+hggtMQCABOxbJAJsZaXYWB1vKHlW4sCAQAJwsE/nA8f0AgADgTqwL5odW1F2g90xAIAI7EokAGkf8AQjAMgQDgRKwJZALjr4AgCH0QCABOxJpA5lpdc4H2YAACAcCBWBLIBL4MATCmzI7EgkAAcKpA4rz2ACAOgQDgPCwJ5FKrqy3QLoxBIAA4D0sCwQpYQGQcAgHAeVgRSEKqPQCIQiAAOA4rAhlodaUFbJ8ECdC2EAgAzhMIBvECmTkIBADHYUUgWMYEyPwAgQDgOKwIhD38AFi9hyAQAOwJBALqAgQCgPOAQEBdgEAAcB4QCKgLEAgAzsNRAsktLS01fn9LS0tJwXEEIBAAHIejBHLF5Xqs/BVMJi1W9FdcrqeaF5aePr0n/O5yKVpJVjvIvcePfxF/ffP4Md9d8rGGZ4INCEAgADiOThfIqzcSS8UCueJyuVSV+/UrWsp8VVbwzYunT1+8SaoE8uYF557wyuV6phXIM3qlEi9crmf3OM+k4iVdGrSSalMC7S2QYydO9BjdAWIRi1iDsZ0ukKdyNXyvWCC/uFyunNYnavQbDtefiZX6dUUgv8gVvTmBqBAF8kLhKQRS472uJ5Cerq6uLoNPCmIRi1ijsQ4WyD2Xy0UaqEUgSXl/j3NqgXzkXU2lAnmsOaQOL1yux085SuySwj0IpMZ7XU8gp2jjXgMbIxaxiK0h1gECufeKcb1YII9dLtcV5c/kdYU35QRyxeU6vJLLvTl0uX5RC+QFf7tEINddWkuV8sLluiceVS4eurCs3Ot6AumljU8Z2BixiEVsDbEOEIgiCY1ASBKux/qZjiWXy6X7zjPWkmGtl6fFAll69uxpsUColcO3qKkLCwKxcK+X7cI6ZmBjxCIWsTXEOlYg16kBUq5yJ4GU290b+vnG5fpYLJBXbIcagfCXXK9MCOSV0h5SJWqc3oV1zGwSvae31+BzgljEItZwrFMFcv2py/WYst/3pJbG9etLS69evXlz5covv7xgftDhGeu6Ys54XCIQlsVQC+TNR5frBe2rgkGW3qh5JQvkmSqRXrEPzDFJ9B6D9zqG8QLQLJwpkOQvH1nDgD7+P+O1ffBQ22+kn/qmfPkrQVj6XUrKV8iBXKe9P84lqalzT98B1++VslTShaXKybcvgYYLxCgQCADNwokCeXPvd5fLdfiGxsuyHMMv1zXjtVyHv2sSD0tX5Oqf2eB39r/raoE8vnfv3ounrxSBJK+8ICM9vi52lh2+uCL3RL2S98dy7EVQsaRBWS4+PAstkFqAQABoFk4UCMtsP2W9RcF7h9JH/DdX3rx6tbR0/XoyqGpT8HwH2YKzxFMnrt+XSueBuK4oAgkyHz27rswdeZws3d/1x6WwHIuUQCkzm7ENCUAgADgOJwok97vrqTzR/Pq931WyUI2tVf+h2kfyF5ra9wtrTmgEcvj42RtVF9Yr1+EzOfXx6tkhT75L+5P/0OGNMi1EbIHYoQ0SgEA49/v67tZ7n6FEIuoL9fX1pUreiuq+Wp35ubmor7uv72FdCgicioMEkpNzIEua+jio/bNoKz73QxshyUcUCC2qlWSvLb148Ysg1vevNIOnkq+C+vsrSr0kS2c0EhBIewskcnF6+mKE/TotCOPslz+npv6UA8ampiycZVgQpnwRQRCiPl+sr69vUnkrwV+tmQVBuOgbE4Sj9Mfc1NSY/M6P6j8AcLpAaKmpFy+efnTltBMJy5M81CSu31BiW2aJLatVtJjidS0V108MXlHvr1QgUgtEDQTSbgKZn5v2xebmWFUeezlCpzHyY0QtkDFBUCriS4LwUtn4/tzcffHX1Nzc3MWaBCIIAhdI99jY2NilYoHE5ubm5svsJzo5GdYTSLcgKK2ml4JwSbvZ/bm5uZRyzlWLC5yDAwSifIw3KpDcvRfPyk6+uKfkRxSBvDA9bEq1fCPlZph6WJNGhWADAg4TyIIwTvU6WSG1IP0j9EW0Ark0KXFbI5DbghAUq+FJQfOOmvERkUl9gfRJh1ULZH6cylGm0N3KW8UC6ZOLeqlIIFFyFDtknzBCLR60T4DzBPL70xeiQIqr5xqraJVAkvIkvxKBJI0eRDXdg3LtSWkeo4rfBRsQcK5A7gqCcOlhN/14qRWIBq1AhKlYNYHInZ4JfYGM9fX19S1oBBKlQpgSiAaVQEJzrHUFgQBHCkTTqcQFwtYwKWLpXulwqKdVBaLwSmlHUEp9qdgo5T1Q2oUFgdhLIGFBEKbppW5BCMYMC0SshysI5BIjKAgpfYGU5kAu8sq+ngJhRYVAgEMFoqGSQIxW+PoCUXG9ZoG8UE0jZAK5/ovCCwikzQUyJxkjNEKVslogt+cl+koFItyvIhBGTBBGDOdA5gRh5E9zAlmQi3pXI5ARQbhNxYVAgB4OFMiSzvTv6788K0V/J/dcrseqoFf6ArmicxDd3R26XPdUa5mUZE9o1ohgAwKOFYhSK0+RFIwk0blAxlMGBHJREBZ8RnMgc8LdRMqcQMol0UfGp1lbCgIBejhQIBYpaquoFoRXC8QwRV1Y0tfbykAg7S6QeUEIpqTepLBGIHcvSui1QFg9XU0gf9LbRnMg9+d9PpMC6ZOLqk2iH43xzjgIBOgBgdRKUbakZEogBOIIgTw82u1LHT163+eLjQhCX9jnm1ygxoLhHAj9N11dIFOCMM/SLIyiHEhIZx6IcYGMT41Uz4FIZ0KHfHj0R1/s6NFyg4SBA3GUQK6/elVpZfX6kFxaWqphVFe1GST0PVeCDQg4TCAq5ugcxil/TWNzjQokMS4II9FigaT4bESZ+4IwEikRyMs/j45duj0VvG9AIJFoOYEwahEIAI4WCGgcDhaI76E44HaEPpvLApmc1zKpFUjsPjVDigRySRiRZhgyQgusig8LwsjYmCIQiYfVBXJxRLgU0hfIVN+4KJBwUVGLpgpCIKAcEAioC04WiC/x57ggTP3IMiGyQCrABELZauGhRiD0x4I68KUgjKRKZ6ITwanbYxerC4Qy7Rer5UCqAIGAckAgoC44WiBslJVYFXOBRLr1iGgEEpkShOB8sUDU3U/UtTRXtJRJaHJyMpFI8WmIPl/q9u3bqQoCuV1dILpFVe8TAgHlgEBAXYBANAKJ6v4jxTQC8U0GBWFE04X1MjiudB+FaEoHG/KkFgjNNy/qcYpUEMjkuGrUFM33mLx4/+HLS2qB6H5ngFoYEAgoBwQC6gIEMjZ5f+7HlxdrEAh/+jRJ9EhIuyzJ7YiOQCh7oqbyKCyVXpRkeQwCAfUAAgF1wbECmR4ZUdfA3VwgoZjIRargpT98RQIJ8bmAusN4KX8ujHGfWBKIT08gYZVApNJROmVS+kMRGQQCygOBgLrgWIGQIWSCU3NFSXRKaxQNzVUE4gsz9+jPA5kMjkjf9lQqkHFp2t98LQKZv3RpbOxo9/xkSi+JTul5abV3DRAIKAcEAuqCYwWSokp57OXRHx/OX0yESkZhVRaI76FQfiLh/YSvrECmpLeitQhEBQQC6gEEAuqCYwVSTG0CYWvBV5qJzoBAQJsCgYC6AIGYE0h0xJRARqThtjRSCwIBrQICAXUBAqlBILVSSxLdILUIBIByQCCgLkAgDRRIbH7+fp0FEp6cjEEgwCoQCKgLEIhIYm6OfT+hSGx+fl49JNY8IXnKoDxGWGfIbU1MalboogPII40BMAIEAuoCBAKA84BAQF2AQABwHhAIqAsQCADOAwKxQnpzs4bvjlKT2SQqx6xvDpV9T7V6xuZ2+bDmAYEA4DzsIZDNd+/evVvd/Kl8ROadTP0OeoZ+rLzLlg3Jejy5GvZ4hoq3spkhOXg8Hs92lQJ4VvTfWF/Z8+ytpvkfSY/Ho7scXnOBQABwHvYQyCpVtx7PNlW9+mR5RPVauZaDsk/27z3r9RLIkFjEM4KQHhpaNSuQM8puiBXPqtB6AhAIAI7DLgJZzWaHtqUKdYVX7WoK2Wx2yLOdzWaz7SyQd9nsmfeebdbvtW5SIME9z7tMYX1vryD+XUsRGgYEAoDzsItAqC4f8uyVFQiRFWvkXDabTQvpM2d4J0/mzNC6VNdmh4aySTMCWV9fz8gVdXr9zNDQmQIXSGZIPE51hpgRsh7PT8UCSZ8ZWpd2nz4zdCYTlAUSzGbF0ovkPKxEOXbUDCmTN8zS9GuWTl3ai3a7xgKBAOA87CQQ+RN5FYFkPB7Pambb49lOC0KSdX9ts1ZE+j39/j5du0BGWJ/RKquRCyu8BynLXMCSGeXbKDoCWfdsB7UCCarKyMvreVeQzjft8Wh77oIej5J9Z2fE/1k2xZ6tVYphf2yLnVzNAAIBwHnYRSCr6+ub21IOpIpA0psrnneb71a3qS7d9Hjebb73eNKCEHzn2V5d3fa8L805Z4bSFQVSWF1d2fN43lPrZdXjeb+6urqSZgJ5R8fZSxra45Dn/fr60J6YvFAEMkR73Ga+43t/x6TABXKmpJts0+NZlcYTrK6s7IkCOUPjula5XYbEsy6fNKo3EAgAzsMuAqGWw1BOlYjWqRwlgbC6eTNI9bWQ3KYKNfmO/p9lrYb0Nv1fS27b817/oOr2RZZvuackrbOsul5netKS3PbslXiKlX17UwyWBRLc86wkqaWxydobq0FBWKdmEhNI8H1JJiRHTaDNgl6qJLjqeZ9je1wNCsFmptfbXCDHTpzoMboDxCIWsQZj7SKQ96urK9vbQ0GjAqF300ND1J1VkDqPhjzvyqXgPVJ6paxA0pls5h3b8p1nb5PlKJhA0mxrPSXpCWSPtWQ2cxqBpPkhVqh4Z3h52TyPTc9KMrOic6LJoW2PZy+jI5BNzx61TdJcaes6WrSvQIze63oC6enq6uoy+KQgFrGINRprF4FQzV147xkSkoVC4Z1ns1AoBCsKROxUWvd49vb29lgLY9OzzX8vncCXZZMzig+6mU6n03tUu2dYrsHDipHZo3YEm4aRZdV9TkcgunvkOZDkKq/xZYFkuCM2SWKbqsy6mNTQm26YHNrzbP9UIpAh3g1Ge6Qz3avfmObWC8Twva4nkFO0ca+h5wSxiEWs4Vg7CURqQlTLgTBtyK953q0QLB2yzX5dMZZbVuVAcjRxb3N1j7+SXN/c45NS+DBeXYHowQVCWyV1BLJKkhuS1ScLRL+0P+1JZlEEckYqSEZ11p0iEMP3up5AemnjU4aeE8QiFrGGY20lEPYZ3ZhApN/E7iHGGflDe60CWfdsU68TtYA4wQxrx5gTiJgzET3CusCGpGTHuqq8m56VdGHTs6c/z+OdlOCQBaJsm+NtpWbScIEYvtfLdmEdM/ScIBaxiDUcaxeBbBYK6TPSgNUaBCK882yfKSRH0kFBKGx73mcLST6BolaBFITg0J5nMygImXQumcuaE8i7QiG9vsfH8WY8ns1M5kySZVUyhSHW1kjuebbPpJO5dFI0Q6Gkxy2zup5OJtf56IBCobBJey0IAjktSbCybw+lk0naS0d1YR0zm0Tv6e01+JwgFrGINRxrRSA/NK12kvLZ4jjeXCFZSSCarp/0Nv8rrawBslezQArbnu13e3u045wg7pC6nWoWiHoRkuCeVDCauEJzP3jHlrx33rQYKh7jJUXQTHRpVROePuFQ4vwnvu8mDuP9odECMXyvYxgvAM3CikDmmiyQ96uV60NdgQjpVVbjs02zbA4gn8dn4KDKPJDsnsezl6XqOpfkAlkhZ5gSyN6K2NHEMvN7ZIfMO0rL866qDC/vuiSQ3J5nRVNgHsCz+OUEIhQ2pb00ibmGC8QoEAgAdhDIgGAPgoW0PGQrWSiYWjoqSKO+gqx7KJgrpHP1Wf82+ZNUmNxPSd3y6hcmJ29XIahQZS/1JQ6BAOA4rAgk0bzqCbQ7UQgEAMdhRSDe8VbXWqBdGDd5C0EgADhVIJdaXW2BdmEMAgHAeVgSSLzV1RZoF+IQCADOw5JAJqZaXW+B9mBqAgIBwHlYEkgTB/KCtmba62iBJBJRQ3GxRCLSuFKEEolUyYuRcNjEIVOmttIQK91FKJGIWdwr6CiBTCy0uuYC7cDChLMFMuyOS7+mBgeG3W73cFyvBg673aVVfN2IuN2D/LdoPE5HT7jdkajbbUxuFQoaicVCZnZRfOCU2x2uvSygcwXiHWziTAPQrgTDXkcKJDowENMKJBR3K7DKMhKWSdRfIPFhmZRKIGG3u2aBxAYlUsUCibvd6pZDWIPyTkj1akgSiOrfAwLpQCwKxDvd6soL2LgDy2tvgSSkalYWyKDbHY/GQr5ILDzMK9CUUoEO1CCQQdpgOB5mn/zD7I+BeOm2Kl9ZFUhULb4SgagPrXKC2+1OyK9HVK9CIA6hmx7gf5ivALx/tLr2Aq3mDwu3zz9oB90dI5Bh97D0ZopX57GBgYEBqv4HBuK1CoS0EZMEoq2sRWKpVCrudidSqVRIEsjg8PCw2z08PJyoVSBx3gKJFgtkQLsPuakyOEjHll+P8FN10w9ZILFYLDbgHqYfEEgH8pAe4JcWaoAJGMTh/GE6AeL1el/SHh7aVCByN78sEKoqlTfl2lJ6X0cgCTG7ENFW84NudzgcJxGE+K7C4bhbsZMauX0gCkRuwMpotwAACxNJREFUlegLJCWVoCifrwnUFDTmdis5Hi2lehp2D8i7kN4aphYJd+rA4CDy6J0E64K6ZKEG8HrnkQdxMEEL/VfSXNTpjhFIguracDgRHqRWR6S6QAbdA6xujQ1rmxeDbjf7TC91KNGuBviPYoZZDG+ykEBS0eig252IRiN6ApEPFBePXF0gzEj6LaeEEYFQLx47Ju/OM5HTB23LJD3AU5bqAG+4r9W1GGgVC+bz5ww2k2jSpgKhZkLRKKwoDcHisIFQHMp/6ApEqWUHi7qJmECoUTEsCySuKxDKXQyHVALhu6XP+ToCiQ2746Gi36oIJOx2x4dVNqwokBArcCiVSiknRAKihhRaIB1IjDUfUtZqAe8AZhQ6kqlpK91XXq83RXsJRmwqkAGpa2fYPUyDrIhBt3twME7JAW0fkJQNH1RPj6CWgt7vskC4NJhAQpSkKC1DaMA9TOIIRSIxWSCs8h6kVlCRQFLDSrtD/Xt5gYQGqfZPuN3D0vlEKfcRjw8MDFCupciI1MiIsBOW2xp00m73QATDeDsS1nqw1g1BmZD4GFZWdBjjY3GL+hAH8fX57CmQmPTJmnqRpEbGIHeFpq1BSXAmB54Nl+rpSNztjidkBuT6XyUQ1kQRk+jDg6WzMWjccILGfoXU80BYzxcrlFYgiWH3sHLAsNstDkMuK5BQgtIwMd5DJo4Co246FdoGBRU17IuxPD7fHx2F/jccjkAgHchReoRve+tAND73wz+AI/hhLm5y/XYtt+nu+9OmAmG9RqxGHKZRVoM++mA+7HbH6fO52z0Qj8d5m4INTZIq03hcrHIjSm+X0u2l2nexQIYHdaZ289YHJVzCikBoPO2AL0zNII1ApKFdaqKVBMIOTG0HaSgxFT02OEiTWqKpVCQyWNyrRqc6rOqdi6oEFIVAOjUJIljsyQbADGGh/imQpgmEeoziPDcg5kCo9tTCKvSE2x3mTRBtDoQqV7KMCDknVk4g4XB4cNg9XJSAZuOjQrwdElUEwir7VGkOhMKGlQNSbkKp0PUEEmNiEo8VlxpZKuJiMSX4qYYVgcQkAUXjcXRhdSRsNZK7pp5/ACxxl+69BZ8tBUIf+2OUFg7JAklo52iHw2GqhSM0MImP7y1KokdUo37ZPAyli0oSyCBtISbRKd1RVIjwsJg3iYaVLqzQsHtwgMpVmkRXjy0OxTVC0u3C0iyuFSldyUoecyVG8FOVWi+0PzE1xIjF4xiC1XHwueQD1moCAMx+J/K0LQVCI2wH2UfwgZh6LSwaRpsIJ6IRdWCKPnwPs6aEJudMBhEDo+oMiCIQNoVCFAi9WGkIkyQQWnmE6UhnFJZiENKRujBRtzsci1HhBw3PeAxp8/p0qlF2qnw1FOnAsXB8YHh4QJxXDzqLEBtBNW51IBYANZJi4y6mQnYUSIq6n6jziDqeVAKhrABnICz3Uw1K2eWSejnEWgrioFpfqUBoCK08jLd4SRFOfHhAIxDqpxLNpjcPRK7XB1WtH1ZQ9UIkBgUSG5B7uIpPVTkQjeMqO5Ue2J959jmwz/KIGgBqYYJPH7rvs2ULZEDs2w/Fh1UtkBjljOPxQUpo8NdopBV7K+wejpTWyxGpUyehmZTBGhupBGUpxKUNYzGaWcFHAxcVROrXCoXDUd6NxNMiYd2Z6GFxLFesqDtJEsjwQHzQqEC0iIPBxA4wlancA+FoKpWQlgcDHQbriRbuwiCgiUywEVjCpbrfzk3qwpL7YyLaxRTFD9nUEKA6OCS2RHy+WGkXVnnkT+1h9VpYml4ukZLESEKcwRitbTHFUIQQ/+AFTQ2UEAqVviadUmhAGmecSmim6WubSKDT4F0JQh96sUDTSPH2x3j9vx+jld8HoposrvN9GLULhLcSZIHoVb+lmXUZq98Hou7Vkjq3QhVGAhfvQhIInywDgXQsk3w1q3Fk0kGTGBhht1ywzkN4Wy2QBOuuoVw0m8BtXiCxaDQaTckLLUbVf2qhZL5CqJ4CiSRK0Hzph0ikskDCYhdWlLqwGvh9WqB13BfXQ7yL+SCgCYR5r6kQrHsCpNXfSKj0Nrnlrp3GfiOh+iusinIkieHhunwjoSk0y3xJ+RUk0TvcIMLtaXRkgYaSmubZjwb5oxUCGRiWh1BFwvH4ACWi9artBH1xYJ0Jq9ofg6U9RFFThwxbL6jqXCPiMF5p6XrQeUwqS1lNXXr5jx8AaAD/eHlXWXdzvAH9V60RCABOJyX2KgDQHC41qD8cAgGgBcxjTXbQNKYa0n1FQCAAtILQNFsXC4BGszDduO5wCASAFjF5tA9fUAsaSrDvz8YkP0QgEABaR2xy+mH3UQAaQPfD6clGf6UpBAIAAMAUEAgAAABTQCAAAABMAYEAAACon0COnTjRY3QHiEUsYhGLWGfG6gmkp6urq8vgkRCLWMQiFrEOjdUTyCnauNfYgRCLWMQiFrEOjdUTSC9tfMrYgRCLWMQiFrEOjS3bhXXM2IEQi1jEIhaxDo3VTaL39PYaPA5iEYtYxCLWqbEYxgsAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAID6CeTYiRM9RneAWMQiFrGIdWasnkB6urq6ugweCbGIRSxiEevQWD2BnKKNe40dCLGIRSxiEevQWD2B9NLGp4wdCLGIRSxiEevQ2LJdWMeMHQixiEUsYhHr0FjdJHpPb6/B4yAWsYhFLGKdGothvAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAAKifQI6dONFjdAeIRSxiEYtYZ8bqCaSnq6ury+CREItYxCIWsQ6N1RPIKdq419iBEItYxCIWsQ6N1RNIL218ytiBEItYxCIWsQ6NLduFdczYgRCLWMQiFrEOjdVNovf09ho8DmIRi1jEItapsRjGCwAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAAFNAIAAAAEwBgQAAADAFBAIAAMAUEAgAAABTQCAAAABMAYEAAAAwBQQCAADAFBAIAAAAU0AgAAAATAGBAAAAMAUEAgAAwBQQCAAAgPoJ5NiJEz1Gd4BYxCIWsYj1OTL2/wO3U5y43Np4cwAAAABJRU5ErkJggg==&quot; alt=&quot;DBMS&amp;middot;스키마 3 단계&amp;middot;데이터 독립성 핵심&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;DBMS란? -- 데이터베이스 관리 시스템&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;DBMS (DataBase Management System)&lt;/b&gt; 는 &lt;i&gt;데이터베이스(DB)를 관리하는 소프트웨어&lt;/i&gt;. 우리가 흔히 쓰는 &lt;i&gt;MS Access &amp;middot; Oracle &amp;middot; MySQL &amp;middot; PostgreSQL &amp;middot; SQL Server&lt;/i&gt; 가 모두 DBMS임.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;용어&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;정의&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;DB (DataBase)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;조직 운영에 필요한 데이터의 집합&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;DBMS&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB를 &lt;i&gt;정의&amp;middot;조작&amp;middot;제어&lt;/i&gt;하는 SW&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터베이스 시스템&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB + DBMS + 사용자 + 하드웨어 전체&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 모델&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터를 &lt;i&gt;구조적으로 표현&lt;/i&gt;하는 방식 (관계&amp;middot;계층&amp;middot;네트워크&amp;middot;객체)&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;DBMS 5 필수 기능 (시험 단골)&lt;/b&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;정의 기능&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Definition&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;설명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터 &lt;i&gt;구조&amp;middot;스키마&lt;/i&gt; 정의 (CREATE)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;조작 기능&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Manipulation&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;설명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터 &lt;i&gt;입력&amp;middot;수정&amp;middot;삭제&amp;middot;검색&lt;/i&gt; (INSERT/UPDATE/DELETE/SELECT)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;제어 기능&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Control&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;설명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;보안&amp;middot;무결성&amp;middot;동시성&amp;middot;복구&lt;/i&gt; (GRANT/COMMIT/ROLLBACK)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;저장 기능&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Storage&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;설명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터를 &lt;i&gt;물리적으로 저장&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;공유 기능&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Sharing&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;설명&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;여러 사용자가 &lt;i&gt;동시에 접근&lt;/i&gt; 가능&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;DBMS 의 기능에 &lt;i&gt;암호화 기능&lt;/i&gt;이 포함된다&quot; &amp;rarr; &lt;b&gt;부분 틀림&lt;/b&gt;. &lt;i&gt;암호화는 보안 도구&lt;/i&gt;에 가깝고, DBMS 5 기능에선 &lt;i&gt;제어 기능&lt;/i&gt;의 하위로 분류함. &lt;i&gt;제어 기능&lt;/i&gt;이 정답.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;DBMS 가 &lt;i&gt;프로그램 컴파일&lt;/i&gt;을 한다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;컴파일은 컴파일러&lt;/i&gt;의 역할. DBMS 는 데이터 관리 전용.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;DBMS 장단점&lt;/h2&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;장점&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;단점&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 &lt;i&gt;중복&lt;/i&gt; 최소화&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;비용&lt;/i&gt;이 비쌈&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 &lt;i&gt;일관성&amp;middot;무결성&lt;/i&gt; 유지&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;시스템 복잡&lt;/i&gt; 도 증가&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 &lt;i&gt;공유&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;백업&amp;middot;복구 절차&lt;/i&gt;가 복잡&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 &lt;i&gt;보안&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;오류 발생 시 영향 범위&lt;/i&gt;가 큼&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;데이터 &lt;i&gt;독립성&lt;/i&gt; 확보&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DBMS &lt;i&gt;전문 인력&lt;/i&gt; 필요&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심: &lt;b&gt;데이터 독립성&lt;/b&gt; 확보가 DBMS 의 &lt;i&gt;가장 큰 장점&lt;/i&gt;. 파일 시스템과 다른 결정적 차이.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;DBMS 사용으로 &lt;i&gt;데이터 중복이 완전히 없어진다&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;최소화&lt;/i&gt; 일 뿐 &lt;i&gt;완전 제거 아님&lt;/i&gt; (정규화 정도에 따라 다름).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;DBMS 는 &lt;i&gt;백업이 쉽다&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 오히려 &lt;i&gt;복잡함&lt;/i&gt;. 단점에 포함.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;스키마 3 단계 ★★ -- 외부&amp;middot;개념&amp;middot;내부&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;스키마(Schema)&lt;/b&gt; 는 &lt;i&gt;데이터베이스의 구조&lt;/i&gt;. ANSI/SPARC 3 단계로 정의됨. 이게 액세스 영역 &lt;i&gt;최고 빈출&lt;/i&gt; 주제.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;스키마 3단계 - 외부&amp;middot;개념&amp;middot;내부 다이어그램&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;외부 스키마&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;External&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;관점&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;사용자/응용 프로그램&lt;/i&gt; 관점&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;내용&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;각자 필요한 &lt;i&gt;부분 뷰&lt;/i&gt; (서브 스키마)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;개념 스키마&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Conceptual&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;관점&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;조직 전체&lt;/i&gt; 관점&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;내용&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB &lt;i&gt;전체 구조&lt;/i&gt; (테이블&amp;middot;관계&amp;middot;제약)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;내부 스키마&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Internal&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;관점&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;물리적 저장&lt;/i&gt; 관점&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;내용&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;저장 &lt;i&gt;방식&amp;middot;인덱스&amp;middot;블록 크기&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;개수 관계&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;외부 스키마: N 개&lt;/b&gt; (사용자&amp;middot;프로그램 수만큼)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;개념 스키마: 1 개&lt;/b&gt; ★ (DB 전체에 &lt;i&gt;딱 하나&lt;/i&gt;)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;내부 스키마: 1 개&lt;/b&gt; (저장 구조도 &lt;i&gt;하나&lt;/i&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;각 단계의 &lt;i&gt;내용 예시&lt;/i&gt;:&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;단계&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;예시&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;외부&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;사원이 보는 &quot;내 월급 화면&quot; / 매니저가 보는 &quot;팀원 평가 화면&quot;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;개념&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;사원(번호, 이름, 부서, 급여, 입사일)&lt;/code&gt; 테이블 정의&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;내부&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;사원 테이블은 디스크 블록 12345 에 B+ 트리 인덱스로 저장&quot;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;사상 (Mapping)&lt;/b&gt; &amp;mdash; 단계 간 변환:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;외부/개념 사상&lt;/i&gt;: 외부 뷰 &amp;harr; 개념 스키마 연결&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;개념/내부 사상&lt;/i&gt;: 개념 스키마 &amp;harr; 저장 구조 연결&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;개념 스키마는 &lt;i&gt;여러 개&lt;/i&gt; 존재한다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;딱 1 개&lt;/i&gt;. 조직 전체의 &lt;i&gt;통합 뷰&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;외부 스키마와 &lt;i&gt;서브 스키마&lt;/i&gt;는 다르다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;같은 것&lt;/i&gt;. 외부 스키마 = 서브 스키마 = 사용자 뷰.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;내부 스키마는 &lt;i&gt;사용자가 직접 작성&lt;/i&gt;한다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;DBMS 가 자동 관리&lt;/i&gt;. 사용자는 &lt;i&gt;개념 스키마&lt;/i&gt;까지만 정의.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;데이터 독립성 ★ -- 논리적&amp;middot;물리적&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;데이터 독립성&lt;/b&gt;: &lt;i&gt;한 단계의 변경&lt;/i&gt;이 &lt;i&gt;다른 단계에 영향을 안 주는&lt;/i&gt; 성질. DBMS 의 가장 큰 장점.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;논리적 독립성&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;정의&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;개념 스키마&lt;/i&gt;가 바뀌어도 &lt;i&gt;외부 스키마&lt;/i&gt;는 영향 X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;보호되는 것&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;응용 프로그램&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;물리적 독립성&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;정의&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;내부 스키마&lt;/i&gt;(저장 구조)가 바뀌어도 &lt;i&gt;개념 스키마&lt;/i&gt;는 영향 X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;보호되는 것&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB 구조&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;예시로 이해&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;논리적 독립성&lt;/i&gt;: 사원 테이블에 &lt;i&gt;컬럼 1개 추가&lt;/i&gt;해도 &lt;i&gt;기존 응용 프로그램&lt;/i&gt;은 그대로 동작&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;물리적 독립성&lt;/i&gt;: 디스크 교체로 &lt;i&gt;저장 위치&amp;middot;인덱스 방식이 바뀌어도&lt;/i&gt; 테이블 정의는 그대로&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;논리적 독립성 = &lt;i&gt;내부/개념 사상&lt;/i&gt;에서 보장&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;외부/개념 사상&lt;/i&gt;에서 보장. 한 단계 위.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;물리적 독립성이 &lt;i&gt;더 어렵다&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;부분 맞음&lt;/b&gt;. 일반적으로 &lt;i&gt;논리적 독립성&lt;/i&gt;이 &lt;i&gt;더 달성하기 어렵다&lt;/i&gt;고 봄. 시험에선 &lt;i&gt;각 정의&lt;/i&gt;만 알면 충분.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;DB 사용자 3 분류&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;DB 를 다루는 사람은 &lt;i&gt;역할별&lt;/i&gt;로 3 종류.&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;사용자&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;역할&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;DBA (DataBase Administrator)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB &lt;i&gt;전체 관리&amp;middot;설계&amp;middot;튜닝&amp;middot;백업&lt;/i&gt; 책임&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;응용 프로그래머&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;외부 스키마 기반&lt;/i&gt;으로 응용 프로그램 개발&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;일반 사용자&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;DB 의 &lt;i&gt;최종 사용자&lt;/i&gt;. 폼&amp;middot;쿼리로 조회&amp;middot;입력&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;DBA 의 핵심 업무&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;스키마 &lt;i&gt;정의&amp;middot;수정&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;백업&amp;middot;복구&lt;/i&gt; 전략 수립&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;권한 부여 (GRANT)&lt;/i&gt; &amp;middot; &lt;i&gt;보안&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;성능 튜닝&lt;/i&gt; (인덱스 설계)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;무결성 &lt;i&gt;제약 조건&lt;/i&gt; 설정&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;응용 프로그래머가 &lt;i&gt;DB 전체 설계&lt;/i&gt;를 한다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 그건 &lt;i&gt;DBA&lt;/i&gt;. 응용 프로그래머는 &lt;i&gt;외부 스키마&lt;/i&gt; (자기 화면용 뷰)만 다룸.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;일반 사용자도 &lt;i&gt;GRANT 권한&lt;/i&gt;을 줄 수 있다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;DBA 만&lt;/i&gt; 권한 부여. 일반 사용자는 &lt;i&gt;받는 쪽&lt;/i&gt;.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 5&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;개념 스키마 = 1 개&lt;/b&gt;, 외부 스키마 = N 개, 내부 스키마 = 1 개.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;외부 스키마 = 서브 스키마 = 사용자 뷰&lt;/b&gt; (같은 말).&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;논리적 독립성 = 개념&amp;harr;외부&lt;/b&gt;, &lt;b&gt;물리적 독립성 = 내부&amp;harr;개념&lt;/b&gt;. 한 단계 차이.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;DBMS 5 기능 = 정의&amp;middot;조작&amp;middot;제어&amp;middot;저장&amp;middot;공유&lt;/b&gt;. &lt;i&gt;컴파일&amp;middot;암호화&lt;/i&gt;는 따로 빠짐.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;GRANT (권한 부여) = DBA 만 가능&lt;/b&gt;. 응용 프로그래머&amp;middot;일반 사용자 X.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 5&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] DBMS 5 기능을 영문과 함께 즉답?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 스키마 3 단계 이름 + 각 단계의 개수 (1&amp;middot;N&amp;middot;1)?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 외부/개념 사상 = ? 독립성, 개념/내부 사상 = ? 독립성?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] DBMS 장점 5 &amp;middot; 단점 5 중 3개씩만이라도?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] DBA&amp;middot;응용 프로그래머&amp;middot;일반 사용자 역할 매칭?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;DBMS&amp;middot;스키마&amp;middot;데이터 독립성 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. DBMS 5 기능&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;DBMS 5 기능 = &lt;i&gt;정의 &amp;middot; 조작 &amp;middot; 제어 &amp;middot; 저장 &amp;middot; 공유&lt;/i&gt;. &lt;i&gt;컴파일은 컴파일러의 역할&lt;/i&gt;로 DBMS 와 무관. ① CREATE 같은 구조 정의, ② INSERT/UPDATE/DELETE/SELECT, ③ 보안&amp;middot;무결성&amp;middot;동시성&amp;middot;복구가 DBMS 기능.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 스키마 3 단계&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;내부 스키마 = 디스크 저장 구조&lt;/i&gt; (인덱스&amp;middot;블록&amp;middot;압축). ① &lt;i&gt;개념 스키마는 DB 전체에 1개&lt;/i&gt; (사용자별 X). ② &lt;i&gt;외부 스키마가 N개&lt;/i&gt;, 개념이 1개. ④ 스키마 정의는 &lt;i&gt;DBA&lt;/i&gt; 의 역할.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. 데이터 독립성&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;논리적 독립성&lt;/i&gt; = &lt;i&gt;개념 &amp;harr; 외부&lt;/i&gt; 사상에서 보장. 개념 스키마(컬럼 추가 등) 변경 &amp;rarr; 외부 뷰&amp;middot;응용 프로그램 영향 X. ① &lt;i&gt;물리적 독립성&lt;/i&gt;은 &lt;i&gt;내부 &amp;harr; 개념&lt;/i&gt; (저장 구조 변경 &amp;rarr; 개념 영향 X). ③ 무결성은 정확성 보장. ④ 함수형 언어 개념.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. DB 사용자&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;응용 프로그램 UI 디자인은 응용 프로그래머&lt;/i&gt; 또는 &lt;i&gt;UI 디자이너&lt;/i&gt;. DBA 는 &lt;i&gt;DB 자체 관리&lt;/i&gt;에 집중. ① 스키마 정의, ② 백업/복구, ③ 권한 부여 (GRANT) 모두 DBA 핵심 업무.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. DBMS 장단점&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;백업&amp;middot;복구는 오히려 복잡함&lt;/i&gt; &amp;mdash; DBMS 의 &lt;i&gt;단점&lt;/i&gt;에 해당. 트랜잭션 로그&amp;middot;일관성 보장 때문에 단순 파일 복사보다 절차가 많음. ① ② ③ 은 모두 DBMS 의 대표 장점. &lt;i&gt;데이터 독립성&lt;/i&gt;도 핵심 장점.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-7-7편] 이벤트&amp;middot;디버깅 &amp;mdash; &lt;a href=&quot;../02-7-7-%EC%9D%B4%EB%B2%A4%ED%8A%B8%EB%94%94%EB%B2%84%EA%B9%85/&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;../02-7-7-이벤트디버깅/&lt;/code&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch2-8-1편] DBMS&amp;middot;스키마 3단계&amp;middot;데이터 독립성 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;통합본: &lt;a href=&quot;../02-8-SQL%EC%95%A1%EC%84%B8%EC%8A%A4%ED%85%8C%EC%9D%B4%EB%B8%94/&quot;&gt;02-8-SQL액세스테이블/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>스키마</category>
      <category>시험</category>
      <category>엑셀</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/93</guid>
      <comments>https://nirvana8.tistory.com/93#entry93comment</comments>
      <pubDate>Thu, 28 May 2026 18:20:57 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 CH5 멀티미디어</title>
      <link>https://nirvana8.tistory.com/99</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 &lt;b&gt;Ch5 (멀티미디어&amp;middot;ICT) 두 번째 단원&lt;/b&gt;. &lt;i&gt;사운드 5종 + 동영상 5종 + 코덱 + 표현 기법 5종&lt;/i&gt;을 한 번에 묶음. 매년 1~2문제 단골이고, 특히 &lt;b&gt;MIDI vs WAV&lt;/b&gt;, &lt;b&gt;코덱 (H.264/H.265/VP9)&lt;/b&gt;, &lt;b&gt;모핑&amp;middot;렌더링&amp;middot;디더링&amp;middot;안티앨리어싱&amp;middot;인터레이싱&lt;/b&gt; 기법 매칭이 핵심임. 가장 헷갈리는 단원이라 &lt;i&gt;시각 비교&lt;/i&gt; 가 필수.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;사운드 5종 &amp;middot; 동영상 5종 &amp;middot; 코덱 &amp;middot; 표현 기법 5종&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;사운드 5대 형식 -- WAV&amp;middot;MP3&amp;middot;FLAC&amp;middot;AAC&amp;middot;MIDI&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;디지털 사운드 형식 5 종류. &lt;i&gt;압축 방식&lt;/i&gt;과 &lt;i&gt;MIDI 의 특수성&lt;/i&gt;이 시험 단골임.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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9veGch025awCud7e3t7u4Iwo5185dfk2uzur/kf8yYlAmn59xnmt19tr9EAYy2QtxcjgymDxzpVPheW6S/10LENYQs7233///Y++PmMe19wPuN7e7kggwvutKRDxcylYw+fIqqmc7WaWfAhLPF+tWVh6OUEgonHIe1EFcr2uQI7EyWO1ZmHV+Z6+NN6/kq/HNB4UOm9Tnywdm5xpBaKzelEuGOWsAukkBTvrnxDlfCvHb0nLJ9Lra9QG/vvXHAiWWQxa1gXyb9Ovj19y87DQyeOzXR50eYsPCdlupNKIQJy8Pks5+woEgfz377///rtKHdQr3vGcIK93yrREkbfJVWO5egKRvQ/ZOhC9nCAQ7V4jXHiqQDrrCUTd45HddrGWQBr7nrLTrjq4Q4yAPo3bdb0o51M5CCSM5dQZstpWrNQg2X/bLQLh1pjzUiA8CPD41vkfj0XS1PGUcU9C6VaOwRBIjbGYXnm9hjvwCVy9OIEIy+zpCKJDgUxpc6/ZB2ArkDtk2nUul5OMXg26EIhha+Ka+xgE6+8N5TqcC4R2VW7UPyHK+VhuS987m0Ln4Xxqb1+tL5DVpl+fess5Vj2fAmRdB0Iw7oou8HfTAmng8/NUIFq96iBQduTZ1U9bn64+46sVefxUyzkawrpRXyB6OVEg+tYDn0SB3JALJEu2pjn6pO7wpe0fYCuQGh+KOeXFXl9tgainy428vHL17ysv7/SaN3OTvd/aoJyv5SRJ9OudnQ7Oh3K+lntquuv01NXs087OG04EYjrfhP0E3qfqD8ZJllrQGrx8dKRtGCjmozskm9z2DgykhQtQ4ZpzS3a3ifo3qnP++XkqEK1evoJTGI+b2soJZ+XlnsreXVb4DCTvQ7qViVZOFIi2Jp5telsniW6BX4J4IRD2+moKhH9xRv7V3+/EM+sFhfn91gHl/CyHabzhZHlAXL9NmCN5jloCsUHcPsthsHjpZC8s+ir53TCeHvFHp1a3eEyqdzsqD/fC4tN4BwwhfMC1QFRECZhuAVv3FXmyF5ZQo2ksym4arxm1Bk8EQqkpEP7pTEm+TFhIGFIgkJAin0F/MQKZH3Q0iq2d+7IsKNlvwNcigdSZhWVaC8IYsBcI3wrEdGtw+/ItEsgyHyIruBCItsCkZg7EQtatQK7Kuqpbjq4nQECBQCLFxQjEapCsuOOTDg9MR7L+y1zABCJFv4e6Xaz8W3LWwQsUCP84eQs1IhBh7lNjmyluNdcDYVPPVabYlGX0QEIKBBILgVy5LGHLtUA6pv427nNlEzHmM5Y8wfxlfqzjogUyYrjLydOmBcLj+EvtJiJTq0/lS8cbFgjbZ2XVkUBWxU6ec4EM0KndFysQvv/8wJbWbZs70lfRgzACgcRCILU2UrxSH/MN+cjTLqvLO3rv2G8TpU7CygzeefnsysuXPPUgz5q2WCAymhGIdrPc7ODI05dPtV3rtZu4uhdIbYwCYTsDzzkXSHZg8M4nY4i/IIHoN7DpHRy5c2eEjxCS3+sMaIKgAoHEXSDumS8cbW3J7uKno92Gz8zIcugFot+C10k6yEOB+I17gczbfB2y9huNgWADgUSKCxWIE+bk83he1r3iDIFAOo7YrF0jhtnVdsRUIB1z+k00BcS9TkC4gEAiReAEQrbrNu5koiiZOw4CRhgE0jF3xbxMsFe+sZOZuAqEfB0s+tjC+FV4gUCiLRC+F5YU+cwp75k7ejnCd9nLDIw8s91+tWUCObpjx6fmBNLRsXz0bFBdHtk7+My6U6Sc+AqEbPH/VP3IcpZsDAgZEEikmLJu/hcU5ucm5ucbKC6/H8gFw++dVafU8gTZeb6BN2d3P5BwUKtp2Burn4yfmp+b029JBkILBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgAAAAXAGBAAAAcAUEAgAAwBUQCAAAAFdAIAAAAFwBgQAAAHAFBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgwHNWCwX1bqX3CgX1EDs2Xyj8wR5aLhTuNXDS5UKBnov8s8xOWCjc+4PfFnZq4t6Dxw8Kjd7Ml56UM9UxVzCf4J74GqcmCm7q6OiYKBQK8za/zZHX/eCPxu7uyj+De4VCYa6DvGyVjo6OP+jnssrvOCs8hhvIAu+BQIDnFLq71dt9P+5+TP6Zetzd3U0j73I3O9LRMdHd3YhA5ru7u7vn1X86HnRz7pHAOEfOT2C6auyknGXyilZldTL0OhoNxeSJ3Jod7JWrb3yqwM/5uJE7qneQZ0xo//yhvQXyyapnfEAVMqG/PwgEeA8EAjznXnc3vwDu6O5+QP6Z04P7A9Uu97hSHEKD+QSLiKJA6GnJb48faJbySiA0NPPQT98Cq6OhYE+dyT8GwpTw2xR9Fw8eGATjACpO9RPp+OPxY/KqHj9+LAqEtcEce4w8CIEA74FAgOf8oQlkimvjXnc374vo3njc2EXxfHf3g+57Hfe6H6gCWe6Ymr/HYug8veAm1/ONdGroSYU+i0UgD7ofP+bBnvShHrOQrMrRKX+QN6+91wn6m+bQbjJ6tfygsZ4T+SgedEyQj2LC3OkjP00t/0Fe7pTF5wB4CwQCPGeCxLXlP/6YIxffNKI/6H68ysPYHI/Zy8JVuRPmu7tXHz/oeEBOpAqExUtyumW5AZoTCNFfgYd+EvdZJQ1fyRe6u+knYvmNdEbY4anGTtrdXXjwuONe9x82AiEfyGOtVwOBgJYBgQDPmSOxa464Y46FZOIR+juLmo9dpECoQB50T3U/MApkQvRQodHhpdoCmeju/kON0YUGR5l0prq7Hyzr9TzufqD2ywyvvRG6uwv3uucfPJ6zF4hwcggEXKRAbnR2XnfyVJRDOXk52u/4g0RJHuFIFJ563P2AluOhv2AX1uYnpPUSgax2T3Tf0wRC653Tg/C8fASLvL6pOTWrby+QG52rJoHc6+6en+fn1Iad7D6XefO7UctRnT5Qpw5Qjz5g3Zp7tL4an7PhZQvlursLE90T3QUbgdBypHszVUsgwfm+oFx4y1kFcr29vb3dwRlRDuVsyk2RIHmv+zEZpqexi4S36w+6u/8j5fg1/WNtjN7IXHf3Y1m9RCBz3Q+6JzSB/EfqvaeOiBUedHc/nrB5fQ9sbCUI5Hp7u1kgNG3Dcjdqv8n2c5kwzwDTyhENsf9o0ZyHdDKaVetzXn4szM4Sy3V3F5a7H5DPQyqQ/2g5MdMyF+jvC8p1hLacVSCdpGBn/ROiHMrZlXvcXegodBe6iSzm2SBOB72+79SCtjCoY4TMIqLlJAIhV9XLokA654Tpwd3df8zLX99/dhN85/nspccPSDmTQNgLZcNi+uxjm8+FzKQy9HK0ctRA2ugY7Xzw4TzaCavxOZMZZ9oLEsuRF/a4u3tOJhD6wZBybLKBrUCC9H1BuY6wloNAUM77cmSO0IPH97qX79FhFBovO//r7i7QcmpElecUVru7u/+zEQh9qiaQQoH0OtSOzAM6w/ae/PXpGWXLSdUVFFaBsK4Se6F6D8TmcyHzzAw9KrUc0xB1qDZ1gP9GeyA1Pmfy6ubsBEKy+xAIygVOILSrcqP+CVEO5ezKFbofd5Bs99w9GnbJzN3l+f8edz+m5eg1vW2++/pq4T9ZvVQg9x7c0wViWYI3J/MEfX1z9+Rrvee7ux+zJe2SISwy7rW8zJMsWkbB5nOZ+uOe8f2o5f7o7l5dXl7maQ8ydYD9RlaSk5db63Oeu6ePyYnliEAmHmgpJusQ1g2HQ1gB+b6gXEdYy0mS6Nc7Ox2cD+VQzrbcve7Hy933JronCjT4qku4eSCjs1jVZSGO66UCIRgE8mB1yrRWpKH3ISbRr5uS6FOGRdz6kosGPxd9xeOEYZnfH9QtD1x9zuqrtkui3+Bu7KiVRA/Q9wXlOsJaDtN4QWtWEpKJu6tkLEtc7k1HmEj6Q53c5ByrQOYtqyf0gSYPpvEKu4BM0Cj8wM1abkFDZCRLd2mBfTANrmp3JBBxgQym8YJWAoEA7yF5g+6J+e57j4kmyIX2PYLaP3jc/VhYWdeoQFhiXtsRRWS10YUVtQRCIjB51QUt2PNNsBryyIT+5h+zScf0N7Y0nUwcYwZpeCFhHYFMkUXuXBsQCGgZEAjwHhInu+emyFYb91gugR5WR+WJSWTxv8EeiHCCew/u3fvjHhktanIlOgvv9+7d07da4d0aEpEfF/74415j245oO7fQT4FmPTq0VTC0b/Zg9Y97hcZ2qjIKZI4Jib1q6j06uYB28ebv3SMfCzEh9sIC3gOBAO+hc2rnae5jggbgKUMwpYNDja7BrikQLbXQ4DCTRSD6rCw9n8KmM9Frev5YA2ip7D/4CkLW4+Dr8PUa59wLRL4bL9umGLvxgpYCgQDvoQP/UzR/PCcssVN/og83mAKp0wNhuYVG76tRSyCr2ktkC8bJvTXYQ41cy+saIj/pq0nUn5bVV+6tQB4/4HPCIBDQUiAQEAmW5+fmWx4ip5bnva9keX5+GcEdhBMIBAAAgCsgEAAAAK6AQAAAALgCAgEAAOAKCAQAAIArIBAAAACugEAAAAC4AgIBAADgCggEAACAKyAQAAAAroBAAAAAuAICAQAA4AoIBAAAgCsgEAAAAK6AQAAAALgCAgEAAOAKCAQAAIArIBAAAACugEAAAAC4AgIBAADgCggEAACAKyAQAAAAroBAAAAAuAICAQAA4AoIBAAAgCsgEAAAAK6AQAAAALgCAgEAAOCVQG50dl538lSUQzmUQzmUi3M5q0Cut7e3tzs4I8qhHMqhHMrFupxVIJ2kYGf9E6IcyqEcyqFcrMtBICiHciiHcijnkUBoV+VGnbOhHMqhHMqhXNzLSZLo1zs7HZwP5VAO5VAO5eJdDtN4AQAAuAICAQAA4AoIBAAAgCsgEAAAAK6AQAAAALgCAgEAAOAKCAQAAIArIBAAAACugEAAAAC4AgIBAADgCggEAACAKyAQAAAAroBAAAAAuAICAQAAEFiBzBW2Pl0GIePTVmEObR4N0Jbx41NTbR4Ygcx9utOrgJDSe+eTiy8h2jyIoC3jR6+rNg+OQKaORjJ+f4agOTIjR1No82iAtowfmQbbPEACmdoa8PvTA14wsIU2jwpoy/gx4LzNgySQ1UG/PzjgFYOraPOogLaMH4MO2zxAApn6W+/8ZleGNntAyNgcWslqTZi53GibTxa7QGAoTjbTljuHJ30gZJwc7jTY5kESyPyI+tInby22gXAys34rrbbjyLzzNk//enc8CQLF+Oiv7toyX0qAkFLKN9DmQRLInNr9La77HQRBc6wX1W7wnMM2Hx71O1gCOaPDjbblMewRckrHDts8SAKZ49m3FegjAqxPstYcmHPS5pPQR4AZbagtd6CPCFDacdLmQRLIPLt+yfTM+B37gBfM9LDx8MH5+m3ehbGrQDPe5bwt+/wOfcAb+uq3eZAEMsXGT7PofkSGdZaOG6nb5uh+BJ5Rp21Z8Sh8Ad+p1GvzQAnkb/pic8idR4jFHG3Uy3Xa/K7f0RHU566ztsTwVYQo1WnzIAlklfaXsvBHpFik1zCZ1ZptDn+EgrtO2hL+iBSlmm0eJIFM0QHUDMavIsY6jSuDtdoc41chYbR+W2L8KmJUarR5oASyRftKPX7HO+A1PbRhj+zbvMvvuAic0lWvLZE/jxx99m0eJIFM0RmAk5h/FT1W6FzAKds2x/yr0DA+Wbstd/yOdsB7duzaPFACOaKewwBWBFm3u4RhbY4BrBAxWrstkQCJIKWWdEG8FgidAlj0O9aBVjBsMxWQtvmw3zERNELNtjz2O9aBVnDciqm8HgtkjqZq0AGJbhckMydvc3RAwtcFsWtLdECi2wXJzAVaIJ/oaLjfkQ60Broz25a0zdN+R0TQGLXa0u9IB1qDvM09F8iNzs7rTp4qK3eHvMRbfgc60Bpukda9I23zX/0OiKAxfrVvy3yL4hfwmby0zZuJ9zKBXG9vb293cEZpOXr/ZKwhjPIYVq/5e0DbHGsIwziG1Sv9+8UIVpTHsHq9jPcygXSSgp31TygrN0cXsWIOb0SZoctZTYOo/9E2xxzekDFO2/I/2d+v33EOtIiq7O+3mXjvuUAK5AWu+B3nQEuXghQkEz8n/Y6HoFHoUpB/JX+/WAQS7aUgBe/ivf0Q1o36J5SVo8tYh/wOc6BVDEmycLTNi36HQ9AoRbu2PPQ7zIFWcShp82bivTyJfr2z08H5pOXoJI5Nv8McaBWbpH0/Sdoc25iEjiG7tjxpWfwCPnMiafNm4r3n03jpTtDYByva+2H9LWlzCCSc+2HJ2hL7YEV7P6y/PQ353grkKmbxRn8e71VJm2MWbzjn8craErN4oz2P96qnIR8CAc6BQKIDBBI/8hAI8BMIJDpAIPEjD4EAP4FAogMEEj/yEAjwEwgkOkAg8SMPgQA/gUCiAwQSP/IQCPATCCQ6QCDxIw+BAD+BQKIDBBI/8hAI8BMIJDpAIPEjD4FEhrWbN28uiAdmfv78udYWbCAQN1y7du1aMnBAII6p9Pf37zVQfqO/v7+SCCAQiGuW1tcXFy6oqjUzWsVL62vrfLP7ovnWv0sh2Mg4LALZ/jA6+uHCdpgvDg8PH5iO3RduE59TlEwycIRHINW9UmWv6jB1c1cAACAASURBVPMehKIQ9o6Pj09k+0z16/fdCOSWlBCIOxY3c+SFKSvGa36P6RkaGrrZ1tb2XTHDRfGG3lIyU1w0CmRpnUKelmY/EsksDg0NDV2Q8qIlkPK1FXpn71yx+fu0l2UHt4vFonhucpeFD/UF0lUsFl8kA0NYBFI5pHexyByfeuiQqvxcp4eHhydCj+O0v79fIpCK7L6/JxaBbBweHh4G6u5cEIgbFujG1YzcG/GRxZWVlZUi+7lnZWWF7yO8SQ7T0aQZ8hP/eV0o3Na2RB8Qb521Rr7li/YCmRlWf818NwjkjaW8ssTvvRG0nfHDIJAX7GKBMmyM68VJgt5ZGKK/f1AfmJxcGe7Sb604OpRWlMxk14FsH9u03r+5S2oym+EFuV4xCoQ4JWMWjX+EQyAlegsLRto4LHS6I3CcSPSRf63Pp2wIh6r9xzlFyR73iwcpe+TC45S54JQcIOUkAiFxOGN+9qH+0ak9EHJox8+ukxkIxAWL9LpfY2jGfIc9dplPwk5mxnSUSIHc7UI/rN6ul0Z9TSfkYVINNRDtSjDzrKys5FRRUI1laHQjnqkrEHr/2IAlRYIvkHG6S7l+wTBquYeS/lp3aUeF3I2XPcAbe5s+uK1ddmRfSG4Ge1//nRZUZSHudZszDWGtSMr5RygEUqF/dBp5SzTUGpqF64x0A3Ota0A41S4wssJRyjG/nVYdgVRzso9pRx+3UgWyR169uRI/gUAaZ5F+BXNDt970DGfMUb+oBelF+pVa135k2QgejTILWmH1zdHuxE9zbF1UBaJ/BkP8tOSs2e+8P1RkZ7u1trbU1vadmYZ6bpL9TOsj8WayLVAEXyCsxSa7rl0bYq4WDcI8oXUe6IbmFoEok8Qg4+Iho0HII2ljX8P6CdCn3zUK5L7JPP4SBoGQsSJFSZ/09/exnkhfgwJhsV5Rjo07mqucWGs7rS8QelsmJWscnNogwSVnyoGQkllLR8c/IJCGWSBxOXuTdTuWiqb7lbzRfr+pGH/s0TsdiqK80bojPM29kNG8wpjp1R6UC+SWenSGxJMZpiOh4Myk+V4qb4LXBQm8QK6RFzPMAvc4HczK7eqPcinwGF7OyQWiDKknyhaH6CO5srkDos2qGu/KKEqGfE+GLIXU+zSqAhnPBakLEgKBlLLCwBUbzKJx3blAmIEURVEnUZ0aWlo8HeuA5Kr1BLJHi5Fvx6n4ZCamU6NASsH6PCEQd/fQS6vjTkwOGTJApM98UobJTyyeUwMMaX0RLZsxbB7w+m7uy3zXeyRygWxqQ1ak87JkFsgivd24omzqUlrIqjUHhqAL5IBGci09sTtpvNsu98SwoeugCmQymRz/QNs+s51MkuuO9K7aTRG7DaThMjwvcnCN9huvjdLLz2uaq7b5sOk14ywsei49yeIvIRAIHVLSLuCrh2qAF6KhMLtWJhDWWdAHkjbo3/BOZWOjQk4uno5Fe9onqSGQ0gk5Q7ZEfbFT0Z5eygjdEn0W1o6pDp+BQBplKaMoWeqPtZ6eRR7HhcC/wjMfvK9B+xTkjz9HHyWxIrup9TVodGFZeBr+SS5cZVjvkRCBbC6pqLmOHu255PysB5JOp9+0tc0srffQ0DZJXkRm+M06lwitRLddAAi6QIa4MO4ODRdflJPJ3ZwhYqsdDZbJXrEIJJlM0qHJ+8nxdDqdpiNXB6YxrIOMqqDy0CSLGr8mky/Y92ey+EETF50K1lUWBXJX7d8EgeALhE522kgkqqeHhzTjfWx4dQ4EUiXNckz+4Hh2ncb9YxbRqUEqpnRJSf3puK+vry9rFEjpkF0Y5CpqciWzc6Lnao7VbokuEPoag7MkBAJplJt8WIjG8TWe6xaGnug9Wtd5xpoVob0SOv2JWqW4bhzD0hPqWTEdn9GHt+SzsMiT00s8CK8ISXQalOmF8cKimt/LrGtjWIZpY34TcIGQMaLsdjJJOwTKyjjrZXRZBNKlRXOLQF6Ycx4fTD2Q+/rbLQp5+g96fuXgV/LtyB3QCJ379UAXyDgdkkkGg+ALhMftKh27yu2xWVLpRgTCshonekEigMyeucfBoIPdVSHzzvoUgkB4RuWYTfFlv5ATlGhH55j2N5Sd06ouEHMdPgOBNMow18UbJcPzCbcMXQdqh5vsKPnr3mxr+6l1LqgJvpOcBR/D0mZq6SoRz9NTSyA0x5Hhg+rfBYFQYSkKnSu8cIt9K1nunGbzAzWTN+ACGeUX+CtK+v6QooyykK1HbPLZ07xImfdWcnUFskv6KWkhvUG7oSwzTxQ0+WI8uZLL5baTo2SOxjU+jKZkR3nR7K6wkJD2b4SkjJ8EXyCk7RKJRL+i9OVZ/vxQVIYDgdBDGyVtDGuPBXpOpVKp6JnwDf0xO4GQKjOHpcReLpc7TlRPd5iNWKJlZyOxwQwi9EBoF8iyZMQ3IJBGyfHY/7PnuzDdSk9VUycU2QgUueBPs0EufdpVZoGOXLED5CF6Fu0HQ0+GH1jLmWGTu/T1CWS2rz6Ndzi3MvRGHamaWe8pTmZ4t4MGu7YAEXCBvOCx/cW1URLdSb+BfMxa+CeeGCZN/SKZ3CZ/2l12Q1iM4WE6SJUW0xb0OpVnWV7cp7kQ8mzyQ3n01zKPzGmqGJLFvyauRKep+YAsJgy8QPb4xftepUTmOPXxFHjFEA3VdSBVmUDYCBZNZbAxrJJ5JpfAqf7eiUAO+/v7+01DWIlqvlTlr4yeb6NCUyXEG8dkjK16oiiZkrgSnY6TBWYeFgTSIDP6JfwaD/AL6nINBr0OpSNQWbqSY6mNjl/TkiR4FHl3Qx/DIufrNY1gOUpXsDlgipIjy9U1gSwtSqHCotEsSKvRAy4Q4gO+Uq88rOS2+aFdg0DIGNQKk83wC5NADrQkOoUtaL+m/koYz2iu0VAFohaZzHXxp2xfK46LAqHjX/qQmq8EXiAlLfe9kc5kDzcMh8yzsKQCoV2Dft6j2BMOyBDSFfUWEmoC4exldtQZWaWTvGErEz2xEgQgkAYRbKEKZMYoEDpgtUhGoIq0G/FzQXsL9CGS5NZmQ9H+Sm5GMrZEE7KiUaQs3tzc7FljxcTkugT6WmlHR59C5j+hEcjBJB1EMjiFC4TO3v1Af74vCiSTy/FZ21qam+XIMywzzthV1IldH4ZUyAm1X+4nkwemXbh2d3d3hYSKMC3MT8IkkJyi7JQaFwhNTahjTHm1l2GYfWsqXKolkMoJh04HU385IckZ46mqe3t7vNfRX6PGiwcCaZSsNhFWFciScbUF9cUbqg6ayBiivQxttyp6/a93L2hEXzcMWDHowAb9aVOO5ZUtLC0tzdQRiJriDwwBFwgZIaLaGM0pOTbuZB3Cok4ZIumSXFkUiHEhIaWri+xmoihZfQzrg2YYttTDAn2MTuIywJ5Np3SpW2T5TOAFsseHm6obVaKQtHQIq5ZA6AjWjviDZhIJqm3sBSKmRgQqpGTF3OA8c06VFZjF6BBIo6xoQ02qQN6YVpDTLafIfxZoVyNHgnZaXyuorRG/qeXKN+kol2EES5j6y65azdDHvrNpu4zNdJquT7mlfeVIddovVBsQSGPc5wNELzKKMnTtGgn7OX1HEVUgxAFZMjrYxVLm8q1MVGjaQh+zuutMIJbD7NnbEIhzqhkW9Q+VzOlplq7yPhHHg+om0WnwzpEMCe1akp6CYr9PrpCtcCMQxQRP1dcaNLt4IJBG0VdfqAJhrjCWyGVY2oNcrpLxiE3JFlVsji55NK1P9NWgSqknkDfih+NkO3fe4QkOARdImczbKfNMOM1f3zcsvGAC0RaAfDAIJDs5OTlcvGbZ7ZDK5cDaA/nQJeV+LYGgB9IIJKSX+Hp0GoXJMkC+W4gTgVAl6JD3RVeQ84V9ZC5V7sSuB3JC5miZhrD6pOzVEgh6IOEWCMlW5Kgv1ldW1nkQN6zuZptgsVf9Uxw/0jbP5ehjWEPWPUb0HEiPCjlUVH+hnwmd5lXkaJsstrWxFYekdzPJflQFRytCDsQ5xMpdyeSv7CO+z1aEj5oFwpeg80y6cRYW5z7Zm3dUF4imFYMCytvb2/K7jtwVIQGQHUYOpBFI8CXTq/YOd9KHFTWwOxYI3Z1KQN0mUT3FiTE9IaS7bafxJqobG/IpVdWSwKkuEORAwi0QeqHP9iakrGUs1/R8du2imhDhc3bpCFaORaIV4xgWIWfMmEtmYfWY1qpLtt1lL4Sk9Y2oORrMwmqQDxnDNNnysPGCnwuEdFRYOVuB0PGplW114pQ2L8s4C6vLdlLuUFGAPIUdxiyshiD6P9Q3Auk3bk1YTyD04n/nmEJHoflSREU53EskNqglzKer1BEIOY/UIHuHAse6QDALK+QCWaIrebgyZm5lrEvz2P6tab0jwXoob4S3QsXChpfUveE3JZF1zWuB0AGztgARdIGw3aaGeLi/SydX3bUIhK/wK9cQyDht51yxi/VDTRLKlOsJRLgnCYMdxjqQhqhktHXf5PZMptEgmUC0dSElPoJVEmTSp7shxxtIOF1FXyOSF5LhO84EUjI3OBcIXVqIdSDhFQjrcyjDN9fWv2/SqGC4C5S2cJwJgW0rQvsaw+Lw0YpxDMuameDZ9foC2eT3HFxf0QViWHSY1QWClegNM06bLTf0YvT+Cxb7xXCtCkTLhNsKJHlfHP/IfpCuRG9cIPQlWW5Q5Q8hEAgbAMocn1ZKp+y+hGICXCoQlQobwVIXgWu/VA2JEfF0wkp0M+4FUiX1Wu5y5RsQiAu+G+9JI4xnMehYFe89sIQIMQVNlGtX/ze197UuHcFie2FNOhCIfRKd81MXCK1VnDHmO4EXSHLbmLrKGOK7KhD6w92aAkne1782hpXo4ihUTYHkDHkQehR7YTWKYaquYTyrrkBop0PLmOyo3RGyWFzFuCadFMlUmxDIsZgH2dO7NdgLK9QC0XZKpwFl07rab0WYlEt38TbeFKRN1cmkMIZlWdehLRqpIxDtVoVCEt1OIHQrFezG2xj0Bh1a6DfeFV0TyIt0mv1rL5DkQRe7I9XkNcON0bfptpm6QLKG/qNaikzf0dYW8vWFPLOC3XgbgUyEsrmDYB2BGDfb7deFUTqk58yZb1feZ7tzrlEghgY/FASSPhEp1T6nL0Ag7vjJ7kWo5DZbFo71/U4azoHYCUTdSiVAhEAgyeQuuxch2+iwuTPdHb1rXBWi3g9kV7yloRDibIewhrThr6DcFT0cAklU+/ld0dMn3qUS9tQeguGgbW/BKBADh3ZDWOwJ9II0ETOB3OjsvO7kqZJyARVIW9vC+s+b3xfr7jXSBGnzMo6mBXIzaKtAQiIQkuS4f41vdNiCc+vvt0GB0E1UArIKJDQCobspnvYL2+a2DHo/j6qXAqkEahWIjUCaiPdSgVxvb29vd3BGWbnACqT13DSv2VjrYbew0llaMyGbobu4ubnJEjLaro7BISwCaSl0g3fatzkwpDm0VAeJzrL1hXTADPdEDyzaPdHN9B8e8vGuPTHNQVA7MnvS9YX0nujVYAukmXgvFUgnKdhZ/4SycjEWCL3fR9HrQbH14AvkStwEcjfjzgPjWgomOAK5Ivn7ja1A2C10PTzfXiZIqwhtBNJMvIdAPGTd24BPhWTdg9FfIBA1lSHeY8ohpAOSDcjdpCAQGXtZbwP+caDm8F6UQGhX5Ub9E8rKxVkgbTc3Nze9uwEtGcraDNIqdAKGsAjbZFqVOLXXGb+qk7GCAYawrJyenJzY3G/KBRvaZKzAD2G5jPfyJPr1zk4H55OWi7VAYgAEEh0gkPiRlyXRm4j3cZnGCzwCAokOEEj8yF/INN4mgECiDQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAfGfpy5cZF0/78mVR/fHb4tnZouNzLJ59a3v75awtEEAgrjmYnTXfzvbhu4dOn/363TuvX1BUBfJ/v39Vf9z4Wip9rRof3vj61fKT/uDvv29ITrnx22979IevlUDdYLBhIBD/OUulaPD/kvrCj3xJzdqUXfgxnUpNvyXl91PMAQs/9lOUaYdOmE29Ves6eyvQ5gcQiGt2UykikIOHKq+Ts6lZocDzh6pgDh4+HCfSeM55nUw+T6W8fkGREsjG+0djY4/eE1mMjVX4oTHGI/Y7pzI2Zv7p6+9qqY2xMYtUSAH18PuxR4kwk4dA2pyHXTk/XFzNL8xy3hoEMsOwFcjCdGp/djZFH+YCWdpPpWa/vP3xZTqlCYi+3n0BQRYLokBmUwJuukHRE0jZhzrHSXR3xu4057UqkNdaA74zCWQ/9Zz/9DqVIu9rWi05DYHUYePR2NhvRCG6QL6OjY399v79+98fjY39n1C0Mjb2nvE7Fwgt+Whs7L1RIF8fcb5CIJEXyI/pH+yHt9M01C6lUjQMS9i3VYs939Q/5R+iQHRsBPI2NT1DnXGmCeRLanqBPXiWSi3pRQ1uoO+I/bgk74F8ibhAytPT08+T2zTyjtMIPPvwgIRWNSBPkwj7enY/lZqmV+siuw+np60DPu+mHY8X1WL33X4qtf/Qobg0XbwWeyCzqZSkB2IRyMN3pFwqNfvw+fN3EEgt3o89qlITlDSB/D72iI9GvTd0KypjAvTI72O/JxKJ0tjYhlEgaiEIJAYCUWM4D7Uz0yTWeyaQmW8U+lRdIPu8W7JvJ5Af7MVMk6dxgcxqZb+l+KCWiTNVINNnZ2dnhh6IoVC0BUKv0En4fZ4c5zF4/7V4/V5OJh+q+jY+d1ZyjB72IovwXF6nHeMHhNfEHVwghHepFJXebGr6+XNNRfupWT649Y4JhLzbZJLIh/ZFkh4TLYEQByQekV4EF8hvY7/xBzeoV1QqY2MlxnsuEPqsRJVIQhRIdYNA3QGBRF0gb1PT7IdZVRz8Ot8bgTBmaMhvIAdylkq9PTv7kkp90wTyNpX6sbi0sLB0Np3aX6gpEH5SQSCLZyo/oi+Q6enkw31yVT6eSj18/vxhKrVfJiGV5wXGSSyffn6w+y712vjc6dTsdMsEspuafr67O8sN4JDXpLggkGkiBVV1Wmad58Y0PwoCoZ2WpMdESSClsbH3pdLvpBOhCuT92Nj7r183Nr5WHo2NCYn0ythYlaEKhJYs/UY6MdYcSIkUEgQiYMrOhwEIxIYzMmJ1djbDch80xrLxocWzhZm3b89YtF16+/ZMFcjMGfmFHDxbavtG/5//SoaIluSVpBZEgUzz8aRp2yT6WxoU9s+EJPpbLUZMSyupJZD45EDKqdTD1Pjs7DQTCAm3xB0spHL2U3QcK0mGtkSebyff1RFI+fnz57v0yeXnz7fpSVhXoPz84cPn42qJ5O5DLbGtsksefc4jvEPoy9EFQrpR0+Q0s6npd++0l7+fesfl+NAsEORA6sEje0lIouvB/pEoBesQFjEJL2UVyHvSkYFAoi6QpVSKjAkttk2TOE0DLOsfTKfekv4/yUWQ0JxKvWUCIcnsFM1HkEj9NvWFdWIWeIyWdlJYT6NODmSBy4pBNUUPqAJpWzj7MTs7++WtNqtX5kKDQGbfTqsCmY7JLKxyKvU6tbv/UBAI6YiIAtklQrGhnkDYSNi7cjJZ3k/R1MhD2qd4zb4VB6zE7C7LXjg7f403Q+vYTaXePSR1Heyn3u2nZsvJejkQXSDvZqchkNpUS+/fl2hIVwWSqFbe//bbb7+/NyqhRBPjY2P0H35so/KelbIIpEpz61/Hxv7vPRnnCjt5CETOQio1s0hGmPZJZprmJVSBTO+Tv763LBM+O7tPBTIznSIDHSRIE3EQNdCExZdUan/2y+ysLLrzpIUqENpTmWYhXU9mzOyrg2ltbTTO//jx48vs9KwuEIejcYJANB1q43O+cYECOdh/mHpdQyDPUylz38O5QGZnp8l0OFp0mhyhg17b5NgsnfV08G46Nf1umkyhM59o+/ksdYyZ15beCod1KKiN9qmk9suvSSJ+3LFAkAOpDZ9W9f73R49+0wVS6wnaXN5EVXjye4tA3tOOBs2nP0p8LZlIhA0IxI5U6tvZ/vTbGTrKRGOtKpDUEtEFNQWJ4W+pTEh2gs50Wmo7S023zc7ut30h0dl+NIqccp/3Y/Q+hiW7vZRSXwGtWx2t+sIEwqdW6UiyID8sAvlyxt/NbOrLN42oD2EdzO6nyoJAnpN/1CT6a7XPUCZo6XTiGCcCIYw/pGNKNMGd3KbdGXbkORtrep5KzY4nH5KYb0mj65lvnW2qBwm7+7TmXZrKIQn0fVLtfmrW0gPZ5zPM9qlAtp/zWVjT068PHkIgNXikj1b9HxOIYayJwGdkfdVm8HJtVKt6GatAvtIOCP2nUkr8Zj5pImxAIHbsp5beTs9+WWAJBFEgJA5/IUGZ/odkwpk6Zmif4i0dMtp/m5qh2ZPZVOqHYQxK5wefNcUE8kX9U+d/9Jp31IppH+XsjJiKWoIK5O20CYlAuJPq5kDeRl0gD1PTSS6Qh69pEn3cIpBtNiOqYYGM775+TpMqJG4/VJMaPKCzrgAVFsmCmM5DexKzB1KByDLr29Mk+6/lQF6nZmnSpfz8wCIQYxKdVqS+XeRAalF6X6mQ9R3UEkwgj0zwhIVELO/fVyrvx8bo+JdJIBuP6PRgNQdSeW8iETYgEDtmU2dfZn/MLqnLP3SB/FCv6vkMWjqEpcnkB+kzLKSWUks0e8JSI/quIxozX9SQzQSi9y54H0MraXIC0Q5LnDscwuITkGUCIcmTWbo4cXZ29izqAnk9/VAVCIVeuKdSdGJsmQ9hcYGU6UH+gAOBPOfBmoiC9jFYKJ9Opcg6Tqah56kUjfRWtl9PsyS4kefvZOmS3WmePFeT6Cxn//r5693x3deWQS/hlZfplN7nz18fjCOJ7gAiDuaHGkNYvAeiw8TylZiErEc3COTrI/6rlkSnVDdCmD5nQCB2fEmdTX95u38mDPzUFsi+2htZSKXOUjP7Z/spoo2Zsy8kuJij8+I0XUTY6BKMmRk69ffsy5cvav9lVkB6HrpqhLzk/bc/vszufzOvA9HMEnWBkH+5QPb396cfksgr5EBYB6JclsmijkB2Sabr3SwTyG4q9XqcdTpm1f4k74HYTtUlz3H2RoiqWFF9Flb5IfeXZXMsyytXjQiB1KFKhqIqidLvv/+uTuP9TUCI+BtfBdQnU4G8//3330RTkPla7DddIFWyZQob7UqEEAjEjh+pt/tvz1JkOpWdQH7QHAYdtiJ9gm9tbTTtTiwy3TbLjlAW1Qy8xhdhyEgVyA+yr0ndVzWrJuR5Et2QBbFdqyIUXIRAhGgtCKS8z7oBLgTykA42lfk0runUO9KxoU/b1zsdtUL2QY0ZYIa3Qfo03BKaQMbJ5I13D9+RJe2va79y9SUSEckTLE0QKYG8H3v0228syOvrQCwZEMLv1pm4j8Z+++03WkQYwqoSU/BfNIHsEXc8+o1sfCLdNCvoQCB2vE19SZ0tpmgmfOHbt28037xgEMhZKvVjYYENRS2lUrNLS9M0hu+nZmfbvsxSLywuLcwsnFmWlr9NzWqLNlSBCMkOW4Rgv7hIdfEjNcuT4GxVCT+n2C9hfZNFMrnrbImtbKEC4csIZ9kS9TO2bCV+AuFjVTQJMvta0gM5ODiYTc0eHJgGoGZT79gzt4lAysnyu/0U3QXlYWqfpFvY2adfb5cPdu0FcvD8oDyuDUvV5R2dK2wUCE/SJ5Pjs6xa9s7YEhC6OJ3CPwZHonJFxASirjtPfP1KXfB+7BFdSr6xQTcp0Utq3RJtgSFbik6oftU3730/xse3BIH8rq4p2XikVxgiIBA7yBqPMzIFimXIteUZgkBm6MDBLBsi4qs4yI90dOot2zxLTW2Yg7Pwu0uBWI6Q3It6VF9daO2baAIxpNBJTqAtlgLRsszk8p41s/mpssNs2XdK3SJlfzpF5uiSy/ptMfnOElraTw+b3cpE94woEC4V7i3jy1Nbl78XCKRRgViO0PEpCSWrQESqehdDE8hvbMuU0G5qkodAbCDuWJphod9GIG1LJGIsfqHWmCG7qu/TQahZNheLFtmvv9O6LpD6q/p+iGV4akPtP7wVNLGwZKJNIhCypMRAW7wFkhx/SBWy/7BRgdBZW9O7ZEat+ggP9M+n6wmE7S1g2cCxPppADvbJdigHu6/JLF39xA9N8Pei7o9lXRPfLBETyCPT7Kj3Y48qjPf1BSI8Wba4Q1yJ/n+lr1+/kn20wjcHKwGBNMnCN5LYZj/PfPsmLbG0UDtHrgtEwKasIePBl3fI+xn2/Jg9sy438Yugbede3iVTlBpnnIyBkRUkFL6YUD2jzeQrzvaBuyqFrUy0KXz1PKTJkOB1XyRiAhF4VCsHIhWIgNrFENGT6PpZw+iPxMUI5EZn53UnT5WUC7hAvLwjobaxYY10xKKlkOGeUI5nc+GOhK2ErfhoNQfCtlevH7579+4h24WrFuPPBdADqcHXigDtRJSsk3XNz1FnZ5XEJ8ty48KNCsmWKf+n7poSDYE0Ee+lArne3t7e7uCMsnIxEEisiZxAth++m6ajWvEjUgIBrgXSTLyXCqSTFOysf0JZOQgkfgK5EmaB0OXeLjIaURHIFcnfLwQSK4F0NhHvIRAQb4FsOxlJiiYQSPzIX4RAaFflRv0TyspBINEmckNYMQZDWPEjbzeE5TLey5Po1zs7HZxPWg4CiTYQSHSAQOJHXpZEbyLex20aL2gSCCQ6QCDxI491IMBPIJDoAIHEjzwEAvwEAokOEEj8gECAr0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAkbfjgAAIABJREFUAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR/5CxHIjc7O606eKikHgUQbCCQ6QCDxIy8TSBPxXiqQ6+3t7e0OzigrB4FEGwgkOkAg8SMvafNm4r1UIJ2kYGf9E8rKQSDxE8gVCCS8Arki+fuFQGIlkM4m4j0EAhoCAokOEEj8yF+EQGhX5Ub9E8rKQSDRBkNY0QFDWPEjbzeE5TLey5Po1zs7HZxPWg4CiTYQSHSAQOJHXpZEbyLeYxovaAgIJDpAIPEjj3UgwE8gkOgAgcSPPAQC/AQCiQ4QSPzIQyDATyCQ6ACBxA8IBPgKBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0BApATy6tKlVx4HRtThDAgkfuQhEOAnEEh06oBA4kceAgF+AoFEpw4IJH7kIRDgJxBIdOqAQOJHHgIBfoIkenSAQOJHHgIBfgKBRAcIJH7kIRDgJxjCik4dLRXIL8A3IBAQVCCQ6NQBgUSUBAQCAgoEEp06IJCIkoBAQECBQKJTBwQSURIQCAgoSKJHByTR40ceAgF+AoFEBwgkfuTjIJCZxbU3N2++WVuc8SrsoV6v6oVAokOrBFItVU77+08rpapXYQ/1elVv9AWycHM4q3CywzcXmjgV6vW+XggkOrREIHv9x/r36rh/r4lToV7v6426QNaLGcVAprju+mSo1/t6IZDo0AKBlI7N36vjiuuToV7v6422QNZXFAkrLQ+pqNdxvRBIdPBcIKUd2fdqp+TydKjX+3qjLJCFIcWGoZYO7KDeBuqFQKKDxwLZOLT7Xh1uuDoh6vW+3ggLZK1X+yDSxc2ens1iWjvQu+bmjKjX+3ohkOjgrUAqOe1rlDs+6es7ORYOtHBcB/XmGqg3ugLpUT+EyVtL6rGlW5Pq0R4Xp0S93tcLgUQHTwXSp12V5LWE7l5euzbpc3FK1Ot9vVEVyEyRfwArpmvgNXW4vtiSOa6ot8F6IZDo4KFAqsf867NjugauqMP1xy2Z44p6G6w3ogJZ4OEr99P62E/eQ1tpQWIA9TZaLwQSHbwTyAYPX7lT62On/Hu104LEAOpttN5oCkSNa0Vp7Footiqiot6G622JQMbvvhgankxns+nJ4aEXd8c9DJKo9wIEosa1Y2ns2jhuVURFvQ3XG0mBLLER+Izt096wSc9pbdDeG1Bv4/V6L5DyfX1FIyM7fL/sbahEva0UyB4bgc/YPq2ff688XmWHehuvN4oCWWCfS7bGMoR19ieX9vSaHPW6qNdrgdwtmqIpj6nFu16Hy3jX20KBbPDvVY0ZQBX+vfL0mhz1uqg3ggKZYeMquZrL2BbZAN+Kh5ll1OumXm8FclfN6UtYGfU+ZMa13lYKpMrGVbI1l7GV2Pdqx8PMMup1U28EBcL+pnKLtUvxyFZs5Myo1/t6vRTI3WE1eKaL10Y/HJTLBx9Gr+nLUoZbdFUet3pbKxC2rC1XZxk0j2zHjZwZ9Xpfb/QEsknfcG/d4f4l9slsNnBq1Ot9vd4JpPwr384n3WUKnB9+5TE109WC3EDc6m2xQE5YXKs73L/HvlcnDZwa9Xpf78UI5EZn53UnT5WUa1Qgb+jbzda5LiYssvG9N87PjXq9r9czgYzyoDksHbkZ5Rfrac/HdeJWb4sF0s++Vw62YSqx71W/83OjXu/rlQqkiXgvFcj19vb2dgdnlJVrUCCL9Kos42jnjjVW1kEMRL0tq9cjgYzzy3H7gX81XdDl6STXuNXbaoGU2HfF0c4dFVbWk60GUa/LemUCaSbeSwXSSQp21j+hrFxjAuETg940chXtxdQk1Ou2XplArjQskG12wZ2+7+Caffig6UgZ23odCORKMwKpphu5yj71bGoS6nVbr0wgzcR7nwUy1Ng4PxvHH3JaHPV6X68nArlL/x4yQ3VG/Mtd9Foq7VluOW71tlwgh42N87Nx/EOnxVGv9/VeiEBoV+VG/RPKyjUkkDeNzlUd9iYtgHpd1+vFENZ9x3GSR96aF+6o17chrNNG56qymaiSfTgaA/W6rtd2CMtlvJcn0a93djo4n7RcIwJh6dpcA+ut2RQhJ6lg1Nuaej0QyIuM85EaNvaTedFMnIxrvS0XyB77XjWw3ppNEco2uUIb9bqvV5pEbyLe+zqNl61s++48rrW1rbFr6Uaegnq9rLd5gVxrKFfMs89dTcTJmNbbeoGw69yGbn1RYdfSjTwF9e54WG+U1oHcdLPQgQ3P32zsSajXs3qbFkhXo4M0972JqHGrt/UC6Xez0OGk+bmtqLeJeiMkkKWsm8062IYc2Sa2GUS9zdTbrEBoPM02tNphNOvBdvFxq7f1AmEDK41u1sE25GhmUAf1NlNvhARSdLfKga1oGG70aajXm3qbFMgLUjTX4Gq5u3RE95q7KBnPei9AIMfuVjmwFQ1NbPGBepupNzoC+e72zq09jY/oo17P6m1OICyefmg00n2gEbWJzHLc6r0AgZy63anjpLmZSai3qXojI5AZOmEx7WK3WfbMnMvldQv0bxP1Oq3X/MymBDJKroqyLpY53M02Nbv1fszqPWi9QNjStrSL3WbZM3Mul9dtsO8z6nXZQpERSNsSGVpxtLWGmfVmltexJXWo12G9xSVPeyC/NpoP8CSiMm/FqN7sr63vgewdNzozyDhD6LCZJXWo12G9x+YkSHQE0ta2PhmvYBy+etPWOpvMgVzzIRjTpHTM6u26gFlYlZ14BePw1Zu21hklgbTNxGw4KHT1SmpsdhaW642e4jYM1WS9oxewDqRajddwUNjqrUpqjJRA2ppLDLu4VcamFwnp+NR7IfdEbywh3XBEvetNIjyK9Xp1T/S4JqQDX68ECESYmlrz5qwtnBIbn3qDJJDYTcVteb2+CSQiU2KDX68VCERYHDfZ6OK4SW8W5cWn3kAJhAW8xgaF7nuxKC+q9fonkGgsygt+vVYgkAhtCxKCegMlEL4tyItG9zH0aDuSyNXrn0CisS1ICOq1AIEYNhy/+I0J41ZvoATS8MaEikevLJr1+igQNxude7gxYXzqNQOBRGhr9DDUGyyBxG5L9pbW66dA2KBOI8MzjT8D9VqBQNzeJGmGXcP/RL1hFoh6cyYHqeXRVtwUKlL1+imQKNycKRT1moBAInR72HDUGyyB8Jv2KUPbvtyWNlL1+iqQCNweNhz1GoFATHOMnN7vlWWh0y6X1MW53oAJhI/UKLmal9r3Wdh1NvYT13r9FQhbJOc0R8yy0G4W48W9XiMQiHmVQ8bRFh9rrKwnCYG41RswgZD9UNhwnu24zihdN+M8+xzTev0VCF/lkHG0xUcl424lBeo1AYFY0gJO0sQsBe306h31BlsgfLhfUYalIXWUXbI7ShzEul6fBcKvsrMOomQp6+WM1rjVKwKBWMf5609NYhOS3OwFgnqDKJBkmd05XFHSXaao+eFXHmwzXWXUG2yB8HH+XN2JRns5t3uBoF4TEIgB1nXP1bkmX2TtUUS9URFIMvmBX3YrSrp4bfTDQbl88GH0WpFHU0UZbvguTvGr13eB8MRyrs41eYl9nz3c0iNu9epAILK5qtmau0Sts/Zo9K7gqDfIAkkm7/KBfxn26QLUGySBsM06lGzFwXhOoxuBoF4ZEIiRBXYJlq2RWV7LtmBCUtzqDaBAksm7Q+ytmsgOeTaHNtr1+i+QxEa6bkSt8O+zyz3NUa8BCMTEEpvcan/T75ts9Djt6ZaC8as3iAJJJsv3i6aYmi3eb0EOIpr1BkAgiT0+CNdnV6Cff589XpEdt3pVIBAzCyusRYrSK+4F3u9f8fx6PG71BlIgZAOoDy+GhifT2Wx6cnjoxQdvJ9BGu94gCCSxwUZ1lGPpFfcG3QhdUXY8vx6PW70cCMTCAk8v5iSTVt+wdIAy3IJ4Grd6AyoQEG6BaBE1J9m145R/n1uRD4hbvQwIxMqMml1cMWUG1vjFulJsST45bvVSIJDoEAyBJKr8qlvZMWUGKjzUKsctiadxq5cCgcjo4R+8kr6lzXBdvKVNcbTNF6DehoFAokNABJJI9Gnf57w2w7WU177PtvkC1NswEIiUde3DV3LFzZ6ezSLvC5JGavhOsKjXHggkOgRGIImK/vXNHZ/09Z0cCwcc7f2Bep0BgchZYIu0JWy2LB0Qx3ohkAgRHIEkNtgSOwmHrUonx7LeBARix6K2VFdk2PvtBONdLwQSHQIkkESipGYGDBx7v51gvOvNQyC2rBf5hkEqmWJLR3NiWS8EEh0CJRASUs3f59aH8djVm4dAarBwU19nlS3ebO1gTjzrhUCiQ8AEkkhs9B/r3+fj/tYO5sSz3vyFCORGZ+d1J0+VlPNVIGSO69Lam5s336wttW4ma6zrhUCiQ+AEQtirnPb3n1ZatBA79vXmZQJpIt5LBXK9vb293cEZZeX8FghoLRBIdAikQMCFC6SZeC8VSCcp2Fn/hLJyEEj8BHIFAgmvQK5I/n4hkFgJpLOJeA+BgIaAQKIDBBI/8hchENpVuVH/hLJyEEi0wRBWdMAQVvzI2w1huYz38iT69c5OB+eTloNAog0EEh0gkPiRlyXRm4j30ZrGC1oOBBIdIJD4kcc6EOAnEEh0gEDiRx4CAX4CgUQHCCR+5CEQ4CcQSHSAQOJHHgIBfgKBRAcIJH7kIRDgJxBIdIBA4kceAgF+AoFEBwgkfuQhEOAnEEh0gEDiRx4CAX4CgUQHCCR+5CEQ75lZWLj4Ki9423evgECSyfHt7UbLj5uPlRs8RysIvUCqG1Xxt4pnm6IbTxwl8hCIV8y82Sxu3lxqa2tbU5Ql9eBaz1BxeKhnrYXxfXNorW1F2WwLJUEWyIuizgvTQ0M66kPbuwc2Jzp4IfLBUo+iiNH/1+I1+9dULhZH7yrKqPn4NSWb9JtwCqR6erhz3EdVkVb6hAc2FOXU6UlOd475Tyc72jlKfYeHfRXy045ymIgmeQjEI9Zy9EZgmZ+iQBbT6g3C0s3dHXZpXYAembnJWGrLKrc0gSzdFLjwflDEBDKkNp6iKF32Dw1px9I2J7ovlFaU+/TQNY1dk0BWlGHLGV7wsvfLivKCC+RAO8M4BOKajR3aKNmKKJDTk5OTk0NFOSb/ilKxo0/JbTA0V1QPWXPvbEAgDRFPgSxklcnvi2vDSmZJF8hMTsndXFxaWryZVrJiOJ9ZWDAMcy0tLs7wwzP0v+bT3xQCUJZVyH/7bhDIuhip1G5QkAm2QNK805CzCiSnhe/7dQVyl3ZiMkqG/kt7D8N6M40aBXKQUbKW4Sj1QmRIEMio9oVAD8Q9h0omXzlNK9k9QSA89jNyDs7SJ5TnruhTlJNSqT9LfrcK5PSkog6UnZyoN5/d6z9hPZZEopLvZ+NnpVN+JJhAIB6xpiiLLKz/1AWyrihr7OF1EulNYVNJ9zBRvCHhIVNcavupkKdvSmL/mjaWktYFUtzc3NxcNPZANlWKEEizDCkr/Ke0VSBWWdgLhPJCURR9IOxFl8YHg0DKRC3D5hzHta6uSSXd1SX2QD6wEbS0MgmBuGZPUfrJP1nyIjWBVE5PT0/TipLtJz84OE2fkskxMqordhQ6qtVHBGQWSOlY/VBYByhXIj+f0huaH5N0ybHaKaqmFQgkDgJZZK/yu6Ks6wJZVJQe9vBNctwsEEVJk3JF/kuRCqSnjUQQ+9h/SxcIl5MoEB0hERNkQisQvQeiWmFISW9rmM813pVR0orSVdaO7O5uJ5MH5D+iQD6sKNlrWWXYkihJDtGRLUEgnBU6hgaBuKOiKPRKn4b4tLLT10djeSKxR3shOw6jN9UERXPFoZLbSySqO8qOWSB7O/qHsqNkDk8ySq6aSJQySrpvR1FOEolT5bBayqTpiYM9+AWBeEVRUdLDk4oyLMZucnCzp2dzhR7XuaUo39feTBJpELfkbi6ub2YXiUBWim25FfcCWepRQQ/konIgkzWOcbavpRVlaLxLUXJdqhqyyrVkcpKcWBPI7otiRsmNJkfTSqZ43ySholwgBxmaVIFA3FFSFGqMNBOIQjok1copCeSZ/lJaUdKHp5X6U6j6lOwhI6dG/FJGyewcZ5VMxSyQkqLk+IdSUUinJ0+7QcdKZo/0ODIbiUPyoo6VjUQpk+PDWwEFAvGKmZvk65e7NSMKZOZWLx9H7TFMw7qlKDNtbQtpJTMzk1OytPRCGxFIT3pB6aktkFwNgawhB3IhAhFnYf1aTyAvyDcjTWL+ffJTliVNckQgafI+VYGMZhQlM0R+3O7KKkrGONVqWJlMdqXTZoF0KVnSq4FA3FHN0jGjUzrjSu2BkAGk3AnpP5ySzsKO6Tmnx3sOciCJ0iFpz2PiJ5NAjvtL/EM5pB2gPUU5Tmxk6JhXn6JUEsfkKPnPTrAHsCAQT1lYWphZWFpcMoweLa1//75O0iNWgbQNKcrSujbMRQWylllTao4+9Si9FoGki1ldID2YheURZTIWNakUyT/lZs4zmRm+z7Ia4/eL2RX2Y5oJ5BoVyPAw6V68GL6mzgTeflE0OSutZJmjDAI5yCpdLMMOgbjilHQydpgl1BzIxkk/H8hKJPZO1UEtjRPWaRHZq1QqlR0lTf4RHtzbq27s7ZWqliS6KpA0G/rKKTn1UIX806ecJqq5XCIf8AEsCMQrbqVJAo0mwZRNLoC1myZ+mgVSVJSFN5oIqECWlM30em2BpC0CobWGKfMRDoFQVpSi+dBo2szd2ucw6GecD03Rzkea5NVJel3J1HkdH8h8rfL2gVEg48NKbhsCaYZTOv/+cEMXSKXfxGltgVRLjGNlh/9UTVTTNCJkaNPs2Qokw7o3O4rCO0GJEkmC7GUzx2mlfy/oA1gQiFe8Ufuv2dxkD4/ianJcY8UkkMWMkiY/av2Tn4oyk80UawpkU5m0CGRoLS3rgWhiCjCBFYhx7QZBs4Q2f1ZjVHqMw2dLCdA0yCR5izkukBf37ye375sRFyZ2kclZlhzIEJnZRXpIv0IgbqlWTvmScy4QwyReAslm1xBIydL2FdKp4OTSO7YCqZKxKyaQaj99WmKPjoHtHe4cnyaOldPERsmr5fAtAQLxhoXFxcWlpazyhvzCBfKzxwR9kHJLUXp6hrKKcpPk0EWBtK0oPTUFMsTT8Q5yIENtwSeMAtkeNbNdSyA2D62QvEqOZMBfKArpotQ4RTJ5N6MUiSwMAhkf0pYxIgfimo2KmiUvMZHQZYT6QkLDUsLTnZ2dnJLe2dnR4/qepUdaSSRIR2QvzydnNSCQEp2GxepSjhN9GbYUMahAIF5CBMI6rXwhobh+fEYyjXeISuO7KJBN5XtNgQxzL5B1ID2bQ8VN6yysIUXZJP+iB+IBo/dl41Mf7urs1jmDumI8raTVtefJ7d3dFWVodzervLg7ygXyYZiRU3L8J73m7UllcnxIyYjrQJK7w/qKEQik6YlY5q1M9lhEN9Kv2d2SB5HQr+T4M2oPYaWVrDCE1cfrz2b3Ksrx6bFmlAACgXjG5tBPIpDJdLpXFYC6WpwiJtJvKUp6cmWTRPhFOpdXFwhbdWgvkEmuCvXcaes6kHVjZYEm8AKZtOZA6JxaHfXxF0M19rCi06j0LUquCc/PcoHo5Sw17k4q2Q/J8oqS/aAJhM7UKqpPhEBcU1KUU5L8rlQ0gZTIhNxjRdkh/1pMIUmiHwvdDzXclw4PSQ/kNJ1Oa6sL5Un0albZ4TN6E9wjdDFhP52JVaULQgIKBOIZk8pmOvfTkMleUJT0CmXSIhCtQ5ImA1m1BfJTyMRnlWGa3ZjpuXXz5s3va8aV6BQIxDs+ZJSsZI/EopLVAoa6F1ZRW3dYXyAv+LrlXC49OVxfIHdzGTL3d3t4VO+BjA8rWd1YEIhrxBSGuhJdvPKrOBAI21CLoW6rSOZT5Vjst02iH9KeDO11bLDeyCFf2Zg4Jb+mM2SOVjYRWCAQz1C7Bm1tC+p4lZ6nWLcXyHeSXu+5tbmyZiuQFfPguNZnIegCGdJsNcl+0iYIB5aAC2SXzHCatA5SsVV95mPOBWKgvkCSu2o6RBjCKncJrwsCcU1JUXaOKVlt9OhUJe9MIHt8+lWptCMKRE1e8OSKoU51IeFxtUqXEJLVJxWy/JA9fyNHju0oe4mNjHkhSoCAQFogEA1HAtESIj22AnljTsf/lAuktmgCSaAFUr6WU3LXMkruWtmZQOy3MmlSIPpLsmxlwoBAPM+B2CZC+tjWVXKOZQKR1ck+lGNFyWZZz6eUVZRcRsmykx/SAv3KzimZixVYIBDPmNT2U8vlcuzSf0FRhtnEzWGjQN6srAg59cXNyWw2PbTetrZCZ/ourqw0sphDF8jSoongrwkJrkAOfh3OKsrkB7KxiJIrXjM4oaglutkSQHZMR7atIgQSTEqKcsy2IdF6IHUy6bUwCCSrR4QNuUCqZLl6lv1cosvemT8qyg6dGnaiKJkA59AhEO+YFC/9jYluSsvSEvLNFENCcAVSnlSU9Itx3hExBXVRFuoSQAgkMjkQrwQiYNsZqZJ1h2ptJcuij+peoG9mCIF4xpII20VkZk2gZRuLLC4utG0W1UR8yAiuQJK7XXz/kWRyfLTLOCg1Kq73c3i+rmHT5iTayYaHRYF0Ddd673fvbn8Ytm7We3+4hnUuiJAKZKOiY01uHNPNrJzTd6xKqLonkogmeQgE+EmABQLiIRDQBBAI8BUIJDpAIPEjD4EAP4FAogMEEj/yEAjwEwgkOkAg8SMPgQA/gUCiAwQSP/IXIpAbnZ3XnTxVUg4CiTYQSHSAQOJHXiaQJuK9VCDX29vb2x2cUVYOAok2EEh0gEDiR17S5s3Ee6lAOknBzvonlJWDQOInkCsQSHgFckXy9wuBxEognU3EewgENAQEEh0gkPiRvwiB0K7KjfonlJWDQKINhrCiA4aw4kfebgjLZbyXJ9Gvd3Y6OJ+0HAQSbSCQ6ACBxI+8LIneRLzHNF7QEBBIdIBA4kce60CAn0Ag0QECiR95CAT4CQQSHSCQ+JGHQICfQCDRAQKJH3kIBPgJBBIdIJD4kYdAgJ9AINEBAokfeQgE+AkEEh0gkPiRh0CAn0Ag0QECiR95COSCmfH7BQSLMApkXL1VOoi4QKp+v4DAA4FcNK+kR2fGtz9/Hv8meeT81atkW3QJo0DOz6WHy5/Pzz+XJQ98fvLklfQ84vHy+fn5uezZ4SF6AvnopNCGEcs5Pn40HKtu/PPPPxtSNf318eM/iXABgVww3y5JdHB++xLj9ivaQfl8zkm2tT25dOmzVrB8SUTuonARRoE8eWI99vmJ2oZPPquHXj15RVVzfunSbdl5Xl26xM9UfsWfffsVd8grA7TLM14WSQaPyAlk45c986GqEXLoz18MEBH8qfEPeVg4yz9q6T//Uiv5+Ocvv/z5kZzq4y+/qEfDAgRywZxbw/7ME0EKt0kvRDtwTn8+/6Z2TSCQIHD7kmUM69zQLuTI5/+x9jw3CuTzbZVxXSCfVfmQJzD/GBr6EtXFbeuhYBE5gfxljecfLbaQCEQoZBKIWPZPqp9/1N82IBAGBFKLJ5dumw+R4HNOFPGNBJJXVoFc0p7zTe2anJ8/gUB84vzSJcsY1m2iis+fP38+J94oJ5PjWrj/bBSIYABNIKTsq/PPn89JR4QVhUACwJ+//OlAIP/88/GXX/78R/2HHPn4kZT7k45eiQL565dffvn4z8bGxj/0J1bHLx//If2SjxAIAwKpwcylS5fMmQ4SR/iP55cu/U88bhZIW9vMzMzMt2/fviVJz6Qt/IRQIE+0kaekqAU+cjVOvE+Hp26fl0k35AkVyOfP41rJJxS9B0L6lVxJ5GJCHQJTEQQijGolg0fUBFL95ZdfzCmNvb90uECoF4gMPnInUIhA6A+iQIQSxDa8DjpYRn6DQCCQOpD4cS459qqc/PatTHIhpFvxikaY26pAXp2rWRBxsAsC8QnSEzCNYRFrPKGK+Eya6HMy+T82kkXcwMe3WMj/LPRGVIHQZ2uHmEA+6wgCMbslWERNIMQQNXoEG1wg1SoRSLVaJXpgaRH23F9oRtzcA/mHOKnK+xz04b/2SOcFPRAOBFIDEl4sY1gkaqg8mbEOYX2WlhSPh5fwCYQOQpnHsAwNQ1RB7E8eINGfCeTcViCkT3PpNr9mEEa1rENYEMhFQhIWljEsnT0uEOOoFnsCz2z8YxJI1ZAD2RBzIKSvA4FAIDZ8M/Yd6LDUuPaoHn7YWBYZJGGzb0xDWOPn558/kxk4377dvnRJP0F4CZFAjPYWehVJtefB2vVcGOei6Q/yn/PzzzKB3H716nMyOS58O56wzg0E4h8bprQ4CfaW6Vg09P8pFwjpkvxC0yAfTUl0+giDzrsiHmKzsIhNIBAIxBZz+GETdhnnly49+Zb89krNi5P8Bsl0lM9fmXMgGpJkShgJkUAMk6V0VaiMn5+/evVKXcpBeh23X5HGe2VOoosC0eZsvXpCZmY9ITqhkMFMfcYElQoEcmGYUuVasGdU//rrL0Eg/whpkb/++oeNbZE5VjSRbprGm0hs/PPPX3/9ox6qVqskp07uhHwfAAAgAElEQVSOfSRjYH8lwgWGsC6M8m3p8BOZWPWEXqKSf56Q1WRiqoN0XZ68YtkOw1xRFnzawk6YBGLoKVy69ESbCMVyViI0Q672KOoI5LMFuS1uq+l3SgBdEh2B6ANL2kiUNfnxFxXIhkEfTCE0GULXg/wizsIik7OM0MlYGnsQCARSA2G9xxO98/BZYgUhTpGYpcoGAvEdoQmEeVCmngkbc6ITem+TUjUEQoa5LsmeTebz6ryy1gKBtBQhW8FyFVKBfOTZcmN3JbGhrT3foB0UMbFuLCqI6s+PGxAIBFIT7apUOCYTyGc2evE5OWNIoo8blye/evWq3BZ2QiYQfR2HGMBvW6Cdk3E+dff89u0nLgQifiVIcTrIpQGBXNAwlnU7Ey4QFu6NfRX1CRv6WvQ//1QTKP/8aeav6l9/sfUjdIMTMiMrES4whHWRPJEIRGXmm2mbxW9kQ5PPZNcKvbtCl4BoRGFfxtAKRL4flgDJiGicG1aMnJ+fv3ry5JwLhOc56MoRvoMN2S6FTcqik7Oe1K0sEERTIH/aCeRPw9iWcc0ITYPoY1O1a6JjYbx78lciXEAgF8j/064oTenvJN8K6TaZdsXYvi3Lthu7K1gHcvFocyGMawkNHQbWxTDkSyQr0S+90rcyIcsMJTtm6ZtlhYJICYSs8GNs2AikuvEPHZvao+kMOu+KpDXYsw3LDfdqpVb29qhASPcEAvFeIH+TL2BPWySgO1m9sob+c2tWg8aZ27dpXLo9E2GB9JD2/VvS5l3JQEJa5H903YblsA499Mq5QOiikfALpMuuLfsS4YPG+o/SToG6glAsqcFKV/VEub1A/lJP9uefbJwshDmQPkmbB0ogn8gL3GyLBGSQIkmXhBjGsL7RqTjl8fJnEnNYH4TM4qTeIHsq6QsGP1+69D8+UyciW5lskvb9JGnzYAqE7hrA5HBuniHFBquIXJLGzXNFNZRf8fzWuOAHKpDPwv4kfFqXNoT15Mn4E3meJUgM2bXlSSJ8kMTEHl0SIoxh8SwGjfk8i8GsoP6qGsBmCIvM/OVeUYuKNtrY2wvbHUhOJG0eKIFskRc41BYJbnMpvDKOYZG8Kv9Rs4I+zMV2xNKLqu6JiEBo0NmStHkxGURe8cUfn28b+wb6rFu6eYmRutu5q8vWxdOZKEsOJQNG0a4tDxPhQ1388fGXX/SgLptyRawgbHClC0TvhGiDYH9Zi5q6M2HjUNLmgRJIgbzAlbYoUNa6EuXb56YeyJPz7TLrgbDbhdCVIZ/5oXGDa3halu2UFXpWSPsWJG0+mQwit9XFH+NPbtus0XAnkNv/+98T+r///c8yB4vagj4m/h8pFywm7dpyJxE6/tES5P8Iw0qSeVTSbgXVgmFxYc0eiHC+j4lwsSNp80AJZI68wGwU5hu1fRZmUxliv5jZ4A+QnUokqY7I5UBmsqR952RtHsT7xpaFxR98bxLbHEhjAglyz8Ih4/ZtmQgdf+mp82qdvIQsB2IcwvpYJwci8GciVFRlbR4ogXT0kle43hZpvp3TbfRuP3klLDB8QlLohkOk62JYCtAWetZJ6/ZK23w0GSKMGYpGBUK7FOr/gtezcMiofVuWEhHG2C2pLRBDUdoxqRp7NB8ToaIkbfNACeROhObxAukkrKfSNg/oPF43lMvjDR0PJ132bRnGebzA6SQsS5sHSiB0Gkfa70AHWkNamoNjbe53QASNUastnQQjED7kbR4ogcxlYjCGFVfoCFZmTt7moRrDAqO12jLSY1jxpSRv80AJpGOETur0O9SBVjBM2nbEps2H/Q6JoBFqtuWx36EOtIJjmzYPlECOyItEFySyHRDlyK7N0QUJWwfEvi3RBYlqB0SRtLnXArnR2XndyVOl5aYG6LKASMzkBSIzdOHAwJTke8DaPEop5ogzztrS9u83hEtBQB2qO7Z/v03Ee4lArre3t7c7OKNNObqYNSr7YQHTFCzJBcz19naaeg3odibAbgqWsmX/9xvG/bBA/SlY8r/fZuK9VSCdpGBn/RPalRukqRoMYkWMNcVmBJV8D1ibYxArJNynbTlY6++3UjsagbBRqfX320S8914gq3QiR3bR74gHvGSRLmLNrMq/B/+yNr/rd2QETrjL2vLfmn+/SINEilLNv19PBUK7Kjfqn9C23GXquhwMEiEWc7RRL9t9D+g+4EoOBgkBd3lb1vn7hUEiRKnO36/7eC9Jol/v7HRwvhrl6FRAJYtRrMiwRq9flDv23wPe5hjFCjz31bas9/eLUazIUKn79+s63ns9jZcwT4dRFaUHc7EiwQzLnyuD8/XbvAtzsQLNeJfztkQmPRpU++q3uWtaIZCOOToXUFEm0QmJAOt0zqeiDMw5anN0QgLMaENtuYNhrAhQ2nHS5oESSMccv4ZRhqGQkLNO1yyT65c5p20OhQSU0Ybb8hgKCTmlY4dtHiiBdMyzcVSyM9utdYxkhZSZ9R66/xodP51voM1/HcVIVsAYH+1y15b5Uthu3Ao41VJfA20eKIF0dFymswFZOm5laLPnJggVPZtDKyz1Ruf/XW60zSeLQ13XQCDoGipONtOWO4cnff0gVPSdHO402uaBEkjHqtoNBqFnUDJ/HG0eTtCW8WPQYZsHSiAdHUc8FwfCzUADG7ChzYMN2jJ+DHi9geJFCaRj6mhE7wiDUJIZObLuv4Y2DyVoy/iRabDNAyUQMp9j6w69zzIII71Pt1zM3UCbBxG0ZfzoddXmgRIIYa6w9enyFRAqLn/aKjTx5UObBwi0Zfy43FybB0ogAAAAIggEAgAAwBUQCAAAAFdAIAAAAFwBgQAAAHAFBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgAAAAXAGBAAAAcAUEAgAAINjbuYOQ4cEW4AAAn4jIdu5zn3BDmvDSe+eTm5sQoc0BCO3fb0PglragJrgNKgDhJRPeW9pObQ34/ekBLxjYQpsDEIO/3yAJZHXQ7w8OeMXgKtocgKj//QZIIFN/6wMZ2cliFwgdxcms1oSZyw22OQAgMDj6+w2SQOZH1Jee/vXueBKEkvHRX9NqO47MO29zAECwqP/3GySBzKlDGcOjfgdB0Byjw7wpB+cctjkAIHDU+/sNkkDmeCZ1EvqIAKOTrDUH5py0OQAgiNT++w2SQObZtWimC2NXkWC8i+U2/n977/6TVrb//yNnYMXReJkqe1OHTkyDUsXLfGMi9GLqgNqbHuqFmPaYqkFTMZ4EkyY2sXaa06RJ02mmbzOfv/eb11r7svYF2AIKG56PHyps1r5Y5PVgvV5rrZ1YqfqeAwBalEqf30YK5HZv7y0vu5Zr90DkwlV0P9qGWVFOT5b9O9DecwBAy1L+81t7vHcK5FZXV1eXhyOWbfd//GKjM82OeqBxzET5m/qvcn8H4j0HALQwZT+/tcd7p0B6qWFv9QOWa/dvnu9Q4Y+2Yob3QZR/u/8d/D+M3wWg5Sn3+a0j3jdcIA94MlxB/qrNmOWOSLj/HaAAAoAPSNyAQHhX5Xb1A5Zp9x9+of3Njneg0fTzN/a/bn8H/2vyxwIA4In/NjreuxTRb/X2ejhemXYP+GjOeYy/ajvm+GjeuHNltlu9GMELgC9w/fzWEe8bPoz3v/wykcBqQ2bLfIXR3nMAQMvj8vmti0YLhA/nnGx2rAPXwWSZoYAYwguAr4fytoxA/uClVnRA2rcLovzh/p4DAFof5+e3pQTCy6mRZkc6cD3wlRUdNxdACR0A3/CflhbINF3iL80OdOB6+IXe3WnX9xwA4Accn9+WEgi/FzbmELZzDivm+p4DAPyA4/PbSgL5g65QxRjeNmWOT0f/w+U9BwD4gz9aWCB36QLnmx3nwHXBp4LcdXnPAQD+wPb5bSmB8Gno480Oc+C6GHepwomlBwAAHVhFb6xA+IAcLGPStkzQ+/s/l/ccAOAPbJ/flhIIX9UbAmnv9bD+z+U9BwD4A9vnt6UE0kMXiFG87T2Ot8flPQcA+APb57dOIBDgHQgEAJ/T09CQD4EA70AgAPicnoaGfAgEeAcCAcDn9DQ05EMgwDsQCAA+p6ehIR8CAd6BQADwOT0NDfkQCPAOBAKAz+lpaMiHQIB3IBAAfE5PQ0M+BAK8A4H4FiXa7CsArQEE0vJ8GhgYqP2ujDMzMy4L4s/tzczOzn7a6W4mEIhfUdKrTTx7cWho6OoCU4eGhorXcj0dTU9DQ36bCGTh0+zspxtbRn52cnKy3+2O4Uvi4VJdC7qojKm2TZ/65/X7xkbHl5q3XD4E0jDUdDqd5svj3wyHu+7bdxdtWNvtZrPZdN0nz4bDYX47y7QTs5UalWEsEg6Hs3WfG9iAQOzMvZnk4VUdX6r7UAuum5fGx8cnzLj9hjE2WbNA9gYcHFcUyNyE9a7jEeqgzE2Mj9f/+14RCKQxKMXdXDgcDud2i9dzQ/nVw8PDYcsZF8PuXYDdsA1ryF4Mh8O19ALSh4vhXHYkahMIPbCSM/cZtrygSgLJLi4uKhbnpRlTDg8PD9FDuTIQiI0l/qcpWHNJ/iyszRPWYDvDt81/ktu9mYwypq79YgnnxDF9UxywLkobtfcD1hhjb7wIhN/Xzwrlu2Z0myiMKfrjWWMJw+ja+PjE+HiEPkdRSmQN0APHpV4vEEhDSEtx1Pb9fiRLmNuG+POi9oLCGH+ezWZ3D4u6EdJaE5MI6cmSs0rbnnsUSJS21JD8GtIOtljkvYl6BUIakwQSDofTWvtFlHauCgTiEtQMVC2GS1A4d3QZeFC2XOuS8aeo/DLnvA1GZM7qE10WBlHzcDUJhITg4Bf9yAP66ffmtXMvRG7+3isQSCPQo6uGJT4f8k1GGkml0Mn7APwFhTE59g6LP9k0PRmSj0IhlmxjMiwd1AKPxnLqyJJWW3X2SWr4DTkRPSOWzWZ590szYe0C4f85h1e+uE6np6Eh3/cCESaY7x8YmBA9kTeud0FiTLHUn7Vey7y7h8bnHBHf7IAsUF+Dsajce+nunqFta14E8mncAgWBmaoCMX6rY10gYoebvf88BNIARHTNDg8NDS86DCIEYqSbiuEKAgmHsxFXgfC9rMkdOpPrl3WKxpYaiNwjijov0Au8A5Qd1n49WSDaYXO2DVINhPooq/YaCB3IrJpQE36VI3SY+is0HUZPQ0O+3wXCuxfzs1IyS7XF1AX9K9Ube7gnPlm7KToDdgOZ+vlEEZw+i9FZp6Zmr15Ep9rJjFZncbBkprAmxycmJsbnjRRW945y410QCKR+eHTXM07FrC0GagIZ0Z5mKwtEZHAcAiEp5Cw9iXRZDzhSWNLF8GhOxypeXZGHCmOqnLGK2H9J176DmtNeKQ4NDVsE4nKVZBh0Qa4KBCKxQB+gcaPyvbNmdgO67WqYdGawjDjPj8Pml46PZymgM1XqruzJgXqWF7Sjx9wXk0sLtrNE964sELpkqTPzaenNwMCbJbl7M8dvBGgroutiu9EqCARSNwoFw10jukdt2SZNIFrJmMd9p0B2I5F0cTinh0+7QNLOuMqzQ7tXE4hSpEvN8hNryTKP7Oq+IFmOyDUQZnQc6KBKGb3Sb69dV0WBCFOiCnI1IBAJSuOs8XzTUn9/f3f3Dv2ZWsvlFGbVCVuspWZr1JWImMdh80IH47buCo+a/JizVGUXEXyBe4apa0IUb+izMKl3S64kELoKXRd7E8anIdp/XG0Y79KN9/cgkLqhqkJWZdFhTkR8Sy/aBaJtOSwjEP5imofViFMg3Ba8SGAUNnhXIBcxnjsLCjaU9JC2j8JDee6w6H3McVavjdOV0WAwWSBiBAG/RucAYUX0WVZdBGIm2cicabNEY6n+gKpAIBLzjCmf9MK2qgVVS1pnh/7ux2etUhBVDR4Oxbd5XtbQvth/YtZjrBkZrGPxuRvnTwbEB4p+W9FrmeD2YpNvriYQ2on3W7q7lyyfUXWpykTCHebsb10vEEjdaAl8rW+hPTL7Broyds1aQTmBiG/rQ06BZPUMllCMk5yUzOI9IAv0R57WzkwhXtWvyXOyiI4Z1a9wSBJIpDgsDDEiYn94cbiYdqm+59Js6PCQX1qFIrqWwyozwQWUAQIx+WSEet7PoAcRxlS5BE5zNtibuaglh8VzQp+4KfqNcoJRUF9aWloy6xsL0msT1JmZ6Z6NRqMT3TsDdK4dvfy9ttD9iRtk/GoCoSsTWvhEZ1InJ/r7Jybp86+SVz5FXJnQOy+K+8yV6wECqZeoFvHS4TBNY6A/GAqpRseTgnWOoje9QkF2sbxAFGq36xBI1GzCE2QOLF/8nS0UoyeQOxTfaHgu6wrzQUa0jofWnxDQL3Qo1VSKmqPk+E+/cO5QV1y1UVjaC7nrmUrTtvQ0NOT7WyBLer9iiSmTQiBU3ZALCNQ5UHa6LTksrpN58eWf57C4SnhMdsJ7K5oO9gZm5rRN3Ft7b5aMAbUkASqNqMdOgbgsQEIXRJaao2kfYhNd+qTW9HhN+580yv1Wxg0P1r5mytWBQOolrcX6YjgcXRUzOSibY4R0ip6Lw1LmZ7i8QPjriw6BFOUq/KreiTGxlh7cBUKh3JgGqE189D6aV3QMhkQSTBYIfyHHtclYVIzSMm0W4dcyLLSTLXoRCP9fwTisKwGBWLsXFEB3Iqz/FyGQAWtM5X2LSa1eMCA74RetlD4jbXBjwDk22BCI8XxNTzfNTLxx1EBmo2ztuJxAjs1CzLh8ogFNaZUE8sYxYOyagUDqhaI7ff9eDecWw+FFvZ9RtAiEjLCocDHwx+UEwmvIDoHwGnXRbdIiTxrZ+hFRR+eWb1aKtlG2qrzoSDX0MrldIOwwK9dSlOJw1uyAiKTWrqIN/hqyCSRn1EAkafCUVzNX+fIhEIhTIBMssqMJRN8ktaCozAfz6vUC/s19RupcVBIItww/4psJDerVRPQnE8fd3VoNQ2dhb29P6nRE3Lo3ukBmzeui8ByZ5fm3OT4imc8XpLUVZ8gtAzMzM9QvWaINe/bO0Y0AgTRKIEPh8OGwNmDVIRDetSjyx8OVBMK3OQRi+1ZulDBEfLaMWUoPuVJVFcN6vWTVnByYFZNStAba6XJF7iTrKKwy8Ekn/Pqih3xkmlUgVtIuvS3QGgK53dt7y8uuLu2alMLaYSwyGWHK5JwjhcXL28f62Ko9M4PFv/XrD2YqRGLdNsaMRDv8bG/s3+N+sRZR1soJ5I1plx3+4VYj8/MR/i0tokno0yyv0v8yOzvLZxHO6oKcqZB5uxYgkDpRKNhT1I3SN/1dHh+HHCksMVSLl9Aj1XogzhQWbymHa73aQLHWWi+wzv02WNWHD9swquiGk+isxtFl76QPc+Hwopas0ovohmqsGNcZzg1p15c+TDMvAuEXaln0C1xVIHXEe1eB3Orq6urycES3djctEIqgEyINxFkQ47IWrBkshVa9iprpHv7FPUobeZye1Q7gWB5RLrhXE4hjHrkU1yfdEk26QPqlF/kcRQNjoS7bNBBzrcVKpZtrAQKpl4gW/4fDuXR6kT80xiyZAuHT6Wj7LqskED5PwyGQXbtAeFVdYMtfXZ9A6K/UzFVpAnEfFGauhmVkt9RoJKpIy7lLU9CL4qFadsoLqEJP4+K9q0B6qWFv9QO6tbvxYbw0Duq4e4HGTU0yZWmOK2XSlsEyWXMLyBP6eCatTrFDA+XHXXogb/pdOa4mkJ3+SecKXbpAflmLKMZ4XcOEhJEEKyuQluiB/FztDxbY50jQ3I2cPIzXrE8LgUgTQCoIRP/6Xa0HsuqiAEFx2JV0NYEM7WpQfNcf75ZPUnkUCCcyLJbKymUdS+0aExQtHTr0QK5GT+Pivf8FQt/ftVg/ML/W3T0nrYlLiOl+Jnt6BkuC1tXlhY5xKUr+4lIDIRfs7Ljf0mlnRkIvgFdCFwhhDDvmFXU6AgnNOJFRe+HQEhHaC0utUAOBQK7EiD6Od3dxcZcWJd91RH89K2VU0t0FImrN6Wo1EMtAK49DXvnNSjiWVaiqljFsJ03bBFJc1aAXD/Unlhq4tWJjm2noEAhqIC0oEN5VuV39gG7tblwgfGHcX6yLfsjr5vJ1RyY5PD00oIfdiNgY0XNY/IM1/om6C8w6a10vw3Ok6G1lRl7Bau2KAjGvVy/OrMkCmVmSkW4XYrm0mwAprLrhpWLzO7PCjaHaBaItgqV3L5wCUSKr/Pu8Nqek/CgsPYOV3XWfy+EY5mvtpNBJarrtlUUgh4uLfMCZfImuY6fEtHcacSWuy7KXi0D4KCzcE6TuFFaN8d69iH6rt9fD8Vzb3fxiijx1NK6F+0+8wyFN4H4jXQ9PD83rpQzp1k881muL8Ua1v095EK7epKJAbIsxlhfIrHanD/LZhHlLqb0KAimbwsI8EB/CE0p6ukdMfZAioC4QMSVbX6ek7GKKlA1znQcybDvhsCKmhBw2RSB2ygqErj23yv9zVL7Q5CFjUaOrQhuG9Cf84JgHUn8RvY547/thvLoO1PE3s7NvxhX76eUVSsSTT2JArz5ZnT/h94ayVMhpOJcObzLfMIE4bCCYfaPdx5Mp+lpFfMMvlQTCFx++yRvcQiANgAe93OFqOr0q7kso5/B1gfAhWFQaqSiQHI+dbjPRpVl/u/rkDypCSzf2u16BHNYkEMsL2iisMgUZnsfDTPSrg3kgFhZsY6PkkgDvdEQsnZVfRKg3auR8bz4jvN/8O5ywLA9ijASuJpAJuQ5yfFWBuG/v13bpfyMj/Xplxo5dDxBIA+BZq3Izw3WB8AfFKgLR+jFua2GZUT9qTv6gAoM9qFvuQ77a7B6IvhC80R2pLBCshVUDEIgNbVVDTtSyAOGAxSh80Ou8JYOlJblEb+GTWApXHbfdUGRA2sHoGej8Iglk3lLsLmOQN263/Rgf/1RFIFK2S7/TrXV2/Y0AgTQEUb4QLFoDqSGQ9OJiVi0vkNxidliPz66r8RppsdWwPrmCr2pVccxrsbECMSePLy5aTlxWINqtqFZXi6vDPLu3qt2x18mwnp3DRPSrAYHY2enX7y84UOfKgp9mZz85UkK8wK51WRy95f5yKayr3ivQMozL2pFxdlrEWXE/EL+iLQMVDi+a6001Dut9lgzPiNeM7/c3IBBnyqmaQPRbMBr5tMrpKdwPpAYgEBc+Lb2x3oSpkUgLMV6fQKqc3+WsXGw3OQsEAmkg6eLqqn29qUZhiau2P1mltQXC0tKO+n0bK5oSs0CuCARy08yYqSLXHgLxyX1+YUOge2VZmdWjubgZyo0BgfiC8jewrbbj4eGhdb+Rw8MqvYAyRMx7mDsnkRQPD2mtEneiRTrp4bAYjFUJnqu7Jgm3Lz0NDfkQiAf47JKbvO+GF/hdeG+2AwKB+ATbfXI7Y0oN8AYEcuPwVQ5b7deiCY9R92nx1wYE4g94Lbrtb/U6bJ2DCbwBgdw8SxMTE/03OeGiOnP9ExMTNzmJkIBAfALliNr9u7lCiS5MIrwyEAhoFhAIAD6np6EhHwIB3oFAAPA5PQ0N+RAI8A4EAoDP6WloyIdAgHcgEAB8Tk9DQz4EArwDgQDgc3oaGvIhEOAdCAQAn9PT0JAPgQDvQCAA+JyehoZ8CAR4BwIBwOf0NDTkQyDAOxAIAD6np6EhHwIB3oFAAPA5PQ0N+RAI8A4EAoDP6WloyIdAgHcgEAB8Tk9DQz4EArwDgQDgc3oaGvIhEOAdCAQAn9PT0JAPgQDvQCAA+JyehoZ8CAR4BwIBwOf0NDTkQyDAOxAIAD6np6EhHwLxM48fv7Ztef3+xTWeDwJpAX7b/s1t86uXd7RH0Sjd5zUyMc5+ffmq/vPNv3xJt3S28PLlpGvbv16Ol70sDfXlyzXXfaPb27YXfn3561UvFlQFAmlzXr+QHLBwJHHMt+h0d3e/7aOme681jru7X/Q9vMZLg0BukHc/zGCsRjUoeAdeujX/EXiqPXoaoLj7KvCMvQy8q/n0kV9/vHtFJpoMBCK215RAwDCTOqExzxh7xLe/2xaQD+7wy4pGNBQWDQTG3U8YCEzSaXXG2V+B7ZovH5SjwwUy97jP/q27tai7D/C+7635ZK9Pgh/4ofbkoSGQF/rrryGQNiIQML+7vwtoqBaBTD7R2a4ikMk7d/jX+1d37pAUqvMbP92TSVMgL58Ktq0CieiX9pshkKfalslYJCIuSxwtEAisWQXyzvgFftMEMq63DPwFgVwLHS6QIxE6u98/1LmGnM3Rw4d7/MHjh+/LtXlc5gLqDuGP+/rmjCd7fX2P3+scmb/4W4tA3r548eIFBNJWRANST+NXHrqfOQRiRNunukB+vXPnSWD7zp1Jq0CiT/jL84HAD09nfxUIvHz167PAo4ghkGfaqZ45BPLXHTrpoydPnojt82tra2vjgcDkS3FpJJBH29vbTx0C+WH8AnekHsh24BF6INdGhwtk4aH4Iv7Y+F5eNsTXwcO+x/TjqK9vr3wTS8fAoN4QvvC2r4+bgrNX5greWwTCz/gWAmknXgUCTxTHJqtAlGg0+ioQiFBuSxOI/u3/V1sKa4LH7b8CTxz1DFeecdGozwJ3SCAT42uMiRzUX3Qam0DWpPMa2+cDgck7T58Kcf2m68smEGJb+32EQIh3/Pekq306MeHteoFnOlwg3XM7/MfR69evH/Y9fv36ddkQXwev+/qo4PBYeMSVchdQbwinhJR51r2+vtd7OmbHBAJpd9QnZIEqAiEmtGirCWTi1atngZevXq3ZayDbgWfKmhTgK59dC+bvAtuim/OXeZgfZQRiprC2eVJKHOKOi0DuTMgK2db6GaZAngYCE/TzL54Hu8r/GqhOJwtkjteKjYD9WOt9HL9+PdfdvfD69QI9Puo+eqG3OX794oX+dX7vNSV6POrmIR16T+sLLNBRePQ+4gcW//JWovdBJ+3u3uGX8aLv4dxr4zx0AVcy3FFf33upU2OpgQh1ciCQ9hI4T0UAACAASURBVEbdDjz5ocXRygJ5FQhQ+VqqgVC3wVlEn38UePXSa05IMUL4SxLItjEcSuWKcBXIj/HxcU0ggUfPiLXJiYmXLgLhaTCDZ/QsInJefAOVQZ6RFP8KPPvxg/9yoHF0skAWrDkrXSCv+/oW9GzP676Hr6kRj/z8Ud9jiv07Ws7LYwX+NYXr96IrsPeWF62PjYitn9cQyIu+PhH7d3gI51Vt/oqob7+Xug7Vz/tw7kVf3/sFlxrIQrki+kMalQWBtA+T9CVcfRoI3IlWKqITP7SU0I/Akzt3+KNHgR/s1Y9t+yis3wJPRKy3E3XZuB14GmGMC8EyCmuCP6mSwtrWTyvVQGSBPH0pXVY0EHiksDui6s4P+Czw40lgO0oCQQ3EhwK53dt7y8uuLu2uXSC8fFxFIH0PHz4W8fWor+/t44cilj+mx48fPzTLCzo7L9yk8rDvxbHQEBUlHj6UI3YVgbx9+/DxW/1ijAuwMvfihdMqC6/pNDvUv+h7++LYvQbysO8tL6OT2zAKqx2JvNoWkTj6NBB48o6k8E77Tv9MsQtEeaIV23k9mroe8xSzKftjE4j6TB7XJZ3uictg37VHgUdUtH+qWASiPOMx3SaQJ8+ePXsUePrjxw+9B/IjGo3Mj7969ePHU00gz8bHx1+51UAmArTh1fb2thDI5LPAk9h4IPDkVxUCuQmB1BHvXQVyq6urq8vDEd3a3UQNhCeXKgrkBY+pO/T6WxHR5yjWlitnPJaL1gav+96KNJF2xPf86J4EQoF8j3eUHvY9XLCNy9UQrazMUU9HdDNe00MyB2XRjJkfWg/EHDUgLue1PhzsCAJpB9boazvvFSi/PQrwIPpOSvpYBTIReEJDpUggz169or1+DQQC82vjdxzzQH51TugQR7BklPSLIIk9eqda54H8JoJ8lWG8tCsnYtZA3Ifx8sZPhCdEDeSHGDs8ThshkOugp3Hx3lUgvdSwt/oB3dq1hkCO9eFTIr4e88cP+/reH2l5IS8CmaNUkRg3y4fV7nGNeOuBiJced88JSxzxy7Mi1zkMXr99r3c3dl7wLoa1BvLeXSAyNy+Qn6/lr7yjefeOovQPmtUdfcXnfJcViPIscGc78FIxayDKs8Azqnm/cuuBuI3hjT595FpZj66t8eq8JJCJgDigLBALQiAvqa/0dPsl5d+EQCZeakTsAhkPBNZEwUUIZDKwzc8WfbUGgVwLPY2L920qEBHu97q7+/r63r59K7JJR7yQ8diloH3sPvOPcmHaWcgIc94F8lAXyI44/1sxpMvCwvsXrjaT4CmuY2O2iT7hxPj95xZkgewcvX7x4vXezt51DErTgUBukCfSICxTIFGrQH4EHkXWAoF3iiGQXwNPeER2CORd4NlVxjTpc9+jUZo/rh068FR1F0hkcuLV+JoSiUijbpWIytj4HdtQMqtAIk8Cf1GCjoYJi6vj+oiMT4xPqms0ehj4TCC8q3K7+gHd2jVVIKLX8ZrHcl0golzAZwUuvH5PDnHpbLijdR90gSxIAnnoLhBeeDfHRL2nfbQL2Gnk7//wxYv37x+ToQyBHOvTYlxqPA0EKaymCeTJnTvv/tp++uiRIglE/cGH+v4WCGzP68N4acuPwKNXdoGsBQLjPwJURPEEHywlpaIYi7wMBJ4KP9gFMqFNMnz0Q/eH8mqbxiE/enZH671M3vnNRSDzzwJPIiz6LPDoV8UYxqv+RrsGAoFtDOG9oRRWjfHevYh+q7fXw/Fc2zVPIHwZKLtAHtrzOUdSBb4qukBe6Emx10ILVFV3CoQP4DUFojcvP4+kVowJjG9Ngey87Xv7/sXr1y8eeh5mVhMQSNMEovHoWVQSyEttggZ9hRcCoTG3Cg0C3rYJRHka2GaRR/apJWVRtYVL+Px3ksCrR4HAX9oyKDaB/BoIPHv32693Xj4KPBMGoQFkz7Zf0tzzJ6IX8SrwSDvwtumFyKPAI7LJ/LPAs6guEOVpILD94867l0/KrZoFGllEryPe+24Y787x8fHDvsfHxzsWgVDFeodyVEdWgbygnNXCwjElkI72dhZ2juQ5etXQYzHttLf3UC/LHx2/7+t7vGARCNXZ+QXwkz7sPn79tu8tL5/3vd9bWNjz1gE5emFjbuG1DcrF0c+jo2PKcOkCecHPJv5LUET3O9pigo8C2+LBBGOTr169mpgYX7Mtpjj/6I7oUUy80lNYP7YpyCu/RW0C+ZWH53eBR1eeV6HVQNYCz4xZKTaBPAn8JS7DmKj4a+CRsESEvGURiIXfnghFRP5aMyYSGvNBFDGHBDSWTp4H8l7/9v3YIhA+fKmPRrO+twiEF8K1KRm8ifd5IJJA9FVTjBGzNEpYTOrTBbJgXMALfVDtW542ky7gCr+dzoKlhO5yIFMguja0kWPXBARyEzySs0cBeUksjlwDkSoOmkCMFJVVIJFHfK/oo6vXpfUi+ri5CqNNIEa/RtUfmTUbGgxWXiCK9AvoAnkVCESt+4JGAoE4BMIr5O93HALpXnjBI/t7XtHgsf8KCR5DIHN02rcv9Idv997bBcKH3b7YMwXy9r0omy/wuotHgfC+hczcjr1PcuQuEJpu+HrveO/IdXBX44BAboLf7lix1aurLufuJpD5iQlugcmJCW+r8ZpUWc6dzxh/dGd8bX7y1VO9gzMeCPyYjCjR+V9pVqO4nEfmb+RaiNEFEnkSePpqcn5t/N0j13kroD46WSDloaTWwoLLjO+dvWOR3dk53tvxPiPcyhzPgnEWjue658SMDOsFLOgXQCeSX9Av4BowiuhijJl3V9UIBNICeBTIxLPtuu4HcgWBqHzRKr5EiV7e+NXoRr0Uwnol96lcHWYU0Sf1dX9pcBloNBAIcN6RcO7oxfv371/QamDXCATSunck/HXbKYuG3JFwbXs7Vu2OhJFXd3789e7XcTPgR1+9e7n98sev+kDctVcSSuU7EiqTv/14+de7V27THkG9QCCgWUAgAPicnoaGfAgEeAcCAcDn9DQ05EMgwDsQCAA+p6ehIR8CAd6BQADwOT0NDfkQCPAOBAKAz+lpaMiHQIB3IBAAfE5PQ0M+BAK8A4EA4HN6GhryIRDgHQgEAJ/T09CQD4EA70AgAPicnoaGfAgEeAcCAcDn9DQ05EMgwDsQCAA+p6ehIR8CAd6BQADwOT0NDfkQCPAOBAKAz+lpaMiHQIB3IBAAfE5PQ0M+BAK8A4EA4HN6GhryIRDgHQgEAJ/T09CQD4EA70AgAPicnoaGfAgEeAcCAcDn9DQ05EMgwDsQCAA+p6ehIR8CAd6BQADwOT1tJJC9pQHQZJb2bkggaro4BFqcYlq5zuAFmk/7CGRpvtn/l4CYX7oBgRR3c2HgA3K7xWv+ewNNpV0EsjPZ3P9HYDK5c80CSWebHReBd7Lpa/+LA02jTQSyQ90PdXoUNJlplTohO9cqkFUel/7553fQ4vzzD3+rVhsVrZC2vGmK6c4QCPU/RvMh0HTyo9QHuU6BDFNM+v2nZv+iwAs//U7v1nAj7KEMLTa1J9WhLA4p7S+QJcbYcrM/K0CwzBhbuj6BUP/jH+jDN/z0T2P6IGnoo0ksptteIPOMjTb7gwJ0RhmbvzaBpMkfpWb/isA7JTJI3XWQIkZNNI1csc0FsseYivxVy5BXGdu7LoFk4Q8/GiRbpz/S8EcTyaXbWyBLjE03+1MCTKa95bBqEUgxHA4jf+UzfgqHw/WN5lWQv2oqi0rTBHK7t/eWl11d2nkWyAAyWC3FKGMD1ySQ3XD492b/euCq/B4O79YlkKHmxk8w5FUgdcR7V4Hc6urq6vJwRLd2ngXyC2P3m/0ZASb3Pb9tVxWImkMHxIf8FA7n6pqTjg5Ik1n0KJB64r2rQHqpYW/1A7q1g0A6TyA/Vw4k6XD4n2b/duDq/FNfGZ1GToCmUu7t62lcvIdAwHULpAiB+JJ/6iuCUOULNJVikwTCuyq3qx/QrR0E4lOuL4U1hBKIL/m9QhbdAyiBNJ2hK6Swaoz37kX0W729Ho7n2g4C8SnXJ5CRcDjQ7N8OXJ1AODxSh0BGmh0+wYg3gdQT75s3jBcCaS0gEGAFAukUgdQHBAIgEOAAAvE7IxAIuCkgEGAFAvE7IxAIuCkgEGAFAvE7IxAIuCkgEGAFAvE7IxAIuCkgEGAFAvE7IxAIuCkgEGAFAvE7IxAIuCkgEGAFAvE7IxAIuCl8LpB8JlPIj42N2bcvj446bnuZGRtbv/YL8j8QiN8ZgUBA+wpkK5lMJht1U+O7jE0fMKbat+8ztmXfts5Y3HxCV4G/xI4UyOHhYXi4WMyaW3K7u9nw0CrdgtnObrE47DhAsXgYbl0gENDGAknQi4Pak8Ly8nJBPDxYXl7OaJvonpXLRKqg39KwZLYMHYxp2AWypd+uTBPI3VGD+1aBjNJV4NZmHSmQKGO04OAuPd4dHs7yFdDTtFm7l2L20GDxUFsfcnGR1qnP8R9DjLm5plWAQG6Irc3NTS0m3d/c3KToNbpJbN1PaXGrdHfs/roet6pDhzHTKet0KONZfnA6HkvcPwi1FM0QSLxQ0O9qfJ8xljRD+mYoFBpjjNH/uCoOE9sS//0HzPzLKejnqCYQrgntOFaB5AsFFQLpJIGMpDWyskCG+BXbBLJq/jpZTSB0k40cv9dWGgLhQCChOGNMhPsDuoVOStvEid8lfYzF+JPkgfc7jLOYcRtwfjDdPint0LHWysM3RSCW02v/RaWYu0AYU9avQSD8BBBIBwnEWOR8FwJpBBAID/AipAwyu0CYkuLxSJAwpFCRZaYfxwxzWrImpV7xWB0kEP4HkWJOgSRG97nBl50Ciefz7gJJygIp5fP5Md44n4dAOlsgI+l0hLGIrQeyyl1gEwglqtKMrVK+6pCxdDabg0DsQCDCFpS4CiX1wB9nLJHJLJM5EqHQQYzt312mpL1r0TeT5Dub7DM2bVZv7/NnIqAd8O/XqcJyPOY9IdYpAuHPt1wEskWdQK1TZxdIKOQikGndEVIR/b7+MgTS0QIRtqCCuCyQNDeCfhdYTSCEqt1c8ZC/sAuB2IFAhEC2jL6CJpCkHs7yoVCGElkZKXTJFFRmtUEpxtSMmcNKMJZRmMLTX3T3vlF6kLc5p9k0XyBxLvFSjB44BSLeiuUyAimsWwUSp1SVTSDaWwmBeKSNBVIU97uSBJKlS866CIR7Y9cqkJHh4VUIRAcCCcWZGufhfoyxpFUglIzS5UB6cUw00BrFZYOkGEtSKl84okDBLMEYZfBpa7ylUletI5BNHuuXGdt3Fwj5e6uMQAhJINRG/O9LAknq2yCQThdIWtQzooxlNYHwwkhkcZGx6JAqCWQxIl7gAknv7vIUlgACEUAgZIstxu7ymDZtFQilVrSRQgfTjKnuVfRllcWkHsUW/W7TWleD6iqbVMWdrtCJaT7NF8gol/gmU8fcBVJS+HYvAlmn56NWgfCBDXwbBNLpAokyFhE/iN1wrkhFEcaiw9YaSJgqIEX+Qk4qokejUZHYGoJAIBBhi2UKTgXG7icsAslQj4G32U8ojMUok8VJxiwojKlG56QUp2MM6nsmqfORYkzNiw5No+bOtZtAtkYZS+VVtnnfXSChGH9PXAUytm8RCJ9iEjuwCIRLJUZfBiCQDheIlq8yBMK7GbtUU09bBLK4qjAWXeQvFzEKqwwQCNkik2Bq6T5jhZghkFgyyYsjYrht3BhHaoYoK0YfJMOYWuIJr4I2MrjAv/8ui1Fe+uCs1qL5AtnMMLa1zNjdn68uEGsRfZ2xWIKxfVkg+TivstATCKTDBcJ/rVUukMM09UCKvKieTUezFoHkIoxFaXphkan6REIIxA4EQnJIjTF2N8ESFK6sw3hFHio0HacpItP6xLfBUQsxxhJGFWSUsWQ+n4+J35CiWT6fT/KARl+D0QNxF8h0KMFi+yxW2nIXCA3X3fcikIzK2M936a0rmQLZZyxOI4QHIZBOF8hilEUjTMmaRfTFNB+JFV5cTKdXpRTWrlKkaefhcHaXaiAQiBsQCE9hHShUPx+kaCQJJL5vljbyg4rLwkpEiUbp6mqR5ZMQI0o1YiU+yaFlfu0WE0iSlKGwn0NlBELpv/sOgcTGxmwCWY7x9BX9vycz+jyQfW7uTarDH0AgnS2QImOrw4xFLRMJiezu4eFuNkdLZGmQPrLDQ8Xi6vCultaCQGxAIFwgfJCOciAJJJnP28ZL7bus1qdt3zSbGtOjeQDktVuNVCivCKu0Hq0gEL4OQKaMQCgHRaOoqs1E5zNKaLgvtU8JgRTo8WYolKfM4ygE0skCWSwypizSQCxFkQWSG9JKIorWHRFk0/ovFOVawSgsOxCIEAh9wZ3m+RB5FJbGXetMAiuFOEtKqhljTKUlXslIg/yw/JmIg9P6nPR8a61k0hICof+dRMhVIKUUxX4K9NUEko8zhf8PHyTZz1oKq5TQuogHSRYvQSAdLZAoL3gsRtiw3APhlXKFD69izFxid1Elo6TTadpODSEQOxCIEAjVLJbLCGSQTRdCpZQxJMtGaV3WSkJfh4kfg3Lv/Nk0z2FlFMaU0UzhbsJ9SklnC2SZT7RxCkQVS5HxcVWyQEykFFYqoQ9TWDZqIIXYqFB8aT2DGkhHCyS8q9AkwnBu2DITfYSxCM9SLQ4xphrzQIYYSy8aj3hHRecQAuFAIEIgIarfugukQF8/VMqveIj6B8a6V1uUE4vpdRMagJXRMiyCllrLpCUEUhodPXATiEAMU6gqEAt6EV02PATS0QIJG/f/sK2Fxb0i+hjCGcYSWYSoelgZgkAgEEMgBykqmLv2QMa4PKgCW30W+aChBspebRrDrjLaiK4xLSCq+q0wWoOWEIjATSCxxL62sn5tApGBQDpbIGE3gRwypqwe7u7ujkRkU+zSFJDhw8PDVdUwjMkQBAKBiPuBGIOtzPuByJdXGE2oanzfyxSOsc1NmoBAoY7fU2RzU/v2u7+5yYcEF0YTMTWu3d2iZWiyQOplGQJpNJ0lEJKBTkS6R6H0X1CUllgUDEEgEAhonkAc49xqJl8oHNQkkFI+D4F0qECy2aw0jDe7mo4qTI0UDy2iMDbLY7M0hiAQCAS0wi1trwt+A5BK4Ja2nSsQIre4KPvC0cmovHnRsnOrAYGANhbIfiKRSDR9Wv4gXYW22gDoPIG0MyMQCGhfgYDWBgLxOyMQCLgpIBBgBQLxOyMQCLgpIBBgBQLxOyPNEsjt3t5bXnZ1aQeB+BQIBFiBQDpFILdrj/euArnV1dXV5eGIbu0gEJ8CgQArEEiHCORWHfHeVSC91LC3+gHd2kEgnSeQnyGQdgQC6RCB9NYR7yEQIIBAgBUIxO+MNEkgvKtyu/oB3dpBID4FKSxgBQLppBTW7drivXsR/VZvr4fjubaDQHwKBAKsQCCdUkS/VXu8xzBeIIBAgBUIxO+MeBRIfUAgAAIBDiAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgYCbAgIBViAQvzMCgVwHpcvLUgOOUfH1yyqve6ABh/C7QErO25lXucM5aBxtK5Bc2RuZu75Svnn1dl73vR4gkMZxcarxPLQSDJ4Z2x9cnJycnJ65xOrLi5PzjfPzE73t83Odk1DoNBi0ty+dGYRCU8ET80BnpycnJxcPXK7q7OT8fOP85EI//dmFxoNQaCN4HupwgdyPOTYlp0PN4W6y7m8dPsPPAskOrxbTxdXhrLRpqFgc2qVHEbZaZrcRpjo3pss2r75zhA2FmwcE0jjOgxorskAu9c1Tp/YdLqb0PTZW+IYV/XlwylUgz43XgxaBnOoHOrFbamXDOOKF7SovOlQg+TGTgimQ1GZier1kEcjB+kHZoyybZEINYpB1Wt/nqgKJHqotIpBcUb8IRY/9i2mxIZ2zCyRb1DiUHZAbTkfSh1aBHBb1/YaoMe27qkFi0nbO6duoMQTSLgKhTsDJyVRwqiQJ5HIjGNw4OT09mQpKPQbOCkll5fnzs9Mg7UONT09PT4LB09PTC1eBPNjY2KDjbWxsyAI5CQan6BT0ku077EYweHL2/PnK6QZ5jV+l6OJoAtm4uBCb21YgDgccxE1ShkDGWPL+vjpdkgWSYamyv4sUyLa8/v6Fsa37BfPZOodfX2qLSLJ9/rNzNHJFgUSz4azaGgIZYqy4m13M7haNy1hlylA2O6KQDKwC2dUveFUSSE74ZtUikFUW0fbRN+3Kv6y286LxPwCBtJFAOCvcE6ZALnikpvTTeTBo7R+cBoPPjUdGGD/Vd3URCHGmv24I5DIYPBfeONVPpvM8GDy1P9KfcoEErZvbUCBblTsImkAyyijFceW+Z4Fc/S9rWY0lY+qy/nRdXDo/xfImkWDT/Gf5fk9nCyRK2SLZIE0USJql7Y8irEg/ivTcKpDFQ07UIpBVxoazRcYOKwtkcZijyALJiW1FCKTtBEKaeK7nokgPp4Y2TF+EbG6hLoRRvjjXeyplBGLsNRU8PzujI64Yx7FZQnaLsZu1BzJ1fm5VTtsJZD9ufunXKCUoimcSBVMgm3H+37QVK12bQA7UzVIon1R1PYwxe8Vjs8L52pOrCWSYhyzJIE0VSGSRP1iMCm/omxYjToFoRGSBLCo88Av9SAJR0gLVegRVFojGMATSbgIhf1AINwVyFgyeU++idMZzWzIiu3Vyci5nt8608kRZgZzreSpe96CTlaaCU2e0aeVcrt0b2a3zkxPKbk1ddmQNZJ/FHGFZGaOSNZMEEqMOSCiUYplrE8goV0eGjRnPbQ0yitppVfSrCUQ5tBmkiQLZVZhaHBpaLapMyZqbKPAru14EsssYGeiQ/5AEYgKBdJxAnp8HRUimToE2RPaECthTPNrbgnvokgoj1vr62VTw/CQYPH9eTiBcMCcUZ6aCUxsbF8Y2cQ5bmYUfRXCudYTOgxtiHNclF8jKitvQrXYSyDRTBt2i/zI7MASSZ6JJga1fm0Di4rCxpPZ8K259vRCfzqj7nWWQK9ZA7AZp5iisbFoR15Q2hmFliwpjSpGe21JYIuVkSWENsyjfh7Fdi0CiuwL9CIsi/aWwkcPh4bSWwhLbkMJqL4GsnBgRXB7Ge0Y9DCpzWxNYnNLK2cUFz0Nxnp8EgxuXPOhfuAuEOjSnQjDSKKznwkRT53ZF8Ss5vbi4MHNb53qv43KlI2og+wf3FdKCDO9vyAI5YKI0wUWSjI+NrTdAIHlL9SWv/S1O68O+NhOW1uux6XwoFeN5tY7hqqOwbAZp7jyQxezu4W520bptMbe4mM1WLKIrkUiaqvC82rFoF0j5Inqa/kURvW0FwrsaWkHBMg8kFCo9d37NP7Vzxg/BOwor5+euPZDLU0Mwp5Z5IDRC67njy+vzlZUVqn2srKxMBU9WVlYol3bOOyu8u3K5QZ2YthdIKBOPHTgFss4Hzbr1QNR4nHcTMixmDtiyBXZ1q2BQ5swZy1kL2im2FG1DMra5Oao55mA9od6n96+QVDbvYhSWR4M0SyBaj0JiMbwYiRKiW7LoEEiRj7rlw3gZI0uMiB6IQyBR0bs41I+wq++7O7y6qvVAFvVtGMbbRgK53Jg61YdZXZ6crJSzhIYxB0SHdCC9HlqhsbxWqINCKjqbmnqgC+TMcQ65uZUpuQYS3HjeETWQg1CoEDPGPnHiP9sEYtZAUvI8ED5XREnyH7ahUdJYIOdURI0xuTuR0To5o3rtfD+5mVQZXUkoxdR9vendBBMF/U7g6hMJLQZplkCMXoFBNhxWjMFikbRTIEaea4Sp2WyWFz9yxksVaiC7olZi7GxaRwMCaROBhC5LF8ZM8nORTXK1hDxrRELoYmVKwn6G0rk2U7D0PBTamDopawntFFM2NrRuycrz5w/oQJ0ikNCmtQoSp6kbgzySawKZFvmkn9W8Yya6KtxiI0PENvkPefvYlkRc3c+UFQhxsCm2pninY5DGgIVCZbs07UctM9GHTIM0rQcyZGcxHM5ms9lFPQVVUSD8Z1YM4C3yjog0kdBEqHIXAukUgViDOffBibslBJfmwiS0NEnINhmdTzd3sCLtwzs5tE6KFesOl2cXp6cXZ5Yc2uUpX0Ll9KwD1sLiApm2FjMSQiAhUyApnmDKqPSCJ4FwYrz/YGF9VEIWiJ7C2rd0WPJGTd11YG+7U9NSJmkeULNKU2sg2V0TaTGTERahOYa2MVRuAgmnaV7LoT6Yt+xSJrsQSEcJRF9p6kKrjD+/MFahssMHT+nooeNyRefEVSAbzu5MyTiZk0vDaVR3dyyhwodztb9ADhLS7zm4tRWLb21tJZSt/eSBPhN9S9lavh9L5OsVSNkUVp6J4ySttfOkNBYLAnFjeNFKdlcEz9WmCsRYyYQxfR5IeLdYpNL4cCQS4dPRDXgdo1gspiPKriGQbJQpUcYiuaoCGRoeGhoqps0hXIuMrQ6P8I27EEh7CcRIYWmx4MI+fdDkTCxKsrGxMWUKxFxPccNVICfaLrSkiTkTvWwh/FyaB6J3Qs5o3PDF2dmpMWex3QWyJXdARpM601v3DYGE1hOx+CjPJDVKINYieijBzVFSrfuIrQIIxFUg5UNXUwWiGjP+dIEMMzYSFdPSy4zCYmzEnMqRTdOgX9690ARiU+XiomXfiMtSJmwYAmkvgdi7FJUFYi5lUiqXwrpw1tIFGx4E8txQxJnZ6MSYHL8hFUzaWCCp5VpW49ULGUpCe2AeZVBbi1EV9fWxsVT1Ybyh+3zi4jJNVTRJ0V9oSst4JZme++oUkfhZIOZSJpJA9Jezcl6LRm3RwKpdGvQrzwVczGorsQuBZB2/+y6t8Ds0ROO8+IBhfSkTrfIycri7CIG0lUCmjAyUtukiGFy51Cl5EsiF5Ri20bplBGKc4tIxC0Q8emD2qZpcoAAAIABJREFUNk70815uBKms3s4CSY0l8qFKw2LLC2Q6acOcTJKI2/DyZ5aPx1MHy7F9PgWkFDpI3i0UxmLxfCi0nLDTKQN521Yg5amwnLurQCxgOffOSWFp4fpC7lGcOSYFGtkqSSCUchKccTs4Zwc6BOI2zIso0SopF2dnFzTTcEVaBfiE1v2duslZhM0QSGmfsUTL3A+kkGBM2aI3Oq7mQ/k4DUrtoIUTaxXIUNbC7u6hCKvmMrjNoMii2mCpqCyQqEmZHXE/kBroIIGYsyy8CMRZRLeksE55o1LtAgk9d9wPRKyXYp6gnQWSYiyWaaEbShUyomuR59ooZLSnnUtNo7BErD1kLVdEH7ZcZpkdIZAa6BSBrBhjsC4uyvQbJB5IrY3o/sA27fC07FSNk3NP4f/s9IT6Q5axYCXaeHJadnxYuwjkILlZbU7FstMWo026D3IHUoNAtJmEhzRvr5nDeA9N9HJHzl4Ad+MwrftGYjVdLlFXfeeidlOq5gCBtDgXxv1u/U9r3JEQ+Fkg6q7pjxa+J3rHMAKBgJsCAgF1CkTNSv6AQJoPBAJuDAgE1CcQS/8DAmkBIBBwY0AgoC6B2PwBgTQfCATcGBAIqEcgdn9AIB0skNu9vbe87OrSDgLxKRAIqP+e6KY/IBD/CKSOeO8qkFtdXV1dHo7o1g4C8SkQCKjrnui7Vn9AIL4RSD3x3lUgvdSwt/oB3dpBIJ0nkJ8hkHbkqvdE37X4AwLxjUDqifcQCBBAIKDOe6Kvyv6AQDpXILyrcrv6Ad3aQSA+BSks0IClTCAQn6awaoz37kX0W729Ho7n2q7DBXJw4NcVlCAQYAUC6ZQi+q3a4z2G8TaW5cGUp22tBwQCrEAgfmfEo0DqAwKxcpBariXgFzjrg8v8p7wQ+PqgdM+k1HKqNRcJh0CAFQjE74xAIDdOaXlwUA74rm3cNtJ+JpKCMoODg+ays/zwrXhPOwgEWIFA/M4IBNIcf2RCocL6+nohlFlfX8+HDtbX19eXlzM87heW1wcH18VjmUxKxjBGPjU4uDw4mNLbZ1rVIK0okJKzoJS/Yo2plG/B/2t/AIH4nREI5KbJDA4u8xBV4N2I1ODg4AF/TKznQ3yLrYthkM+klpeXU8adiEoHBWqeoaOupwoHIpTll2lTy9GKAqn3hlJj90Mp623Oa+dustNMBIH4nREI5IYprQ+uizhRGBxcXw6tr2sCSWVS6zy1VRhcT2UoK+XcV3eL4YcDbhrSyQFPcGliyRsnaSVaQyD5MZOCKZDUZmJa/J8ZAjlYL1dLuksdxnVKQ24mGyeQQebX8XW1AoH4nREI5IYpGMGfHq2XBjOaQA5EdusgFCpQHLvrIpDM4GCqcJA/KCwbNY8M742kKCWWz6SMSJaRiyIdLRCHAw7iJilDIGMseX9fnS7JAsmwckMdpmOxWEyNXVEghbGt++a7QhnM9XXhqNQWkWT7/GfnaAQC8TsjEMgNw33BKQwOFgYPBgumQKS4n193SWGlBtfFg5ItReUYxnvQijmspghkq/L/gyaQjDJK/7/KfW8C4YxeUSDLaiwZU43RE+vi0vkpljeJBJvmP1tzDN11AIH4nREI5IZJDQ5qySWSxmBq8MApkFIhta4VSir3QPIZwfrgsvZIz2G5l1A6UCD7cUdXrJSgKJ5JFEyBbMb5m7IVK12bQA7UzVIon1R1PYwxe5Jxs/L52pC2E0gulxM/P3/+nLO88OHDB9p4hUN9/PixzBlyLgf6cKWDNwwI5KZJGampwuBgaX19WRbIsqhiUEWc57Gq1UD02ruJFp5KEIjGPos5/ieUMcoRMkkgMeqAhIQLrkkgo1wdGTZmPLc1yChqp1XR200gn4PBIH+QCwaDH2yv/PlBf1Xe/vmzpZ0Jtc7ZFBQOhz8Ggx8/BINT9v3pBOGbBwJprkCWB1O6QDIFGn+7rHvBZRivGIWVWk4Zo7AOUna0FyAQnf1pptirSSr9WSyzA0MgeSaaFNj6tQkkLg4bS2rPt+LW1wvx6Yy631kGaUeB5CSBfPio8bmcQKaCQamf8afOR6dAPoi9bQL5U98fAunEFFYpNZg5sA/j1Qfn2uYa5gt2KgQbpLB09g/uK6QFGd7fkAVywMR/NhdJMj42tl5ZIPuJRCIRi+ULhenyAslbNue1v8VpfdjXZsLSej02nQ+lYjyv1jG0o0A+SAKh55w/ywkkaBGI3pxcAIGYQCBliuilUr4kCWRd70BY2mmUSVetS5jxDkV0nf2DUCYeO3AKZJ0PmnXrgajxOO8mZFjMHLBlCezJBA0CHqQ6eHmBZCxnLWin2FL0Y8Q2N0f10djrCfU+fR8oJJXNuxiF5VeBfAwGg5+vIhDaJMV90f2YuoJAglwghnVuHAikqcN4KWbINRAJx0Dcg2XB+uC69ogHGvfVTTCMV2efxkXHrL25+M82gZg1kJQ8D4TPFVGS/Ifl7Ulu8h+VeyChMbk7kdE6OaN67Xw/uZlUGV1JKMXUfb3p3QQTBf1OwNcCyTkL2UYY12sguRzPavEfbgIh41iLJWKji0A+i5b04p+GQKjRFATSsRMJXQVSSBUKBZpI6P5N1DZkN28gDfw1T9JKNE0goU1rFSS+xaftlUyBTIt80s9q3jETXRVuCbkIxKUGMrYlEVf3M2UFQhxsiq2i5zlIY8BozcxQp+BngXy2JJ+I3J88jn+0FNG1urq7QLhxgn/mvAjkozg0V44hEE1AHz9+/BMC6QyBUBFELFtVTiCVljKptHS7+ULpbiuWQJookGnr/0ZCCCRkCiTFE0wZlV6oSyDroxKyQPQU1r5l7ZS8UVN3Hdjb7vhZIKQLSx/kwxQlsHi+yi6Qzzy+OwRCe5B0jMj/gfOnm0A+cG98sApEbJyiZqiBdIpASrRSIi2FWE4gmXXSB80tr00gNImkFTsgzRPIQUL63xjc2orFt7a2EsrWfvJAn4m+pWwt348l8vUKpGwKK8/EcZLW2nlSGosFgfhJINwg8ggqiuWfRdnjsykQCvikBKdAeHYr+EFTTpUiek70bqY+yDUQLqAp2gqBdI5A+FKHlZdzz+crLPBaVSD88K1YiG2aQLbk/7HRpM701n1DIKH1RCw+yv/XvAiEDLQ1nTyoJBBrET2U4OYoqbzqYdsqgEBaXCA0t0+GkkpGjCcRkAc+TwX/lHogvK7uIpDPoivxWU9KffxQSSAf6Ai8vzFlCIRcEgx+4Fs/QiCdI5BQqXBXGjB1Vfi6V5VeSK3frTTCt/MEklquZTVevZChJLQH0lF+TiY3N/dHxyoKxDqMN3SfT1xctjZO0V9oSst4JZme+2rJt+8a8JtAgk54/ojzpyaT3OcP4dyff2qVDa0q4qiB8OhPXQd9rBbJh4uEYxPIn7wBicPsgYi+jmj4AQK5BoEMMC1tAFqCUcYGblggqbFEPlSpN1ZeINNJG7bJJALvEwnz8XjqYDm2z6eAlEIHybuFwlgsng+FlhN2WrH/eB34TSBTVgwFSMuJmORMOeScAsmJxBWfSZ77SL0WIRCjrGLtgQT5Cx8+yimsj9rZc7TmCQTSeIEsMXaVWzuAa2aasaUbFUhpnzFryaHh9wO5wmKKhQRjyhZ1LuJqPpSPM8aUDlo4sQ0EEnaOlrIMoNIK3Bo8uFOdRM8wWWsgH/TXP5vPygokbCx48uHz5w+aQCzjiD98/Ii1sBoskD3GaFgmaA3yKmPHNyqQFGOxTMsIJBQqaEvQ5Lk2CsbSlx2LrwXi8IeLQHgbSkyVm4luHcrFW37+/Pnjxz8/2ofxhskYHz/++afVFJ8/8jL6n7yGcvO0tUC655HDaiF+Zmyt+0YFcpDcrDanYtlpi9GrFM4ymVAm2TkTNxqMnwXikjOi9Q41jFl/ojxBo3W9CcQoozsEkpP8pO8jxncJ3NbuvXbaWyBLjGnTt0DToXU/vGSwbvaWtqCZ+Fkg4c/2CYDOHog20PdjcMpzD0T3h7MH8iff/ifNQzd2ojLMnzQgTFTZb572Fkj3JGNMjM0EzSX/M2Ns3NObBoF0DL4WiBOHQHK0rC6vYNgFYqySZWlP6Svqv5A43NbC+mx0RUTnR+voaOdGEb3hAtmZZ4yp06PSbbBBExidVhlj8zsQCGhvgfxpHYUlzxLxIBAZN4F8MHY2Z6JDINcokO4d6oOAlmDcmz8gkM6hDQViTjO0rnNiE4hxp5CPxh5VBBKe0krsPF31Udr2kWrrSGFdi0C6u5eoEwKazryn+gcE0lG0n0CCZYra5Wog5XEI5INcMM9J62+hiH6dAunu3lsa6AdNZWBpz/v7BYF0DJ0jkPCHD7k6BRIOf/7IfWEZsis6JNZtN0gnCAT4CwikY2gzgTSWXM4+yqsFgUBAqwGBdAwQiN8ZgUBAiwGBdAwQiN8ZgUBAiwGBdAwQiN8ZgUBAiwGBdAwQiN8ZaZZAbvf23vKyq0s7CKS9gUA6BgikUwRyu/Z47yqQW11dXV0ejujWDgJpbyCQjgEC6RCB3Koj3rsKpJca9lY/oFs7CKTzBEIraUEgbQcE0iEC6a0j3kMgoHUFUnIutZm/4uqbFe5fDyoDgfidkSYJhHdVblc/oFs7CKS9udEUVr03lAqFQrFG3XPmbrLTVASBdFIK63Zt8d69iH6rt9fD8VzbQSDtzTULJC+tElwwBZLaTEyvlywCOVgvd8PZ1LpGoZECGWSdducBCKRTiui3ao/3GMYLmigQhwMO4iYpQyBjLHl/X50uyQLJsFSZg24pYn9+uzLPAimMbd03b15YEAri15faIpJsn//sHI1AIH5nxKNA6gMCAc0SyFblG5ZrAskoZIGUct+jQOL8x8GVBLKsxpIxdVm+QyNj4hTLm0SCTfOf5fo97QcE4ndGIBDQ1gLZjzvuWF5KUBTPJAqmQDbjPHu1FStdm0AO1M1SKJ9UdT2MMXvFY7Ps+doVCMTvjEAgoL0FwmKOsKyMUcmaSQLRJJBimWsTyChXR4aNGc9tDTKK2mlVdAjE74xAIKC9BTLNlEHbNpUyVcvswBBInokmBbZ+bQKJi8PGktZjGBTi0xl1v7MMAoH4nREIBLS3QA7uK6QFGR7yZYEIE2giScbHxtYbIJC8pfqSZ2StUGhaH/a1mbC0Xo9N50OpGM+rdQwQiN8ZgUBAmwsklInHrHVpHvLX+aBZtx6IGo/zbkKGxcwBW4UrCyRjOWtBO8WWom1IxjY3RzXHHKwn1PvU+Sgklc27GIUFgfiFEQgEtLtAQoWYMfaJE//ZJhCzBpKS54HwuSJKkv84uHoKa0zuTmS0Ts6oXjvfT24mVUZXEkoxdV9vejfBREG/E4BA/M4IBALaXiChTWsVJL7Fp+2VTIFMi3zSz2reMRNddfFDeYGMbUnE1f1MWYHwA2yKrSne6RikMWChUKFzslgQiN8ZgUBA+wtk2lrMSAiBhEyBpHiCKaPSC54EkicKToGsj0rIAtFTWPuWtVPyRk3ddWBvuwOB+J0RCAS0vUAOElJkHtzaisW3trYSytZ+8kCfib6lbC3fjyXyHgWin9h7CivPRLOktXaelMZiQSAQiN8YgUBA2wtkS+6AjCZ1prfuGwIJrSdi8VGeSfIgkEJGI++5iB5KcHOUVF71sG0VQCAQiN8YgUBAuwskZS2he1yNVy9kKAntQbmjeBvGG7rPJy4u01RFkxQN7k1pGa8k03NfnSISCMTvjEAgoI0FkhpL5EOVhsWWF8h00oZtMomBx4mE+Xg8dbAc2+dTQEqhg+TdQmEsFs+HQssJO50ykBcC8TsjEAhoW4GU9hmzlhyaeT+QQoIxZYs6F3E1H8rHGWNKBy2c6AYE4ndGIBDQtgJJMRbLtNANpQq8ZhIK5bk2CqKE0sn4XiC5XM7TNveNVzuu4GrHuXYgENC+AjlIblabU7HstMWoWHPEM5vlclugHQWSO9L5Gs7duzfraDB77x7/OfPliJp/+fI1TA1nbIeZ+fL39+9/fzmShDAz8zUcDn/5+0v4272/3c/+9d49OirxTSLcLCAQ0NG3tAXNxI8CObqn880UyJfvX+jH9+8zpkCEBETEdwjk6JtxFF0I1Igef7/33SaQmS8aX2WBGNdxTzthM4BAQKsBgXQMfhTIV/rGf+/et2/f/jYFQkGfx/QvFoF8/fr16N69b9+/f7cJJHfv3r0vX79+/frl3r17uWoC+a57wiKQrzpfIJArAYG0NxBIx+BHgRCzWtSvIhALFoEcGR4wH5EcZssI5NvfHItA5OOHmwUEAloNCKRj8KtAvlBnQAjkO69xVBTIUS731SaQr7ylfCjhEtLG93vfj+wC+S7tiBRWnUAg7Q0E0jH4VSDfRKjnmSge0b/f+0Y1CnsKS4v4ToFQVurb31++/P3tnimHv0U6SySsvAjkS7jpQCCg1YBAOgafCmSWIvys1gOhxJJZpXATiEsKK5z7Yuyhl0B4y7+FW7wJxKRpKoFAQKsBgXQM/hTIzL17f//NI79UA+FVCvcUlksRnfh6NDNz9FUqzt/7RkfOudVAvhut+BH5SSV/QCBXAQJpbyCQjsGPAqG+w/dcjvJNR96K6I5hvMawXJ0ZMa73K1VEvnkVSEsAgYBWAwLpGPwokO/kD179/parKJCcDj2enTX7GmbCS+c7L6ZTbmr23lE1gcx+/ZoL//3NhtHiZoFAQKsBgXQMfhRI7ptWtfgqzUR3EwiVxaUIb8wXDIdn7T0QOgiftx4Ofw1/+fYl/Pe3L5VrIN/tDmrSZHQIBLQaEEjH4EeBcL5++fv7t+9/G92K7/e+zc7OztoFIk/VmHFfD+XoyFzMZGbWRPJNWBvj9eXv7191gXx1EG4KEMj1sdDsC/ApEEjH4FeBfLFXr91GYclh/sg5D8Tkq5tvXGei35sxR2Hlvks0SR8QyHUycOyycWdvb45+Hvf3z1pe+DQ72z3b3y9bZ3b2U/eSdZOTub09cZ6d/v4ltwa/9A9Ipy/TqJWAQDoGnwqESt2zR0dHX77p4fyLmCn+999HFoEYm+2jsL7ytVA4kkD01jScSxbIrJ7pOjJ6IOUcdNNAINfHmhS4DfoZm6GfM4z1W16YYAq9uCNtirJ++6bu7lnbjnuMTfIHnxibkJr1j08Ig0XZvKW11Kg1gUA6Bp8K5JtecchZA73ASwrL9MCRa/T3sBrv13v3vsxwpMnsNw4Ecm0cszVPApmNRt/IAjleEpQRyBvGxuXnn5h2HlkgO5P8XVQGJIFMzhOMRfnPpc4UyMXpg/IvXoofz08vGhEcS6en2gFBmwnk+71vWh29qkC+OysdjRPIkfEIAmk/gbxhii2HNfPmzZtJxn558+bNjiQQxiwCWdLeAneBzM0zpspblhiLOgQyyVhkfFxhbMkUSNTyBrv1jtpWIA9ONqY2TulegMHgmdh0eSnuO1661LVxHgwGz1dIMsENad+LqZPQydTF+dTK5dSU69Evz7RjiuMKSqHLYPB5/SG2vfGpQGb4OiSzX/hckMoCEdVvjtzmK5/CriW3ahbI90qHuBkgkGtjUohBot/8/52pKBA1Go1G3QUyQXtPzlkP+skmkFnR5JPKInSU6MDAbHc379aMMxblD/guHSKQ51NB4rxkCuQyGCRXhEJnwSmjzcZUcGrFIZDg+cp58GIjeKE3tXMhbS/xMwXJHRBI2wpErGXCB886/VEuhWUZZ1utgOFNICadJ5Dbvb23vOzq0s4fAtlR9OKEwcD8/HyUMcogfaooEK174BTIp0nGJvsZm+dpMOJYJaHYBDLAGK/Qj9POUem/a5ae9Ev6aXeBPJ/auAxtBDcehM6mgqcVBHIS3LgMXW4Ez50CIS426F93gZwGg0auqrTBsQvk7Pyc0mKn5+crG1NSf6XT8atA+P0E/7beTtDg6Pt3twkfltnjuRkJl4P8/b3MZPOvxoirnDTmdzbX6gKpI967CuRWV1dXl4cjurXzh0DeUA3i2EMNRBNGdYHMvJkkKe3wXsgadSq6u3fmmTLO2MRcJYGo8/OkqIWlcYWpk4zND+x1d4hANoIXuixOyAvB4BnPWV0Ggyecc80KU0GK8GfBoFMgGycbJJCTkzIC2QiSmmRKdoGUNoJTpdCDYPCcjIXSiO8FAq4mkHrivatAeqlhb/UDurVrbYHMSYkqjahUsR7ndQlZIAOM9R9Ts2oCocAa/WVnZuZ4KSK6HXP0YGJhnrHImwVJIDOMre10d88qVP7QaiATtA+bn5mbUBhj6vwnXwnk59oEwl3wXPQQeKaJ+hGkh0s91aR3K8g0vLvhFMhJ6IQEsnLpLpBTOshZZYGQmU5DJ3zLuV03HQwE0iEC6a0j3neYQLQ8kcSk3A+Z1/Qww18SuSu2Vk4gHF0gO5HxNzuU8fqle25pIjIrCiLjc907a4xFd+QiOpU6JtcUpphF9DeMqeNLlL361B9hVBzpAIFwLVwGuRxOKD0VDG5snAuBnF4QJ3WmsEonweDZSVDPS5VOOc4ayHlw6rnoqZxRZwRwIBC/M9IkgfCuyu3qB3Rr1+oC6T4Wg2gFyi9zbpURUyBRSnXNzo5XFYiAC0Q/kRrlTefezC9ZRmEtTJhdH00gO7NiBqO4jBmjiNLOKawHou9xEpy6OKNAX6EG8oCK6MHg1HO7QM7OibMT/sNxgtMpcgdZ5PysJPds7AJ5MBWcCm5wc0zZ+isdDATSSSms27XFe/ci+q3eXg/Hc23X8gLp7h6gNBGHOgr24EjBe4ax8aWlPS4ELhLXGsjE3oQhkKUBzgRjk+LRwFz3J2mW+sLSkmSFTwP9/Ut8TyGQiaidT+0vEE0FlzRCV3z9lwRywvsKRmHjwcnU1NQJzRKxCqQSZzS2i1vibCPI9WAc99I+CosyXeLcyGEZQCB+Z8SbQOqJ9x05jHdW94e1+7CnsvEoW5szayBza2x+nEWpMl6lBrLmeJPIHgMRCek/RV/gRH807ti7AwRyShkp4uzk5JRHc0kg1hpIKFR6rrFyYfYQHpjtxFBg6wlOTs5o4uFpKFS64HNIJGvYBFKa0nc2rgpAIH5npMxbg3kg9aHPBlQtC1nRmKlPA4yNLxgC+YWxAZq2sWAXyMInm0D6J+3QsS0le2mVEnMMseiB7IkRg0uMjWuDBxfaXyAnwRPbllPhkVCJ6h8bwfOLC8MWz01NmD2QyylBMCh+2o9nnwdSXiDUWxHPIRADCMTvjEAg14LxhV9eMmRmnqwxt0aDoYRAaMhWZI5aT8oCicxHokx1X8rExidjKPiSTSDz2pIo+kz0hZ2dHV5pp58Vj9l+AjnfMBClD7HV4pcHvMpxfn6+4UxhyY6oJpAVmoj+/OyBVSAlqsILcUAgBhCI3xmBQK6DBZreNzFPg6TMjTtR6mnwfghbEgJZmGfqDG1RZh1LmbAFu0AmGHNMLJnt15mwCcRECMSaxOruDIFooVpMReeclRPI5ZkGnzBishE8vZJANE6tAjkNTp2J0WAQiAkE4ndGyrw1EEhd0AJVS7x/IeewlhSa8Edrqk/oKazjNV5kX1gyayCf+vv7BwaWZmgKYHWBDMjvmkUgKl80cX5e6VyBOMvhYgTUmZhEOBXcEA9WyqawXASysqJPBLzU5yJqkxJpyLDWzzk/ObMIhA/hPRdzCK3e6mggEL8zAoFcB+NsjYf6paglhyXVrWtZzr2MQCa0QVl8xatyNRAthSVYazeBDIXDv7vEJ20KoUMgfO6fxIUe4zUu7AIxlly0VzkqVNgtAtkgd6wEuTowjNfg93B4qA6BDDU7fIIhCOQaWIjqkz+OJ8vcfqNGgUwYGSttRasBxga0YsfS0pLZ3WEsollFle8HIphsN4EUw+F/3AKUmF8uIYL38zMr3A7P9Y7EycmJXP3e0OrnWgldWlKxZDvMSlmBnG1s0NDdk42N56EVrGVi8E84XKxDIMVmh09QhECugRmzKzD3Zq6RApFYcKawpKG58tb2F0i6jEAcOawK3/6lFJal0Ya1i3HqNQFVbjVeTAMx+SccTtekDuNtB82l3NsHgVwzDoEs7Oy4DbmSN72ZkBFieiPPA4mYiyTKw30n2l4gSi4c/sklQJXsXRBr58LC5YVJhS7CudcE1OXJidth0AEx+SkczhlTbmsh2+Tw2fEslntnIBDgI4GwXfciiFjOvaGcXdS1klUJy7mb/B4O79bjDxRBmk3ZChYEAvwkEMqGu3VBQAvzU4UcujeUxWZH0M5msWz/EQIBfhIIJTP+wSK3vqL0T70dEMbSTbuTEgiHc+ULWBAI8JVAqJ4Kg/jNH3WV0DlFGKRp5Cp0HyEQ4CuBsFUyCLJYvuEn8sdqvf5gLI0sVpNYrGR/CAT4SyBsmP6of4dCfMFPv9O7NVy/PxhThqCQJpAdqjh+DgIBPhMI74OEw//88/v/B1qa3/+h3kdD+h+CSHFoGNwgQ0V+g+wKQCDAbwJhaUwL8BG7ddc/QOsCgQDfCYSx4i5qqr4gt1vf+F3Q4kAgwIcCYUxJI53R6gwV03XNPwetDwQCfCkQAEDzgUBAs4BAAPA5PQ0N+RAI8A4EAoDP6WloyIdAgHcgEAB8Tk8LC+T/6AKta6GDNqKf3t//c3nPAQD+wPb5bSmB/I8uEAJpW/h9s/7n8p4DAPyB7fPbUgL5D13geLPDHLguxun9/Y/Lew4A8Ae2z29LCeSu621aQbswT+/vXZf3HADgD2yf35YSyB90gar7rcaB75lT6f39w+U9BwD4A9vnt6UE8lOMrnC22YEOXA+z9O7GXN9zAIAfcHx+W0og03SJGMfbzoOwNl3fcwCAH3B8fltKIHxITqTZgQ5cDxHXGhyGYQHQoTX0RgvkD74UG3JY7ZvBUv5wf88BAK2P8/PbUgL5KUkXOdnsUAeug0l6b5Nl3nMAQOvj8vltKYH8l18luiDt2gFh/y33ngMAWh6Xz2+jBXK7t/eWl11d2z2I01XOYyRv2zHHJ4HEH7idZvsdAAAD90lEQVT8HfD3HADQ6rh+fuuI9y4CudXV1dXl4Yhl2omJyVjOpD2HYLl8gbnV1YUyOgC+4L+NjvdOgfRSw97qByzXLkHXqSCJ1WYslcug0t8Bf88BAK1Nmc9vHfG+8QL5Nx+Uo840O+KBRjLDJ6Er/3b/O/h/GIgFQMtT7vPbUIHwrsrt6gcs2+5f/FqjMEgbMRPlb+q/yv0dYE13AFqesp/f2uO9SxH9Vm+vh+NVaCeGdarIYrUNS7z/wabL/x1gKC8ALU6Fz2/N8b7Rw3iJFS0l3o+xWG3BnKifs8RK9fccANCaVPr81sx1COSnP7RxnfPohLQBs3z8LmPxP7y85wCAVqTy57elBPLTH/r30UkoxOfMTurfX/7w+J4DAFqOap/flhLITytGTjzyyywyWT5lbrafr59ITK94f88BAK1F9c9vSwnkp5/+ZY7sVOfHJ/oHgK/onxifF6VzQvnXFd9zAEDL4O3z21IC+enfSGm0DQmX8eN4zwFor89vSwnkp5/+i7pqWxC/wgJseM8B8O/nt6UE8tOD/yaR1PA5SvK/zvXX8J4D0Jaf35YSCI3N+c807pntW2Kb/6lh7AbecwD8+/ltKYEQf9z9z//+9TPwFf/633/u1vHHh/ccAP9+fltKIAAAANoQCAQAAEBNQCAAAABqAgIBAABQExAIAACAmoBAAAAA1AQEAgAAoCYgEAAAADUBgQAAAKgJCAQAAEBNQCAAAABqAgIBAABQExAIAACAmoBAAAAA1AQEAgAAoCYgEAAAADUBgQAAAKgJCAQAAEBNQCAAAABqAgIBAABQExAIAACAmoBAAAAA1AQEAgAAoCYgEAAAAI0SyO3e3ltedkU7tEM7tEO7Tm7nFMitrq6uLg9HRDu0Qzu0Q7uObucUSC817K1+QLRDO7RDO7Tr6HYQCNqhHdqhHdo1SCC8q3K7ytHQDu3QDu3QrtPbuRTRb/X2ejge2qEd2qEd2nV2OwzjBQAAUBMQCAAAgJqAQAAAANQEBAIAAKAmIBAAAAA1AYEAAACoCQgEAABATUAgAAAAagICAQAAUBMQCAAAgJqAQAAAANQEBAIAAKAmIBAAAAA1AYEAAACoCQgEAABATUAgAAAAagICAQAAUBMQCAAAgJqAQAAAANQEBAIAAKAmIBAAAAA1AYEAAACoCQgEAABATUAgAAAAagICAQAAUBMQCAAAgJqAQAAAANQEBAIAAKAmIBAAAAA1AYEAAACoCQgEAABATUAgAAAAagICAQAAUBMQCAAAgEYJ5HZv7y0vu6Id2qEd2qFdJ7dzCuRWV1dXl4cjoh3aoR3aoV1Ht3MKpJca9lY/INqhHdqhHdr91Mnt/n9SKkqpt6llagAAAABJRU5ErkJggg==&quot; alt=&quot;사운드 5종 비교 - WAV&amp;middot;MP3&amp;middot;FLAC&amp;middot;AAC&amp;middot;MIDI + 압축 방식&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;WAV&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;무압축&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Windows 기본 &amp;middot; 원음 그대로&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;효과음 &amp;middot; 녹음 원본&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MP3&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;손실&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;가장 보편 &amp;middot; MPEG-1 Layer 3&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;음악 다운로드&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;FLAC&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;비손실&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원음 복원 가능&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;고품질 음원&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AAC&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;손실&lt;/i&gt; (MP3보다 효율&amp;uarr;)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;iTunes&amp;middot;YouTube&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;스트리밍&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MIDI&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;압축&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;연주 정보&lt;/i&gt; (악보)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;음 자체 X &amp;middot; 악기 명령만&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;용도&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;전자 악기 &amp;middot; 게임&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심: &lt;b&gt;MIDI 는 소리 자체가 아닌 &lt;i&gt;연주 정보&lt;/i&gt;만 저장&lt;/b&gt;.&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;MP3&amp;middot;WAV 등은 &lt;i&gt;실제 음파 (PCM)&lt;/i&gt; 를 저장 &amp;rarr; 어디서 재생해도 같음&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;MIDI 는 &lt;i&gt;&quot;피아노로 도-레-미 0.5초씩&quot;&lt;/i&gt; 같은 &lt;i&gt;악보 명령&lt;/i&gt;만 저장 &amp;rarr; 재생 장비 따라 소리 다름&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;압축 방식 3 분류&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;무압축&lt;/b&gt; (WAV): 원음 그대로 &amp;rarr; 용량 큼&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;손실&lt;/b&gt; (MP3&amp;middot;AAC): 사람 못 듣는 주파수 제거 &amp;rarr; 용량 작음&amp;middot;음질 &amp;darr;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;비손실&lt;/b&gt; (FLAC): 압축은 하지만 &lt;i&gt;원본 복원 가능&lt;/i&gt; &amp;rarr; 용량 중간&amp;middot;음질 유지&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;MIDI 는 음원 파일이다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;연주 정보 (악보)&lt;/b&gt; 만 저장. 실제 소리는 &lt;i&gt;재생 장비의 음원 라이브러리&lt;/i&gt;가 만들어냄.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;WAV 는 손실 압축&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;무압축 (원음 그대로)&lt;/b&gt;. 그래서 용량이 큼.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;MP3 는 비손실 압축&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;손실 압축&lt;/b&gt;. 비손실은 &lt;i&gt;FLAC&amp;middot;ALAC&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;FLAC 는 MP3 보다 음질이 떨어진다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;비손실 압축&lt;/i&gt;이므로 &lt;i&gt;MP3 보다 음질 우수&lt;/i&gt;. 다만 파일이 더 큼.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;동영상 5대 형식 + 코덱 -- 컨테이너와 코덱은 다르다&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;동영상은 &lt;i&gt;컨테이너 (파일 형식)&lt;/i&gt; 와 &lt;i&gt;코덱 (압축 방식)&lt;/i&gt; 이 분리됨. 매년 시험에서 &lt;i&gt;둘을 헷갈리는 함정&lt;/i&gt;이 출제됨.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;동영상 5종 컨테이너 + 코덱 3종 (H.264&amp;middot;H.265&amp;middot;VP9)&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MP4&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;MPEG-4&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;코덱&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;H.264&amp;middot;H.265&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;가장 보편 &amp;middot; 모든 기기 호환&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;AVI&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Audio Video Interleave&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;코덱&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;다양&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Windows 구버전 &amp;middot; 큰 용량&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MKV&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Matroska&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;코덱&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;다양&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;오픈 &amp;middot; 자막 다중 트랙&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;WebM&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Web Media&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;코덱&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;VP8&amp;middot;VP9&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;구글 &amp;middot; 오픈 &amp;middot; YouTube&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MOV&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;QuickTime&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;코덱&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;H.264&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;특징&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Apple &amp;middot; 영상 편집 원본&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;주요 코덱 3 종&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;H.264 (AVC)&lt;/b&gt; ★: 가장 보편 &amp;middot; 호환성 최고 &amp;middot; 효율 중간&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;H.265 (HEVC)&lt;/b&gt; ★: H.264 의 &lt;i&gt;2배 효율&lt;/i&gt; (같은 화질에 &lt;i&gt;반 용량&lt;/i&gt;) &amp;middot; 4K/8K&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;VP9&lt;/b&gt;: Google 오픈 코덱 &amp;middot; H.265 와 비슷한 효율 &amp;middot; 무료 (라이선스 &amp;darr;)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심: &lt;b&gt;컨테이너(MP4 등) &amp;ne; 코덱(H.264 등)&lt;/b&gt;. 컨테이너는 &lt;i&gt;그릇&lt;/i&gt;, 코덱은 &lt;i&gt;내용물의 압축 방식&lt;/i&gt;. MP4 안에 H.264 가 들어 있는 식.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;MP4 는 코덱이다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;MP4 는 컨테이너 (파일 형식)&lt;/b&gt;. 코덱은 H.264&amp;middot;H.265&amp;middot;VP9 등.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;H.265 는 H.264 보다 화질이 좋다&quot; &amp;rarr; &lt;b&gt;틀림 (또는 조건부)&lt;/b&gt;. &lt;i&gt;같은 화질에 더 작은 용량&lt;/i&gt; 이 H.265 의 장점. 무조건 화질이 좋은 것은 아님. 압축 효율이 &lt;i&gt;약 2배&lt;/i&gt; 라는 의미.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;WebM 은 Apple 표준이다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;Google 오픈 표준&lt;/b&gt;. Apple 은 &lt;b&gt;MOV&lt;/b&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;AVI 는 차세대 고효율 압축이다&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;Windows 구버전&lt;/i&gt;. 압축 효율 낮아 용량이 큼. 차세대는 &lt;i&gt;H.265&amp;middot;VP9&amp;middot;AV1&lt;/i&gt;.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;표현 기법 5종 -- 모핑&amp;middot;렌더링&amp;middot;디더링&amp;middot;안티앨리어싱&amp;middot;인터레이싱&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;매년 1문제 단골. &lt;i&gt;각 기법이 무엇을 해결하는가&lt;/i&gt; 매칭이 핵심.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;모핑&amp;middot;렌더링&amp;middot;디더링&amp;middot;안티앨리어싱&amp;middot;인터레이싱 5 기법 시각화&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;모핑&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Morphing&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;A &amp;rarr; B 부드럽게 변형&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;영화 변신 장면&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;렌더링&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Rendering&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;와이어프레임 &amp;rarr; &lt;i&gt;사실적 이미지&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;3D 그래픽 최종&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;디더링&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Dithering&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;없는 색을 점 패턴&lt;/i&gt;으로 흉내&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;8 bit GIF&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;안티앨리어싱&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Anti-aliasing&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;계단 현상 부드럽게&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;폰트&amp;middot;곡선&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;인터레이싱&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;영문&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;Interlacing&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;흐릿 &amp;rarr; 점점 선명&lt;/i&gt; (점진 표시)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;사례&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;GIF&amp;middot;PNG 로딩&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;각 기법의 목적&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;모핑&lt;/b&gt;: &lt;i&gt;시간 축&lt;/i&gt;에서 형태 변화 (영상 효과)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;렌더링&lt;/b&gt;: &lt;i&gt;공간 축&lt;/i&gt;에서 3D &amp;rarr; 2D 이미지 변환&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;디더링&lt;/b&gt;: &lt;i&gt;색상&lt;/i&gt; 부족을 점 패턴으로 흉내&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;안티앨리어싱&lt;/b&gt;: &lt;i&gt;경계&lt;/i&gt;의 계단 현상 완화&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;인터레이싱&lt;/b&gt;: &lt;i&gt;전송&lt;/i&gt;시 점진적 표시 (큰 이미지가 빨리 보이게)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;모핑 = 렌더링&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 모핑은 &lt;i&gt;형태 변화&lt;/i&gt;, 렌더링은 &lt;i&gt;3D &amp;rarr; 2D&lt;/i&gt; 변환. 완전 다름.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;디더링 = 안티앨리어싱&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 디더링은 &lt;i&gt;색상 부족 흉내&lt;/i&gt;, 안티앨리어싱은 &lt;i&gt;경계 부드럽게&lt;/i&gt;. 외형은 비슷해 보여도 &lt;i&gt;해결 문제&lt;/i&gt;가 다름.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;인터레이싱 = 한 번에 표시&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;반대&lt;/i&gt;. &lt;b&gt;점진적 (인터레이스)&lt;/b&gt; 으로 &lt;i&gt;흐릿하게 &amp;rarr; 점점 선명&lt;/i&gt;. 큰 이미지를 &lt;i&gt;전송 중에도&lt;/i&gt; 빨리 미리보기 위함.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;렌더링은 영상 편집 기법&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt; (부분 옳음). &lt;i&gt;3D 그래픽의 최종 이미지 생성&lt;/i&gt;이 핵심. 영상 편집의 출력도 렌더링이라 부르지만 시험에선 &lt;i&gt;3D 그래픽&lt;/i&gt; 맥락.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 7&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;MIDI &amp;ne; 음원&lt;/b&gt; &amp;mdash; MIDI 는 &lt;i&gt;연주 정보 (악보)&lt;/i&gt;. 실제 음파는 &lt;i&gt;재생 장비&lt;/i&gt;가 생성.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;MP3 손실 / FLAC 비손실 / WAV 무압축&lt;/b&gt; &amp;mdash; 압축 방식 매칭.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;컨테이너 vs 코덱&lt;/b&gt; &amp;mdash; MP4 = 그릇, H.264 = 압축 방식.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;H.265 = 효율 2배&lt;/b&gt; &amp;mdash; 같은 화질에 &lt;i&gt;반 용량&lt;/i&gt;. 화질 자체가 좋은 게 아님.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;모핑 &amp;ne; 렌더링&lt;/b&gt; &amp;mdash; 모핑 = 형태 변화, 렌더링 = 3D &amp;rarr; 2D.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;디더링 &amp;ne; 안티앨리어싱&lt;/b&gt; &amp;mdash; 디더링 = 색 부족 흉내, 안티 = 계단 완화.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;인터레이싱&lt;/b&gt; &amp;mdash; 흐릿 &amp;rarr; 선명 &lt;i&gt;점진적&lt;/i&gt;. 한 번에 X.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 7&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 사운드 5 형식 압축 방식 매칭 (WAV&amp;middot;MP3&amp;middot;FLAC&amp;middot;AAC&amp;middot;MIDI)?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] MIDI 가 다른 형식과 본질적으로 다른 점?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 동영상 컨테이너 5 종과 코덱 3 종의 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] H.264 vs H.265 의 효율 차이?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 표현 기법 5 종의 &lt;i&gt;해결하는 문제&lt;/i&gt; 매칭?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 모핑과 렌더링의 차이 1줄?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 인터레이싱이 &lt;i&gt;무엇을 하는가&lt;/i&gt; 1줄?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;사운드&amp;middot;동영상&amp;middot;표현 기법 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. MIDI 특수성&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;MIDI 는 음원이 아니라 악보(연주 명령)&lt;/i&gt;. &quot;피아노 도-레-미 0.5초씩&quot; 같은 명령만 저장하고, 실제 소리는 &lt;i&gt;재생 장비의 음원 라이브러리&lt;/i&gt;가 만들어냄. 그래서 &lt;i&gt;같은 MIDI 파일이라도 장비에 따라 소리가 다름&lt;/i&gt;. ①&amp;middot;③&amp;middot;④ 모두 PCM 기반 음원 설명.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 사운드 압축 매칭&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;AAC 는 손실 압축&lt;/i&gt; (MP3 후속, 같은 비트레이트에서 음질 더 좋음). 비손실이 아님. iTunes 기본 코덱이 AAC 인 건 맞지만 &lt;i&gt;압축 방식은 손실&lt;/i&gt;. 비손실 압축의 대표는 &lt;i&gt;FLAC&amp;middot;ALAC&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. 컨테이너 vs 코덱&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;컨테이너 = 파일 형식 (그릇)&lt;/i&gt;, &lt;i&gt;코덱 = 압축 방식 (내용물)&lt;/i&gt;. MP4 안에 H.264 비디오 코덱 + AAC 오디오 코덱 + 자막이 들어 있는 식. ③ WebM 은 &lt;i&gt;Google&lt;/i&gt; 오픈 표준 (Apple 은 MOV). ④ 그릇 역할은 컨테이너.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. H.265 효율&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;H.265 는 H.264 의 약 2배 압축 효율&lt;/i&gt; &amp;mdash; &lt;i&gt;같은 화질을 절반 용량&lt;/i&gt;으로. 무조건 화질이 좋아지는 것이 아니라 &lt;i&gt;효율&lt;/i&gt;이 올라감. ③ Google 코덱은 &lt;i&gt;VP9&lt;/i&gt;. ④ 4K&amp;middot;8K 에 적합한 차세대 코덱.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. 표현 기법 매칭&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;디더링은 색상 부족을 점 패턴으로 흉내내는 기법&lt;/i&gt;. 계단 현상을 부드럽게 만드는 것은 &lt;i&gt;안티앨리어싱(Anti-aliasing)&lt;/i&gt;. 두 기법이 외형은 비슷해 보여도 &lt;i&gt;해결하는 문제&lt;/i&gt;가 다름 &amp;mdash; 디더링은 색상, 안티앨리어싱은 경계. 매년 단골 함정.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-1편] 멀티미디어 그래픽&amp;middot;이미지 (이전)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-2편] 멀티미디어 사운드&amp;middot;동영상&amp;middot;표현 기법 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch5-3편] ICT 신기술&amp;middot;컴퓨팅 패러다임 (다음)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;통합본: &lt;a href=&quot;../02-5-%EB%A9%80%ED%8B%B0%EB%AF%B8%EB%94%94%EC%96%B4ICT/&quot;&gt;Ch5 멀티미디어&amp;middot;ICT/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>ICT</category>
      <category>시험</category>
      <category>컴활</category>
      <category>필기</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/99</guid>
      <comments>https://nirvana8.tistory.com/99#entry99comment</comments>
      <pubDate>Thu, 28 May 2026 18:19:51 +0900</pubDate>
    </item>
    <item>
      <title>컴활 1급 필기 정렬과 자동 필터</title>
      <link>https://nirvana8.tistory.com/87</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch4 (스프레드시트) &lt;i&gt;데이터 관리&lt;/i&gt; 영역 첫 단원. &lt;b&gt;정렬 (Sort)&lt;/b&gt; 과 &lt;b&gt;자동 필터 (AutoFilter)&lt;/b&gt; 는 데이터 관리의 &lt;i&gt;기본기&lt;/i&gt;이자 매년 1~2문제 단골임.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;핵심 포인트는 &lt;b&gt;정렬 우선순위 최대 64개 (실무 3개 충분)&lt;/b&gt;, &lt;b&gt;사용자 지정 정렬 (가나다 &amp;rarr; 사용자 정의 순서)&lt;/b&gt;, &lt;b&gt;자동 필터 = 같은 필드 OR, 다른 필드 AND&lt;/b&gt;. ★ 표시 따라가자.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;정렬 3 우선순위 + 자동 필터 텍스트/숫자/날짜&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;정렬 (Sort) -- 우선순위와 옵션이 전부임&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정렬&lt;/b&gt;은 데이터를 &lt;i&gt;오름차순/내림차순&lt;/i&gt;으로 재배열하는 기능. &lt;b&gt;[데이터] 탭 &amp;rarr; [정렬]&lt;/b&gt; 으로 실행. 단순 정렬은 &lt;i&gt;열 머리글 클릭 + 정렬 아이콘&lt;/i&gt; 으로도 됨. &lt;b&gt;시험에선 &lt;i&gt;우선순위 (여러 기준)&lt;/i&gt; 와 &lt;i&gt;정렬 옵션 (대소문자&amp;middot;방향)&lt;/i&gt; 이 빈출&lt;/b&gt;.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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5MUUnW9XUpw7fB5Tb/RV3wQSxKEJQCAgjkAgQGrPaTqmrv2ICWQaswrEcajYyC3cZwnfGd8EEsSh0UdhjYyHgEDAnEAgQF4R0Z7IqhMuc7sXDiyhQBxW9cg71mwWKpAgDs1M80AICATcBgQC5Ib2pjkP+d69yweTGtrny6TT3yeyVNZpvawLW8ZTHdfUunItEPv9pxjTp1pPCL89YUEvTwIRS1jth3xodB9f2biYKJBbDw2IMRAIGGkVV9vd4sNuxRrqczWWpZpZJ/Y9CsSR9gyN9kX3Ark3uDDuRcjS+fGZ97bwHTnzKJDFHJo5+0BuPTQgxkAgQDCYabLBLZlUbo9fHoHwly+qZ9XRhaEcwl+UQAI4NBAI8AUIBOjYbng9abrzSgpkOosVSACHBgIBvgCBAJOrsSvddHHmtbAgkBH2jY4C7wLx/9BAIMAXIBAwsuSrMSG70StK3bY67fRk3AvklrtPGT21R5OLjHWij+FZINXJO59+J0Y/BOL3obmoTOZyzkMDYgwEAkY5pzsOXe77vE3C323OzvjNM8JEfPbIHhoA3AOBAAAAcAUEAgAAwBUQCAAAAFdAIAAAAFwBgQAAAHAFBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgAAAAXAGBAAAAcAUEAgAAwBUQCAAAAFdAIAAAAFwBgQAAAHAFBAL8Z1CrlXzfaKlWc3UrvoNa7dz3YKxt7wezp/Ma517Q1FIt3OAQuAYCAXYG9cJxq1AazFDy/HxC7tlPpVreI6nXLEr37hVSKVfpuZ5K+WQzCsj+TC2VOrDtSfrLKFKru9lXKcWZ4TCMMSgVjlu1g5mO2X4qlXIVHwAEBAJsnFdF5poh6R6kUrUgBdJKWdQiIJABBXI+r0BSqeNwBXJ+LN5acHrvwYgv6DP5X1kEsQECATYo+7QodR9PbdmIm0AOUmOX68EJhDh2I5ABP4L0n9oMArl3UKi5qeUAwIFAgMx5KlXdv3dvvzBDsg5aICP5d+ECqaVSxyOfK4ICqQv3k+0cLgFKaLECfgKBAJmDVKrAHxjJ57xeq5XEHwelUqnEO7MP7t3bL5VqqVSLnhrvL+ECOdDfuF8q6Wn1oKRvybVA9uu1ummRAwpN7Pu8VBoMRGCOAuGvUdFzI4QB/yxzUU0VamZKF3szBCL+mkkgg4OaEaf5feyXSufmR+JxuhfIse7ZGlfFPu2ipH9P4pgVzGN2zh9Zx2SfCppfzzlFYx7bwUGJuoDqqK4AGQgEyJyP5Lua1CHCm5Qoj1Nq4u05OvtOAhGN+CXRzM7TjvnAtUAOePO+uITeFy1cVZ4t66nUPn+t5iwQXla/MK/ZTTkz56lU6cBQhL43XSD6X7MIRO+h4A2EZnXAtpnU8bkHgewb+zvnH/AglSoVjB3q/Spm50pdPDR2p7/MQxqkUrWS9f0aRd316oNYCWTz0aPNWd6KcitYjlrQ9XGdVM7MG5TfeBbWxTGQBXK56SAQvSv3nKdHEtDm5aScvX8+mBifTSAFK+MNzB4SiraeSumqG8/gdfN9x5LE7I1P0n4njSyj7ZxTXqVyA6OjWmzF/pd9e3aB7BtjFI4HRrLffLRd5UEZGzWNbBfIyHEbOAdKYuTlBnzj9Ke5Q7tANh9d2QRiHlE6WAO9JyyVatF+rXcu2fmMcgGXGxfI5tra2toMW0S5lSzH0whNbuDl+GO61hdJkBpA6gPK3QeD/f0Sf3HfYXs0OLSwzysJBeNaeHPtKpU6ctrlua3HZCQ+m0Boty1xjVxKpY6P1vYLokZBoqvzQMeqIJuUJo8G3HgHljjGru71/eq2c6CVqvL/ULkjEQsPSXxnpcGAFHYw9jnsAqFmP/HF0F4KqdT+Jt9aTf9I59T9ZHRT2GIc+V7oIDh1CR2kUleiHM/2FFphX//w1jHb3xfbO6e96Zs5ppL79CFIZrwmNCBxULnjVKp2PhgM9veX7XxGuWDLjQtkmwpuT98gyq1mOXGxWR9QuSOR/Sib7BvdyKIIpT/RHOS0PRIIb3QXl6w8EW5TFlpz2iPlLCsXjmzPJhBKrHojVCGVOlpb2x4c89epljGmIn17V6lUa1uvpRg2M/4Z/15ERcWBff6Oeip1uba2pscyMKXEvXUsC8T4HPbt6U4QG+Nf5PYamZU+v64EUXWQCjt+L+cThlmVuEC2jXcfWK1VNfsoLH17NeO7P9dLig9Bn+zc/Jrp0J0v6fmMcoGWg0BQbgR+EZoqULkrPd1QlcPqmDVmo90qEJEDRVLi46C211Kp4+1JypqYKO19IFbqP+ZVge1BwdqDaHgZ+7xXqdTVttXrIbKy7sDx78WpEmNEWeJ7v5ISqohJ+nqmCITEMSCE9yje7bW1KtVteEn+WstoKLpNIJMmcIwLhIvSUOtkgZT0kuIY0+b1v0ggVNVqWcMXlup8RrlwBRKxKhLKhV9un1qEaiJv8CRltOvY23eEQJy2Zw7jFWrgf24epVJXzvstySuA3NaEdW4JxN6Hr3dfOwmEmrCOaHt6LhWuaY11/ev7HdQnDDTig8D2SY1CIEaVTAiE/1Wf2oRFVTKjE0Tf6P7apXAWn6do66q+rQnr3rnzajHjTVg1WemWQKwmO1MgNetfoxqkC8QYsXDLnJEIn88oF2YT1r3N7e3ZOlVQbmXLUaLb3942hCGJROol1pOTw/YMgRjXsTzDzjqPw769GQQyuFUg9470rhc9Q/L3O5rm9u/F2t/29uaYQIyRswdj27tVIDRIigzH3y59JMdO9JmOL1U1eDmhjMkC0bc3JpD6qEAuebnz2rHR97+E5zPKBVUOw3iBEyInGi3nx44ZcrwfYVQgRrMIb/5xN6NukkDsVYjbBGJMJDQamigtj03Ingp1EVijlIxtiX+N0Vf2UVhjH0Dv35BT8IA+jGjO4oHZa0UtF6NmzWFmQggHVtOV8a+9hc4UiFFCXCxIAjE/EvXAO3xAEGcgECBzLrIJjSi1pjMbPbEjAuHVlNsEQkn3wPj73N0c6EkCqadSrcE8AqEZ2kZmpfl0c05ppG76er1ep4FoYjia/g0ciFisvyZ+AP1D2JqBKH9Ls0Hs61c5Cmka+rg0OoL6ALF961k+z2fgKBCK/tz8x0kgVk0UAB0IBMjUUse1eql+rOcP+pdyJmWf/RLNx6tJM5f5gkv1+vga5tRgUuIT2AryHI5zHwXCG4Mo1ML5dIHU+Ccy5gDySSrz1obM5iTewERqLJTqxyJLUywt86+xD5AylhTeF288rpVKdV0VB7Q8ii4z2gz/9gv6N0xffKHWumXuhQNGaOKLo+0f1/lESv7tD6rWMdsnIdIhrdfJYHS4avQ++gpHBFIo1Cku1EDACBAIkNFnnRn5xmi4oatWsxHHWktEmnlmw2zqN66oeUlXa0JNEog17+1gukDsYepz6efCHFemhyGmLR6XxH6N+foTBCJ/ceaUPH3JEEroxie0fSTpa5yvHcv4vLSmGW+yEvMT9ZYrY/9iRJnc6aLPgxeRjQjELOfXEmdgRYBAgMyBbhB+XU/pmv/NW13GBXLvQAzOGUvGeuYrmOmUjzCq+SoQfbix2T41RSDH1p2feA6dszZkLUKoP6KtHp8bS5vwvw7OZxCI/o2aAdRkARsfydiKWLpl+rrIdsRREdUYEghfPaU+fsxGBMKnMBrvswvEGCB2jKWwgB0IBIww2LctkjHY3x/cXtjh5cH++cjzZlu7n4ztZWKMthxsTdXzAJ+VPRgYayvyPRh/zRnP6Eey/TnDB3SKzar6UeujbSMTjtmtx5rHDHuAUSAQEAbzr10YHDT5MC5N+ZOX3AfAByAQEDj759Q0E41bbw/2qQ0nNk35EAgIFAgEBIzeIRKNa369QyQ2jTEQCAgUCASEIZCW/x0g7gUSo5u4QiAgUCAQEDCDeukgGs1X/AaLJdvNR1Yd816HAAQBBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgAAAAXAGBAAAAcAUEAgAAwBUQCAAAAFdAIAAAAFwBgQAAAHAFBAIAAMAVEAgAAABXQCAAAABcAYEAAABwBQQCAADAFRAIAAAAV0AgAAAAXAGBAAAAcAUEAgAAwBUQCAAAAFdAIAAAAPwSyOajR5uzvBXlUA7lUA7l4lxuXCCba2trazNsEeVQDuVQDuViXW5cINtUcHv6BlEO5VAO5VAu1uUgEJRDOZRDOZTzSSARqyKhHMqhHMqhXDTLOXWib2/P1qmCciiHciiHcjEuh2G8AAAAXAGBAAAAcAUEAgAAwBUQCAAAgEgKZP/o4uwBAIFwdnG0j/MUgKB/H4sRyNHDLAMgULIPj3CeAhDc72MxAhmc4VcJQiF7NsB5CkAQv49FCeSiOenjAOA36gXOUwD8/30sSCDn7YmfBYAAaJ/jPAXA39/HogRyZV3Wqe3ifQACodhWzROteeXpPAVgpWm6+H0sSiAXmh50r5rZACBAMtWefrJpF67PUwBWHu1iWQRi/C7bpUVnFxAHSm13vxD4A8QJ7WI5BHIlfpeNwqITC4gLhYb4hRy5OE8BiAna0TII5Fy0K/fQeAVCIyPasZrnc5+nAMSG5vkSCES0J+T3Fp1TQJzYy/PTrj3veQpAjGhHXyAXPNAe/AFCZU/UQS7mO08BiBUXURfIgDcMNNB+BUImw/tB1ME85ykA8UIdRFwgZzxM9J+D0CnwU686z3kKQMyoRlwgfF2h9qJzCYgjvFcjO8d5CkDcyEZbIEc8SMz/AAugxE++o9nPUwBix1GkBfKQQuwtOpOAeML70R/OfJ4CED8eRlogvGWguuhEAuJJdeY6OlqwQEzJRlkg+zxEDMECCyHDT7/9Wc9TAGLF3/y/+xEWCG9aVhedR0BcUWds5EUXCIgtRxEWCJ+dhTFYYJHjsGaYK4VZhCC2XERYIHx0fXHRaQTElSKdf2cznqcAxJGzCAvkAQW4u+g0AuLKfTr/Hsx4ngIQRx5EWCBJCnB90WkExJV1Ov+SM56nAMSRpK8pHwIBqwMEAsAUIBAAnIFAAJgCBAKAMxAIAFOAQABwBgIBYAoQSGTJqaqaGH96V1XVSTfYqqmqWnO5u5Kqqk7LxiRUVY3nagAQCABTgECiQ+m+xMFGjjF2TfPZsgZnxuwEUyD1qoS4iYX97imZTCazt7GRyY5ASxy3ihIZWn32zIikmE03stcH9HiXLyezRxvaiBcQCACLFsjmo0ebs7zVoVzcBHIsH5iaKRC+ogZnN5NIJHqyQPhcN4O9cYHU6YaOuY2Ng9HjXt/Y2LiWnziQBELOILQzSyB0zz23lZtVEsik8xR44/27d+/SDs+fvnv37tTxHZqmafLLf5++f/++YW1t0l4mPa+5jj3OJP3L944C2VxbW1ubYYtO5SAQLpBsmkMCIR+wOQSyR+vEUrvUXALZsZ5tGQLhwU1sOouPQCaep2A+NBuM/bm1tUUmeG/BffJua2vrveMWPm5t3bD30stS0Y9bW1umENKNRkOznnfa1tetrS0nfYFpJP3L944C2aaC29M36FQubgI5oHYojTGN/s2YArHWhh0XSOH+/fskkSy1eo0LJGGsRkkCWc/orOsCKbVaLVqzXG21Wq09UyB7DcYatb29Qpq/WRcIrwjF6GBMEMjE8xTMxemWzHtLIJTidU59EsjI8+P60iAQ1yT9y/cQiF9riGc2NjIit5NAKqLXggSSa7VaeVkgRMlacnJEILzdad0QiNlDXtUFQpCS0uZmKtVqiZc9M/STMwVC9ZJGrKogEMiCBfL+48ePH20CeWfw3i6QP4kvW1tbX+jBzVSB0Nss3kEgkRUImrBcNGMd63cz0puwzIO1S13ZlVGBUNGmVU4SSIuutTK3CmTdvGmwuIUrS/AHvOyZTSA5LW5390ITVmD8PVEguiBIBqdGmrcE8qeV82WBaLatbf1pE8jfNxDI8jZh3dvc3p6tU2W8XBwFwi2g7o0IJK2PwhprwjJXHa87CYQqK/mNiU1YZAXe6Zi3CWQvzViztLFRb9iasPh+YnV/YedO9AnnKZgPajmiqsGfI30gOn/6JxD+JggkIJL+5XsM4/UOtRpRU9JGvVjsWgLheXsvU6o5CERIJbs3LpA9zfz+HDvRqXlM/LWrCyRbqRT0xEk/al7jMAXCY8ttxAcM4w0Yqhp8pJbRd+/efdUF8kVqwtIajYa9D4RccOPQhCV1vb9///7ULhD648Z6+Oeff55ya723/AWBuAXzQKIE9TP06Eo/n9mwRmExpunDsBLZbLZhF0imyRj9VCp7Y30gNcsUzgLZI39USDzd3IY0jJfUZYrFFAivothnmaw2EEiwaLy/g9K/1GsuCyR9enoqtT8ZFRPnTnTt/c3XL3/eiD9kgfCtfxR/6T0sYhNcIKIMBOIWCCQ6lKjJSSuREphWlAVicDw6kXCjRoWPqUi2PioQSoCaKJrJj1Da2Mid0XsbuRL9ctLX8kTCWl2gU5gAACAASURBVKXBWLPL+0ZMgWxQufsb8QECCRbhjT/HBcK7xP/8c0ITlrNATskBfHuNEYGIZi8x/QMC8RsIJDIcGI1GB/QTWDcF0ks3VFVVs/lKsT4ikDoph7XFO9j1iEC6t99SvkT7S1NnB6/cyAKh2snexl6mfpzIWAIhTVU24gMEEiinejZ/x05vbm6+WAKhVi06NecRSNoavfVFswmE2sBMg9Dz5oxFekXfF29A430xYD4gkOiwy1i6RQ9yFepHt88DMTmo1Wo25/T2aCErPt7KLhDeFnb7/np8tZJMm/XMJqxWPt/LZrOqPveqYAlk2vZWDQgkQP4+JWXc8P6JtKQGXgP5+uULH747Nox3RCBb5su8P/709L3eYc6ffv9e0/3BTfTn6chEQl41EVvTqy96TwmYHQgkOuz1isZyUwcHVh8IDadK2zGbsNaZds3/2LufTow2YfWMGoNtvrpBe2Ova5Y9yFgCsRerWgKhHpPsRnyAQIJDe0+5/AvvyN76+E6zCcSAxPLuVoGYFRR6ga54aHjwjflamgtl651eDXlnE4joghFNWxCIWyCQyJFprd8v3l9vSWsXkgpkTIHsJcxSe3vzCsTOXqlUylnDean5K99N1HIQyEznKZgH0eL08VSvIXy110AEH7+ezicQvhKKTSBmL4vYjRidZWxLvCh61yEQt0AgEaNg9ZlneXsW0ZXW0R0ZhUVz1k3XTGjCujZqLnTdZTwmtbRGajY0T3CvXiodZHqMNcRW0IQ103kK5oL3P3AxUFXk1DLAqU5aWubwdJJA/jw1/EI2+PLu/Tu9SYv++frnn2l6+YYr4v0Xfe6IIRBNV9U7QyDvT0/1pRjB7EAg0cJYCFdgdIFkJEZnopM0DNNM60RXR6YC6tMVTaxO9LyDQNCJfst5CuZC+7L1p+6INF8gV1IDOcPG6QyjsMwphrzCYXSia1//NKsv1CMiCYTcwie8UwGMwnILBBIpqP0ofb9QOigVdulyqDalCWtEILTUyZ7TMF5fBIJhvLecp2A+Tg0PaFojrdmWc6epHzZmGcar8coH9afor4lRWMa4qgbVajRevxFP0Bs/pvl/TyEQ90AgkYJme/PZF/rkv+v5BGJHmkg4QSAypWkCwUTC285TMB9/03+093wFRFoDkeoH+itTBPL+9D2/rcfoarwavajf1cM2E11796feJ/LVrMzwDpB3esXlnQaBuAUCiZxACtIaJfoFP/VIJCQ2ZhKItJSJHwLBUia3nadgfvhILLPP3NQE3RjKRFrIaqShatJy7tqpfSkT215El0eab+erxlhDDMWCQNwCgUQKqnVolZ3j1vFORbNqI6MCKYwIhM801Mk7Laboh0CwmOJt5ymYG32e4Ec+58McUcv+tvWBTBLIV1kgdF/CmxuygJhAIgnkb32w1Zev+m7eGR3oX06N6Sh/ognLNRBItKAbSlkYCX20CasyIhAZ1Wk5dx8EguXcbz1PwdzwmYSiTYmPptLXq5rWB8JbvG7eywKxL667tcVHCWvWW2gOIV+00djLqe4Pqo3cfGxAIK6BQCJGidc8CK1t9Ia4FYh1Q6m5BXI/n9d3ghtKzXSegnlpiAkgY93jt/WB6Gu/c+QaiFz649cbWSBjK7uLGx1Kt0BPoxPdPRBI5NirVxOJRLUuJetay05JLp4bwemWtjqtanViL3gmkUjI2zUoVatV2iZuaXvreQrmhW7i8dGYeZE21sLSayDv5H4Q5+kZ8v1AjPsUvn8vJpBI1jBG6hJ8+RQnUUAgboFAVpm9rG/NTnSrRDVWFRAIJGCoOvDxhrL+O74mlr4yLq+B8Jt+mDgucjjWif637TXbYopfRX+KtBc7EIhbIJCVhkZyNfwYOcVbw+I0hhcCCZy0sQK73rFhDLEda8KymqBuFYj9tZHl3M29OHoCAnELBLLaHOgrXHmFVsriK/fGCAgkYIzJf7znwphG6NAH4iiQv/l9CWcQCHtviYqWbXQCAnELBAKAMxBI8Jy+f3dzc/Pu3amU2MeWMnHO+n///ffffACvdCt1g5E3nYpNvnco6VgezAwEAoAzEAgAU4BAAHAGAgFgChAIAM5AIABMAQIBwBkIBIApQCAAOAOBADAFCAQAZyAQAKYAgQDgDAQCwBQgEACcgUAAmAIEAoAzEAgAU4BAAHAGAgFgChAIAM5AIABMAQIBwBkIBIApQCAAOAOBADAFCAQAZyAQABYtkM1HjzZneatDOQgERE4gk85TAOJI0r987yiQzbW1tbUZtuhUbopA6uvRoZvPd9cjAmKZi/pcApl4ngIQR5L+5XtHgWxTwe3pG3QqN0Ug/PcNgDemnGDJGc/T2bjLwWM8jv7j2Uj6l+8hELCEQCB4jMd3xx9HQyABNmGtM5b+Z0TQEEvkY3EiPa9A0IQFQIhNWPc2t7dn61QZLzddIP+8ExH+iVgiH4sT/5xXIBPPUwDiSNK/fB/2MN4oCURDLJGPxR+BTDpPAYgjSV9TfmwFEqUrbcQyOxAIAF6AQFbuShuxzA4EAoAXIJCVu9JGLLMDgQDgBQhk5a60EcvsQCAAeAECWbkrbcQyOxAIAF6AQFbuShuxzA4EAoAXIJCVu9JGLLMDgQDgBQhk5a60EcvsQCAAeAECWbkrbcQyOxAIAF6AQFbuShuxzA4EAoAXIJCVu9JGLLMDgQDghTgK5Pvvv39M/758+vRk9LXDp0+fhnmlfVssPJjD8GIxcQxm4TWQ569eiage2/C0TQgEAC/EUSCKorykf58qypPR1x4rinIY4pX2WCzPnz8/9BaMq1hOXpm8vHOiKBnrpVfl8tjXFGgsIxjfwPeK8ow/KCsy/OvzEB8EAoBrYiaQkydPnjxRFCXz5MmTV0bSfmwlz8cuBaL5Fcuhoij8ovr5ycnJU1fBuLrqf21l5JMRgTxTlPLc2/MSi8zh9x1l+Ix/IxAIAFEjZgKhlGzwzEjaz63nnodYA3GMxRSIkSVDqoFMFshh2UOW9loDeZzhIZUfywIht+pAIAAskpgJ5Plri6c+CkTzKxYfBOL6qr+sKN/zBzaBvKIoXi+oBvJaUYaZofhuTIE8s743CASARRIzgVCKPnn2+tlTStJPFSVzcmL1wpbDrYE4xmIK5OXLly+fh1cD0d315M6dl5lMWRLIyVBUkRZSA3mpKMPndx7TgZEEkkMTFgDRIHYCeS4u7TtPjTakp34IRPMrFlMgT1+9evV9qDUQHsJLvT6mC+QlXeO/pleePF9ADeSVcIb4RxbIM6nbysP2IRAAPBE3gRx2FCX3mvqun48JpKMoL8OsgTjFsqg+kDv8Ol9RMocvX1NIJJCXryg25ckh5W5FyT07CbsG8pp6ZHgbY2aiQFyJTYoPAgHANXETyIloT39Gzf1SE9b3z5695LmbBHJy8jKUK22nWBbWB/Iypyivc4qSeWn2gTym1qvh9xTBCQ/nJOwayBPedkXDmcsTm7BEt41LIBAAvBBDgVCHME9G0jyQjKKc8MrHY3ct/v/0KxZTIIePw5wH8vj7IY11ejlUlOEzsxP9mfLEaCE6fPpkmLsTdg0kYwpkKAnkdUbmlYftQyAAeCJuAqGr6iffvx7S5fSIQJ7Tda5LgWh+xUICef3s9ZMyecSdQNzEQuboPL9z53mH2tEMgRzad+6it8F7DYRqPS8VJWcI5PDlGC6aHA0gEAC8EDeBGKOKqOVjVCC54ZM7Lpuw/ulXLIfy8KIQZ6K/Up5wPzz+/onRhEULqYwQ0vdi8kxRXpltfUIgwvA2PCy7AoEA4IXYCeTO41dPMk++p1Q4IhC+akaoo7AcYhECKedeP3sVZg3kzqHshscnJ8/9SdUeayB6Veg19wgEAkDUiJ9ARvOkTSBulzL5p2+xHErtRiHWQOg7KEs88SdVe/xeaBb865NnijJ8bDZhnYzhYSAvBAKAF+InEFsPLHV2vPz+2bMOLUmVo3G8odZAxmIhnj55oncMh1gDGV1iio/CEnyvKK/1h4dhz0SntUoI+kLMTvRX38ss2UTCRqLfUQKi0080wtubv5GC5SR+AtH7HQTUbETOMHE3+dvtlfZYLHfkRHnn8NWrV+HVQOhqX+Tk17bFFK14FlAzezo0h+pOGMa7XPNAKvaVIH2nXAlzb/5FCpaU+AnEWkgpI5L24065XM5lnrx+9urkZbg1kLFYvCZsD7HwifjikX01Xi/xeL8fyONX378SlQxZIHTIiOGSCaSiKP/3XYD8n6JIebmiRBoYZAVIxk4gFlG4H4hDLF4F8s8ICcTPOxLKAjGsIT1cBoE0ysr/gvTHd9/9TymbbUONCNc/CCtSsLQkfU35sRWI5q9AOlbPyNMwayBPRHVIX8okEjUQhzhyZqCvO8slkESw9Q/i/5SEtbeIY0YKlpakryk/tgLxuQYi8SrMGohFxGsgEsskkL4StD+++07pW3uLOGakYGlJ+pryYysQP2sgJ89kwlt/6vUTiWcRroHYAnW3SvCCBNIJQyAda28Rx4wULC3JGAvER/y80vbKqsZyKE+R8YmQBaKEIRDF2lvUCSangVUSyOajR5uzvNWh3BIJxM8rba8gliAFMuk8nQkIxE4wOQ2ESNK/fO8okM21tbW1GbboVG6JBLKqV/2rFIsvApl4ns4EBGInmJwGQiTpX753FMg2FdyevkGnckskkChdaSOWAAUy8TydCQjETjA5DYRI0r98H2eBROlKG7HMDgSyUILJaWCFBBKTJqwoXWkjltlBE9ZCCSangRVqwrq3ub09W6fKeLklEkiUrrQRS6Cd6BPO05mAQOwEk9NAiCT9y/dxHsYbpSttxDI7GMa7UILJaSBEMA9k5a60EcvsQCC30eGrVQZIMDkNhAgEsnJX2ohlNQTyx+fPn0ef+8nhueAEssNYXTzIZu3rx3BK2eyxtx34mMiudyRUHzcMbgUCWbkrbcSytAL542eTn777zFjzu++++/mtzs9UgDH2U/gCKTKWGX+5xtiOtx24Tltqu1vpafIztoW/2q43DOYEAlm5K23EsrQCeWGW/PtnQyCf9Sf+fvvT589vwxLIjhx2yRRILW/SX5hAtGsRTKcl1TR2CgZ9CCREIJCVu9JGLCsgEGYK5OcGoTH2lqofCxZI1XqyHrRAul3n5xtU2RhmaPHojlWkZ5ptBwIJEQhk5a60EctSN2FpjL2Qm7AEb0MWSK5PlPh/+x1TIKVdQZuxUtACKZedn68rSj1PIlnvKMOs8SyasBbDcgsk/c+IoCGWyMfiRDpaAiEYYy++++6nt29PbU1YjL397qeffg6xD6TWbjJNrZSc+kCqlLGDFUhRURyrIFlFqesPK4pybDzdVzp1k97MRwTEWiAAeCViAiFFsD94b/moQH56+za0PhBFuTY2U+UCUVWVVKKzE7hAsmVFKZv1C4kuD0dQlu+elUlbzHxEgEcgEBBvIiaQJpU7tQuk+QfxU5hNWEqJsWwtkymoTMvpGbseokC6NANlmOveKhCtM+H2i6WZjwiIr0DqUZpri1iiH4sTjNUjJZAXjJ1SL8hPwhxCIOm3b1+8OG28DVMgKcZq9G+VsQJl7J1qVUwFOd7ZUZR1xnIkkPVy2ct9Dyd+Uelyp9LptMvl8bpEVlH6+gDeotSrD4EshiUWyEaUkhNiiX4sTjC2ESGB/Ez1jz+oFUt7OzKMlw/MCnEeSIuxa6oEVKi7XO4D6TFNUXbphrk1vpeip29/EvkG63RYgzrLRykoSr/SYFq2OlQ65kBeqf0KTVghAoH4A2KJfiyRFwjv//gsnPHWPoz39PTF2z/CFAil5ma+12Asr4wLpEj/CVIgdEv3CbdMT/OmNF7xKevDraqFMZzUA/wHAvEHxBL9WCIvkO9eMI2vVPLHacNswqIFTExonO934XSi50Ry1oplB4FUWIML5Lrfz3j69l0IhLFunS/RlUsZ9Q+HdVYmTCIBPgOB+ANiiX4s0RfIT2+N6sVP333384sXbw2vyIS2lEmudnxcp/l6SrVS4f+aAskzNfClTCYLhDGtpijSEK3dnTGcBnAB/4FA/AGxRD+W6AuE88fbF6eNxumLz6YpFiOQgi0h2wVSzvQXKhDWUpSG7YmsDB/KBsIAAvEHxBL9WJZCID9ZthDNWfY1FkMUiH06t70JixMlgaQnL8QCggQC8QfEEv1YlkIgpzQT/e3bty/oKlo3yNsXBqchCqSrmqSFQOqVSqXSYKyXzarNtLoIgRgRFRQlawUHgSwMCMQfEEv0Y1kGgfzE56ELbdCEwkX2gVhc6wKxxaEtQiCTusvTilLQh/BmIZAQgUD8AbEEH0unbDbEr6xApHG6b81RWDS70LgryFu9Y30RAikXi8Xi9e7ubmKn2irUIyaQll5EhUBCJNYCSTndaG0nS8vwzMuqJu1Fx1LJds3HbXNjIwcuUyg4JJalFAgtZaK9/fz581uqdrx1EsjPCxPICIsQSHocPi09rSg5fSXFEgQSIjETyHXRJMfn09LvYli26NCY91y8k/aCY1GNzKDSH7R0haJ0MplMJs8Y/VM2D5zBMZ+evBoC+UMaQfTiO6cmrLdxFsgk0AeyIGImEGmNg76Zh8wF2fjSoxDIgmMxR9fkLYGISc+C6zGB7LrPZJETCM3/aGqMaac081wXiO2KewEC2U2nHQRST6dT3rbrn0A025hj3A8kNGJYA1EZs9dAoiKQXGGnKubYesN9LOWKCa1QUd7pNZv542G4sdT4UhRdxlIzCiTXYEwtr4xAPBKEQILi1i8rj9VIloCYCYSo0EJwHD0Pdeiua3nG6J/ywgSSq/ADIt91wSXuY8lYJ4aqKCW9NSXfCT+WYZZpZUsgnDxjustsAsnx2wfl3RkEAlkkvqUxsChiKBBqSleU+s7OjngkqBhbW5BAMkbLTbocCYFklVyaMU2lLsrr8GPZYWxdsQtk2ODtjsei39Q4cMNWk7HqDmNqzV18EMji8DGRgcUQP4F00vwma/oN10yBtI3L2wUJpMWYmqpX06LlxhPuY+mIlUxTjGmUqlk7p+SyjKU7YcdSY0ztjAiE7l7aHhp3gOAHLlfbVRlLH5NWGMsmSnPLFwJZJH5nMxA68RNIiu70VlaOK5WKaluhQffGopqw1ouUMRPe1sf2J5YKV6yi8A6ZwujdekKIpaaxtNinJZB6mqmMtTPlfr/f1Q9cgrpPu8IlRaorzd2XDoEskmByGgiR2Amkz/NQLzfSlN7RGDvmj8T9n+tz/xQUX2jxe3Z6w2ssdcZ6Q9vd3cIVyHCdMU0/AIZAOuvUUZ6g5cVrQ/PADSu9dfMSILeTz8/d3w+BLJJgchoIkbgJpN9kWn+HsWZhaBMINYz0+CNxw+V55xX49XNNMJbwug2PsQyztttf0zdTDjGWYUFlrGEEoAsklRbSLzQZq4wN4/VAuALphCGQsrW3iGNGCpaWZKwEMqQ+hpZo+shbF7L8/mtGFaTI2PrOTmYxAqHk7XkYlsdYavy+0yZZxtohxlKmmwT1zK9fF0gum07w2kUnVekoSqFItzlaPoH0wxCIOSrdfb0xJOTx82A5iZdAqAmEW6LWpF5iSyBFxgqqaDdZ6ETCqlEP8oLHWNq2rgTquq6HGUuBNVJWS1QvTdMJFaWcUzK7MmXnu851Iy2QhPJ/Qfvj//jVkb63iGNGCpaWZKwEolwbnRsdujwzBbJDXdcl0XO7SIHUNT78ySPeYskxuRLUT/M2ozBjKXVyfRnjeXkyoThwSyeQRln5X7D++J9SNmfyN/xfe9JXrEjB0pKMl0CUjlKrVIycZAhkh7FsR1FaGtPWhwsUSC3tflEn32Jpya3n1KDUyIUdiz7EWmA2p/WtafL68LmMrph1xnb0h5lIC4RcHGgd5P/4EDppb1FGihQsK4ELZPPRo81Z3upQLrBhvDW7QGjcFU+SBY3tLq4GUr42Gtg84i2Waylnl7OMaZ76ZHwUiLTm5fXiFlOcdJ7OiHVv8WAoV8Lcm3+RgiUl6V++dxTI5tra2toMW3QqF7hAjFM5n9XTUX93cU1YtSZjTe/rmHiOpWddudIkQq0WfizkB10VWUsg401YCxDIxPN0VhqJfmCjozr9RCO8vfkbKVhOkv7le0eBbFPB7ekbdCoXlkCUofwjW5BAhvRhs3yhea+9IN5iaZhTGXM0IOqar20YbizX1iGImkAmnqcAxJGkf/l+eQViY5ECEXi75vcYC62hvWsNqNWJiEAmNPBBIACspkAi2YQl0Rp7PeYCofUUd0ZXVgxfIHmdtE0gPasfPbWkTVgArBJJ//L9hE707e3ZOlXGy8VKID7iTSCVSqU+enOQShQ60e1NWJVFdaJPOE8BiCNJ//L9UgzjVZRMXWbcFdfpdJwFEoVYavKMQbOq0bduR1wsFuXWrFY67bbWFvIwXgBWi6SvKX8ZBBIMiCX6sTgBgQDgAQjEHxBL9GNxAgIBwAMQiD8glujH4gQEAoAHIBB/QCzRj8UJCAQAD0Ag/oBYoh+LExAIAB6AQPwBsUQ/lkgIBEuZEFjKZFVI+pryIZAogFiiKxAspmiAxRRXgqSvKR8CiQKIJcrLud/7393A+N89LOcOQgUC8QfEEv1YInFDqUd3A+URbigFwgQC8QfEEv1YonBL23vB+uPu3Xu4pS0IEQjEHxBL9GNZvED6SoDtV4L/KX1rbxHHjBQsLcmlFggAXglTIB0laH/cvcsX5Nf3FnHMSMHSkvQ15UMgYNkIUyBKGAJRrL1FnYAOKQiP5RaIEhkQS/RjcQICWSTB5DQQIhCIPyCW6MfiBASySILJaSBEIBB/QCzRj8UJCGSRBJPTQIhAIP6AWKIfixMQyCIJJqeBEIFA/AGxRD8WJyCQRRJMTgMhAoH4A2KJfixOQCCLJJicBkIEAvEHxBL9WJyAQBZJMDkNhAgE4g+IJfqxOAGB3EKnXB4qQRJMTgMhAoH4A2KJfizLJZBffvzxX9Kfb9789iZsgewwVhcPstmcw+vdrMf1fn1MZNc7EqqPGwa3AoH4A2LxOZZOJtOJtUB+ZOyFIY9//coXrk2/+P3NQgRSZCzDH5QZu7ZezzLV2w6YW9R2t9LT5GdsC3+1XW8YzEmsBbKTzepV9HpBou7qp6BEhpWIpcVYQf67bzJUlEq2azxdl+gvu0D+9YOBLJB/N60tpP8VjkB25LBLYwKpqYS2GIFo1yKYTkuqaeyYP98+BBIiMRNIP21Ale+iueBcXv5O2q5+CkpkWPJYErtEm7EKf6AvSm7eO6KpKIrKsnphW6rIL7tAfjUKpiWBvGkwlv7h93/96/cfmoxp/46CQFr6K0EKpNt1fr5B1wnDDN3spGMV6eUNdiCQEImZQErmB9+1CaRtiiXt7kZuS560oxTL6G29R57txk0gvzDGfhOvv2ky9mMoAsnxyl5J1Pk6YwLJ8RqfGqhAymXn5+uKUqcLvsZ6RxlmjWfRhLUYYiaQsqjl5kXjriUQ20m9KIFkWqlUzYe7yHmJJbebbahd8WtsVXRqC6iBmOg1kDKnIg6cTSDug4uiQH4wHtsE8ot47rc0Y7+HIhBqpmo3maZWSk59IGUulkAFUlQUxypIVlHq+sOKohwbT/eVjtWW2Zv5iACPxEwgdO5n+vU0U4cTBNIR17jz/xQUj5TEWa/teN2Ql1j6aRHEMf1RNE6SnZBj6RSu8z1V7eWva/bjU9JrGbESyJtTxtjprz/88OsLjbH0byEJ5NrYTJWfCaqqlsJswsqWFaVs1i8kutKJWZbvnpWxWhHEWQxCIF4CqasNfejGbrFYLKo2gbRUtc5/IkVXPwXFGzlzTImH632vsQxVxprFHmMajdrsLkggJakRqyk3TfQbTOuPCcSqrKyvmkDevKFRV7+9kL6PaV0gfgmkxFi2lskUVDoXRMauWwIp6Gk6MIF0aQbKMNe9VSBaZ8LtF62WahAw8RLIkHoh1TRj+Zr++SWBVPm4nwxj6wupgewydadey9rGSbrDfSwlxtI5npWrIjm3eYtfJtxYeozt9KnBqp+w9WuQWFr80YQ+EG3FBMKMP//944tmI9188YPelBWCQFL6lQz/VRQZ26lWc+EN402XO5VOp10uj9clsorS1y+2ijw8AQSyGOIlEKVfylGzaSPXp/EaTQeB9DVXF9zeBdLhubHqzl8+xVLgv08agkM9D3lPdQ/3sahMq/Ph1cO6ZppCyV1rwms2gezSccwylqV/26sokDdjhCKQFmPXVAmoMFay9YH0dnbWd4vdvJoLch5IvsE6HdawjY7UoR9ppcG0bHWodMyBvFL7FZqwQiRmAlEUGlGS1i9Xig4CUZRhZ3Ejn4Zt+r16xH0sfca0DG/+pm8iy9jxImJpaYxpTVVt0r+iQa/TamuMNYzWPUsg4g1GzWTFBNL44Yd//Ta+lX+FIRBKzc18r8HrgLJATOoBTyTsTLhleprP0+I/0rJeAa3K07jMcTIgBGImkM5xkzHVqO7qAtnls6LUBmMN8UhVd+f/KSje6VezPlRAvMSSZaxRKDcZn2CpMtZTm/nqMOxYMus9PneumU9kLLGyormchi6QelVQZKyoP6yvWif6ogSi5ERy1oplSSCdSqXSLRaL1zvHtfKCBMJYV1RQcymj/uGwzsqESSRg2QSy+ejR5ixvdSjnv0Ay1D1bMU83XSDOPXXz/hQUz9C4l7znLnRvo7DoC0qLuVrm1It8Z/Ez0Tt5ffox53iHV418OHBzC2TSeeqzQN680QXy5vcx/h3SUia52vFxnQ8rr1YqTsPLFyUQUTGVhmjt7ozhNIAL+E/Sv3zvKJDNtbW1tRm26FQugBpIiqlSWrpOpzvShaxEfRECodm/lWPv6596iSXBz4oeT9Zd1qhUqDl5N8RY9OqgXB/Ud58y5xrn8/miXFZiN2CBTDxP/RLI6Y8//vDriwb7xVrK5Bcb01bD8k0gBVtCNgVS44MVFywQpRrhTgAAIABJREFUarK0TzjNykhrv4BgSfqX7x0Fsk0Ft6dv0KlcEH0g9aGYAyUtrKTT6Req1ULJ5dW2HwLpd/MNxlSndU/DiqXI2DW1CzS4QUplUWlrhBjL5FqFOfqfsPWBKB3XdaR5BTLxPPV3Jjpjv1vzQOzbCGcpk7Hp3BmHqmGEBJKevBALCJKkf/l+KQRizYESGJkn09VHbmgVF0vy+deJfu1uIrxPsRzT0MhhSpPXA9t1bmMOKpb+eH+ofkAK1oSPhiSQelGlzna1WFodgWinv/6ycIF0rXpd2lkg5bLHdRPmF4gRUUFRslZwEMjKCiRiTViTBFKns1Dt9ejqWyu4+ikovpDzdL3vNZaeGAOW4pN8degP9xNB3I2UaxXzWVXN5ostqWpRzphYo7CGUo2l6KL1L1pNWL/9+9///u03ceMPm0D+pbdfhSkQiWtngXhmfoFM6i5PG5Mb0+ksBLJCTVj3Nre3Z+tUGS8XmEAKYmGlctcUiMrYLj83ywmNNV0lIsUjYqfHYrlZT7iPpSEmZNH03r6i1M3f5zDcmehSE3bTqlc4NmHtMKYmaqVSLdFkLBW8QCaep8HdD4QEYqxfEg2BVC2Ve7tni68CkZZXgUBCI+lfvl+GYbziB2CMdDLngdD8KOP1tqsLbu8/116ve/+a2p3dLMXlUyz6PHj6/ZWVFqv0h8Njl+vbe4hFZaxb6Gcy/UJXXiyDJvCYGBPU82ZOya3AarwTBfJCJxoCkfA2aHB+gaTH4dPS08YKwfV6CQIJkZjNA5kgkGHanFyYadASOy5+CopHjMvu5gI70am5qndd4Rbjq0ho9OvUPExtdLNistRFnpXa0opO1595cxGL/ioLRCLeApkE+kAWRCwFwte9sC1lkmBMayeq1URFc7cYlQ81EH4l1bj27A8viykazUS9sqK0jGEFXqaju6yBtHcK9Xphpz1SA2kbC8xX+CrjoskvfX1cKBwX067mzS+BQO6e2ghrNV6Z3XTaFEjHar9aQBPWJDTbmGPcDyQ0YikQCeMHsGMun6Otu2nx9+HnOsz1+97t4TGWWqWpNfTJ5+WdXlpTi/2wY+lLdyo1Vw0Y6QMx1y6hQWI6bqarRFcg01e9Ck8gQXHrl5XHaiRLQPwE0rfdrsiURbl13c7n28VjdyMTo/RzXfpYhvX1brvXa3fXxZoVglZRxhRLZj2vNhpqft3VULHoCsQtKyMQsAzETyDBgFiiH4sTEMgiCSangRCBQPwBsUQ/FicgkEUSTE4DIQKB+ANiiX4sTkAgiySYnAZCBALxB8QS/VicgEAWSTA5DYQIBOIPiCX6sSxeIJ0wBGLe9MnbENsQkG9PBZYTCMQfEEv0Y1m8QPrK/4L2x//4QjT63iKOGSlYWpK+pnwIJAoglqgKJKHcC1og9/RbuvC9RRwzUrC0JH1N+RBIFEAsURVIo6w8CtYfj5SyeZ+MhsfF1oPGihQsLUlfUz4EEgUQS1QFQvd6uRdgK9b/7ilKxba3KCNFCpYVCMQfEEv0Y4mAQJjjvcV9pFwJc2/+RQqWFAjEHxBL9GOJgkBYI9EPbHRUp59ohLc3fyMFy8lyCwQAr4QsEABWiaSvKR8CAcsGBAJATAWiRAbEEv1YnIBAAPAABOIPiCX6sTgBgQDgAQjEHxBL9GNxAgIBwAMQiD8glujH4gQEAoAHIBB/QCzRj8UJCAQAD0Ag/oBYoh+LExAIAB6AQPwBsUQ/FicgEAA8AIH4A2KJfixOQCAAeAAC8QfEEv1YnMBSJgsBS5msCklfUz4EEgUQy+xgMcVFgcUUV4JknAWyk80OxaN6QaK+5IlyuWPJZTL0TzmTGfIjlDNf6Zf6+uHayWbN1FhOp4viUSubLUVcIBVF2Xzzj8B4s4nl3EGoxEwg/bQB/biK5n2j8/J30o5d0o5SLG2m0T/rjGX4EeI6URQl1aQmmV1+wIqMWQIxE2WKsVq0BdIoK2v/CJQ13FAKhEnMBFIyP/iuTSBtUyxpdxduy520l0AgXf249arVajUvBFLe3d3dvWZMpX+rSyCQhLIZrD/+8Y9N3NIWhEjMBFIWjVR5xuo2gUgsTiCZVipV8+Gq0UMsud1sI7trxNDvqs18IeRY2kyr1+v1rl0gLcZ6/WGmbZ64FGNfPpPzSyCQvhJg+5XgjfWt9JWIYzt+YCmJmUB443q/nmbqcIJAOox1FyKQUo8fEG3H64Y8xNKnZiLGGiL1FDT+V3EYaiyWI2SB5JlGnSEdlTFVVdNCILmKxPoSCKSjBO2Pf/yDzmBjbxHHjBQsLclYCaSuNkRSZLvFYrGo2n5kLVWt8yZ1vU82XIHk9MBcJEHfYqH0rPXSeut5RmMsTUZJLVQguzs7GUVpsB5/tchYztYHMiwdV1tCMtEXiBKGQBRrb1HHrywGVlcgm48ebc7yVody/gtk2GRMo+vXfE3//JJAqowVFCXD2Lqrn4LikV2m7tRrWcauvW7JdSzHjGl9JaeKGLqMZcvKNWONziL7QBhvbkyzPH/1ekQgBVFn6mXCEsik83QmIBA7/uYysACS/uV7R4Fsrq2trc2wRadyQYzCKuUoTTZy/Xw+n286CKSvMTeNSN5/rp2WHoQbf/kTS1c03xUYSw+VYZqxlqKUNU91Iu8C6eXzfUXpsTQpY5hlbGdnp2cIpMUYa2apzpQLRyATz9OZgEDsBJPTQIgk/cv3jgLZpoLb0zfoVC6QPpBOkbG03r1YdBCIogzdXHD79HMdthmbey6Db7G0xeA0apru8wFr1O3QE0+GFkubMerSyNr7QKqM5XNK2RiLZQhEZVpNHNNEOAKZeJ7OBARix+9sBkIn6V++XwaBdI6bjKnG8BRdILsqp8FYQzxS1blTpi8/134160MFxHMNpNNg7Jgu7nlVoOtpQppfnehDmqlD8wZUverIBdLRJ+3keOAQCAQCVkwg0WrCylAKqphzm3WBWJe1JnMPxPLj53pNg1E9d6F7iGWHV874GhMpSscNerJII2RDjCVVNCjL80A61zTKQKMnpT6QNFPpQYF7F01YEAhYsSase5vb27N1qoyXC6AGkmKqNK/hOp0mgdSrY8y9mokfP9cdstuxl0GzHmPJpalLgQ8H26FomvTkNWPZBcQikGaiK+Vay5glYwrkmrHm9XpFY1omrE70CefpTEAgdgJJaSBMkv7l+yUYxqso9WG5L2Ol606/UK0WSi5HHPnxc+138w3GVGvxJyXsWGpkENZtMlalXoeF1EBs9Ot1+YDkqsV8L99N1Y0D19Frjw0yB4bxQiAgZOI1D8QYuGNhpKdMl+dOxrSKqwm8fnWiX/uwBJ6Xmeg73WJd4QOvjD6QSsh9IIqSUmUsnw4T5lyZoqmV0m6l3a3y+ggEAoGAkIFAOHXSh9rrqaQQN4t3+PVzzenX/V7wGgutMJHj/6XmI2/9+m5i4YnbxGzCUnYZ09q7O+vkeqcFL1dLIP/94Yff5b//+uuvxQnEWreakykUPNeTCQ+J62+VJgJX+3X+l2YuZafRQgp96k4EYRBLgRTKgq4pEJWxXf6TKCc01nTRDeH95yp2eqz3PHjBayyi12PIx2LxeSD1cGPpW31RebkPRGOq+KPc4zFlaClF3t1eqeTz2evVEsgPjJ0a7vj9BV+4Vnvx419hCSRrLS9aGlv051gf8e4VFwmroarmmtldVteXQ7HWjdzlPyDqTgRhEEuBGGnG/FmUmb5ShhhGmnHzU1A80ut171/TGFY3S3H5FEtfrQ07VUZdIPzbETPRm6HORLdxLR2MvjVJ/5hHmLGfyr3lF8jvv+r8IAvkv9Ky59rvIQlET9NEfUwguzTKwgdcJKyCsYIWBBIJIBBimDYnF2YaTOssQiBiTQ7GmovrRM/RSi8UQ2+or4XVUHWbhB7LuECoBiK+m06bZ7VOvi3WUewWd3d3UoXlF8ivRkFNEshfaca0X3/8/fcffyCT/DccgdTEotXVQqEghlNLP4ocjfXw42Yjt35Z9+/PLhB9AlcFAgmbWAokS5PRbEuZJKh5PVGtJiqau8WofKiB8NTduPbeuOw6lr5+2anf7k9fjddTjchHgdAf6e5Odee6qStuhBUVyH8ZY0bLVYOxH8IRCFHhS8Jn6vV6WxZIjq8bnfflxgO30OnMLhCdHgQSNrEUiITxs9jRB2Expq27mYnhw891mOv3feqadPvOzk4vrfVSxhfQrzTTPW8TU/wUyPC+duvNvldCIKYfbALRqx1UGfkxNIFQL9iOOabB+KUMWzTKe4cx1fucV98EgiasRRE/gfR3ZczsWG5dt/P5dvHY3YVVlAZNrlAsu+m03CGV2an0stn2uvNI62o6XV9BgfzjlDF2Sj0jpxpj2l+hCeSYasQ5ZUeMbeICydV2VcbSx4pynGYsmyh5q4bc+mVBIMtA/AQSDIgl+rEsn0DE0N2/XlhbaE7rAvFPIJk0LT6W5QI3+kDoJrRalz+VK1J90Ftfup8CyYtukDQEEioQiD8glujHsnQCYYz9yh//94cXzUa6efrDVH34J5B+g7F6grEGtWEaAhlWeutmlTC3k897W3jHo0D6hZwlEL3/rpGFQMIEAvEHxBL9WJZTIH+NEYZAhtU0r15QlSM7dLz5sw94FAhhCqTfz2QymbJShkDCBALxB8QS/ViWTiCNX3/9nbrQR/g9BIGkjFsZ11RtfCKhX3gUSG0nM9YHogzTEEiIQCD+gFiiH8tSdqIvSCDKuqoPSOj0rXWr/bjxgf3b96kPpCduAFCp5FWNNctlqjiBMIBA/AGxRD+WpRTIXz+O8d9Q+kCGyvi61ZEQyHB3N5EqJEbngWRljFm5IGggEH9ALNGPZSkEcvrDD7/+etpg/5WWMrER3jDe8RlTGV0m64zt6A8z3r59FwIR9EcFYhvajSassIBA/AGxRD+WpRCIwe+WQOzbCGkpk4lTbkNbTNFZIFWurVr1GgKJBBCIPyCW6MeyPALRTn+VaiALFMj4utUhCaTYI4Hki5NLjAukr68erEIg4QGB+ANiiX4s0RfIX9REpY/TtQnkd739KmyBjC07GpJA0mVlvdNJKGVzhaFZBKI/akAg4QGB+ANiiX4s0ReIjE0gRsdHXATCsrxFqp+dXAICiQTLLRAAvLIUAjl9IQhbIOPrVofVB9LIiMnwcwikU9eBQMIDAgHxZikEEsNO9Lyi5G97HZ3okWCZBQJAkERFIKc2whvGO2HdalJLOl0LfBRWLnfbq383KxWVFcpmoesdCbqzJwgDCASAKApk+qpXQQskeG79snr8vlUg2kAgAERRIG5ZGYGAZQACAcAZCCRogslpIEQgEACcgUCCJpicBkIEAgHAGQgkaILJaSBEIBAAnIFAgiaYnAZCBAIBICyBdMIQSNnaW8QxIwVLS9LXlA+BgNXBf4H0lTdB++ONuaKHfWpdFDEjBUtL0teUD4GA1cF/gSSUzaAFsslvY67vLeLgvoHLT9LXlA+BgNXBf4E0yspasP5YU8rmAlKNshJprEjB0pL0NeVDIGB18F8grKIomwG2Yr3ZVJSKbW9RRooULCuBC2Tz0aPNWd7qUA4CAZETyKTzdEYqAdcKypUw9+ZfpGBJSfqX7x0Fsrm2trY2wxadykEgIGoCmXiezkoj0Q9sdFSnn2iEtzd/IwXLSdK/fO8okG0quD19g07lIBAQNYFMPE8BiCNJ//I9BAJWCggEgAULBE1YYFkJpAkLgFUi6V++n9CJvr09W6fKeDkIBESvE33CeQpAHEn6l+8xjBesFAEM4wVgtUj6mvIhELA6QCAATAECAcAZCASAKUAgADgDgQAwBQgEAGcgEACmAIEA4AwEAsAUIBAAnIFAAJgCBAKAMxAIAFOAQABwBgIBYAoQyIpRu38/M/0pTv3+/QPjceagVsrsBR7dUgGBADAFCGT5qVVNNjbuM3awsXFc0cltbGzsMlbSi9YTJnsbZ4zVxLOVtDgbsjtwiAUEAsAUIJBlo3T/PllBomsdTkMg18YTmeNEIm8J5L5VNGMKhBKl1syqZJHsyLbjDAQCwBQgkGXjmBtCZj2bzaYZy2azPUMgdV4f6TGW6fHDbAiEaiYqY3leN9EFcsBYs8BrHgcVxooL+EgRBQIBYAoQyPILhMgakhACOagRecYyu9wYhkCIPGMF/kAXyLH1Je8x1gvjMywHEAgAU4BAVkIgexpjZxsbiWy2wV/eNY5vxt4HQjQYu7+xUVXVhlkDaRxTy9VeqY0aiAQEAsAUIJCVEEiVMdbc2yjyYyoEQs1UlUquolLfhiSQFmMsndtI8KK8D4Q/1NK8I72HPhATCASAKUAgqyCQTIOlqfJQr1bzhkDIGXuZA3sfyMZGpskajLX3StVqxRiFVTNPh0q4nyWuAjn98Zff3twFC+HNb7/8eDr3IQPOQCArIJADlTHq8GhnjD6QXcaaDapTNGutVlsSCBVtdRnrHZh9ILwRq5vLZOq8bQsELZDTXxadQ8G/X8x50IAzEMgSsZfYMwSSOTOfzd3XqPaRURnTCpZAOFrT1geS62qMdTf2qFpSFQLJtVqtBGN58U+71WrJ/SWxJhiBaL/fvfvmj5ePD++AhXD4+OUfb+7e/V2b67ABZyCQ5WGvwvJ7QiAZ1fpiMmnGunsbG7k2U/esUVilUulAdGgUikVjJnqWseLexsZelzX1YbwHY6dEd1GfLxYCSf9y983PkMeCOfz5zd1f9NmzwAsQyPKwV2Esv0cCodrGrvl8NdsSD0olowlrY2OjKGMIpNQWjVYbByW9CetAHeU69A8WI4Fov9z97fGi0ye4c+fxb3d/QR3EOxDIshmkyljN5g/9tfrx2e7Zcclci8R2mKVmqZxJJiOvfpXDKiYhCOT3u7+h+hEJDn+7+7sPCTTuJH1N+RBI8AZJ8/+N+GMv0dAPaCOhP2UtkCV3oo80WYn6SGa3R29Pq916mJ8mhgI5vfsG9Y+I8PjNXQzG8gwEsnQGIUbrH13G0vlusZun/pB5BVKQGoMxjzBQgfxy9+dF501g8PPdX7wn0LiT9DXlQyDhGGTUHxlzFcRcVsw+39iwNfBaAtnLmOwKgew1mHZ2QL3whayxygkIRCCnd9+gASsyHL652/Q9ocaNpK8pHwIJxSCj/tgoWVWHomELjTXvmzjeD0SfB5JhLK8/c8yY0QIGAhDIj3f/WHTWBBZ/3P0xwNQaD5K+pnwIJHj2KmP+2NhrMq1YO8gc1IoaLWlCaCxbM3Gc22FMJFQZozdn6mdNxtALEqBAfrn7ctFJE1i8RBuWZyCQlaBk1cWbuixsTVi92wQivVlDBSRIgfx2F13oEeLx3d+8Z9CYk/Q15UMgi2KvWsk2tEa2UjVG42bluR2Oa1yZS5nsVSs9Nd3M5tcdm7riiv8CeXMXXSAR4vDumwBTazxI+pryIRCwOvgvkLt3F50zgczduwGm1niQ9DXlQyBgdYBAVh0IxDMQCADOQCCrDgTiGQgEAGcgkFUHAvEMBAKAMxDIqgOBRF8gm48ebc7yVodyEAiInEAmnaczAYFECwjEM0n/8r2jQDbX1tbWZtiiUzkIBERNIBPP05mAQKIFBOKZpH/53lEg21Rwe/oGncpBICBqApl4ns4EBBItIBDPJP3L9xAIWCkgkFUHAom8QNCEBZYVNGGtOhBI5Juw7m1ub8/WqTJeDgIB0etEn3CeLpVADr99+za10Iebm8/zvfnT588f+Du/fbuxPf/p051P377x1yIFBOKZpH/5HsN4wUqxusN4P2xtbdG/X2yMaOHT1tbX295sPfFBV8PXra1PeokvcgHa0I3+2rTIzI2FAQTiGcwDASAOAvl0Y2A5YMuGJZDPxM3W1kf+gBL/zTedz2MC+cZ18enTp09ftrZuPn36dCgE8oGeosqHg0A+3Hz7diML5bMI7M7nra2P4RkEAvEMBAJAHARyY4rCEgj3CT31hR6YCf3DuFi+Gn/cjArk0xZXwzer/AchkE/m7sYEohf+aqpClKVHX2SRBQ0E4hkIBIA4COTTV45NIMRnkfTlog4C+cYbuT46COSraK+aRyBmWbOh64spEAontCoIBOIZCASAOAhEoLcumQ44pArI162tj+MdFDfjqZxbwC4Q0gTvaz+klqutz4eHh/pOqA/lkP4cFQi95cvnz+Syz7bakR5geFUQCMQzEAgAKymQG6dxT594etYd8OHTzUfeKkW5/MvNJ1txXoH4ar8B1ldSil0gVJv4YL2Dd7tbAhEvjAiEfEXb/fLxo1AFbVFUjfQNhnXbLQjEMxAIACspkC9ObUHf+FW/7gBx4f/ZbFSSaiG8ZkJakWsmH7a2Poo3fzJl89HUxAeS0daNs0A+fDM3T++njvwPpia+bm19o6Yr/gc9mGW8lh9AIJ6BQACIjUAoeX+waiBbW18/izT+4eaL1SPx4dM3ksE3roQvN5+MTH8jMr/emW5uUDz89HFri9729ZODQGQ/8V53GrG1pdeQ+MgrUyDWFoMHAvEMBAJAbATyTXQwGK1QttcPzb947eMj1VREzeTDmH3MHK+PwRLVj2+i3evmdoGQKoz6DamJd53wZ83SjvNPAgAC8QwEAsDKCYSmbVBt4Nu3b3J/gpnueba++TiK1cgk10x0VxxSS9OdkSYss8Hpm9569XXr4+G4QL58spqw+LCvr6ITnd7yjZezBPJxZBpigEAgnoFAAFg5gZjTNmy1EPIHt4EuEPtoXanvwV4zOTT9wef42TrRzaFaH24+3Pn68eOHOx8+TelEJ1VwQ3wxR/t+kAVidqcHDwTiGQgEgHgIhI/Y5Y+EA4y56TS7QyDK3thXOPnyhXrSP1CnhbFQiYNAxpcy0QXy4cOIQEyN0XtFL/znz5+psYzPeYdAlgoIBICVEwgtKfVla+uTtLLUp6/WsFz7SNzRzpJvDjUT3u4kDDAmkE+yQD7Riopm1YKmHm6NCMTsJf/GB3XJ+5EqJqEAgXgGAgFg5QQy7gXevW3M0DOXMuGDeEcFotdMKL8bNRNyitRDYgnE6AORpfPFPhN964PDPBC9M/6bg0DQib5MQCAAxEAgd75KczrsAnGccWhfjfeDOeZ2RCBGe5TUn/Llmz7dndZevLn59MlpJvrWN66cT2IVxk+fqJN9ixZeDHUqOgTiGQgEgDgI5IN0cw+7QCZgW86d53b7mwV6feHDDS3b++kTbzKbtpy7WH7LPt8DEwmXEwgEgJUUyC131pAE8sVYp/3bt09u7gfitPLI1PuB8PoGTTm0ED3q9rVRAgcC8QwEAsBKCuQWJIE4DOKdSyDG1JKRElNvKCWtZGKHJrTfCQkIxDMQCABxFchnq/rhtgZCLWVfpwiE6kIz3pHQUUiBAYF4BgIBIG4CucNXWZ9eaJZN6RMBp75ztq3REK2wxmBBID4AgUSWjKqq1fGni6qaHXuy6/Tk/LvbGXmuVq0WaNvdjTiywgLxE7EUiU846Sg4IBDPQCDRoX5fIrNxwBhLbGxs5LMGx1Sqwlh67K1txhqO28xkMpm9mfZOu9sdea7LWHYjz1h7Y482tBEvIJCZoHuf+3YDD3ET9bCAQDwDgUSHM/nAlEyBNMzndg4SiURWFkhN143KmKY/5JYxKDDGVCGQeqJYXC/IMilZezuWBJLL6ORkgaiMsdZGrIBAVh0IxDMQSOQFoqY5JBDyAZMFsjt+RCvSFveajLECPaqRABhjjepUgRSNJ4uSQLiKmrmNOAGBrDoQiGcgkOhwUK1WSSKNarVazZkCsbL93AK5z8gAGxsbVev1ddsmGyqn4CSQXVkgGz3G2PVGnIBAVh0IxDMQSLSgpK7tbWwctFpnukDavP+DahA7mVar1ZMFUqqOUbM2tkfVFqpyHGj0VWaz/J+SvC/LUKZAzvIEf00WCDkoHasqCASy6kAgnoFAosUOfebCxkZCHB7K79QMJdihruz8aCf6XuF+JZ/N5ivXxyP5/czI+ddU1yhtbBw05GrEuEDUSqVq/dVQ05JAuI2s4jEAAll1IBDPQCCRgvdVs96oQNL6KKyxJiyyhNXJzrSibcRV1mjRaqfT6TOjTasyWSC844Oj70kSCFVHmLoRIyCQVQcC8QwEEimujSxeKxYrlkB4At/LlFrjAhGmaahqk7dP8ZI6GXrCPpOEJHB/FoFcjwuE96PEaSgvBLLqQCCegUCilrLa1FvdzoiMrgtES6fT5IedbDabtgskzZgmBufu1an6cmC9xHUj/b2xR21a2sG4QPYOCjnaXaXVKpnDt9qZTFsWiIOPVhsIZNWBQDwDgUSHOqlDOzigzob0fVkgBoXxiYQaY02j3YrqLHXrJRpOZU0vzPGRwKzBR/WaAsnm89ks7aFmm0h4LHYmd6KLQOI0Jz22Ann+7Nlj4/HTZ8+8bOrxM+LlnWgCgXgGAokMdX5AChsbdcr0Z9I8kCaNtKVe8tK4QNokhfb1/fv3K1QBaezZX+qZf+X45isZx3kgjJ3JAsk1hZbsAsmPNJGtOvERyKtM5rX051NFMVP+a6VjL3uSycwx7/ylQpzciSYQiGcgkOhQNOoHmTYlfvs8EJODWk2qZWzkqNpi0jTH6OozNyojAmGskhsXiKa2C7JAqCpTpf4Sm0DoCa8rbi0T8RFIRlGUxzMK5Kmt6DQeP3mSgUBWmKSvKR8C8UIue9+oHxwc2ASSTdto2t5WqOiNXI121TYIS7X6xKlbo1QqFKkjJS89UyodGItlSQKhtq/exphA6Gn7rleb2Ajk8UgtwUeBUIMYBLLCJIMWyOajR5uzvNWhXNwEonNwvH5dvJ9oSY1N+jokBuOLKeYODsbn+NkFYo3ZKjnv1lwLi7eKZTauecc9BDLbebrMAnmqDHOK3tVx8urpY10gh09fnUwTyOHJq1fP6cHLE/7PnZMT7p7nr16d6C1dEMgqk/Qv3zsKZHNtbW1thi06lYulQI5p8oagZ04qF5M/ZojEAAAgAElEQVTRBfIorGrWge5YE9Zeq9USPuKtVtJyixVV7Y0IhK+alRaSsfeBoAnrlvN0mQXyWnnySnji8ImiKDkhkJdlRVGe3S6Qkw5VXp4c3rnzSjwtbME3o3SENyCQVSbpX753FMg2FdyevkGncnEUiLkQFZM/fEZCnonOU9wo2bFO9D1mTP/gNRBrHBY5pjkikIrUlYJO9NEfyMTzdIkFcthRXj1XFKpBvFIUZag84QIhCQyHmdsE8nKoKOWhorzmzWBP79y5870yPCQjKcOyogx5QQhklUn6l+8hEO/UqPVovVA6KBXu01is0u1NWLcLxBrGS6mfVY5bvFtDyzkKxGCvx9pGifFhvCNNYitNXARC8jgcKq/u3LlTpmT/skMCeako5Zeki1sE8oyKH77mzzxRnty5cydHMnnJKyXPFeV7ffMQyMqS9C/fownLOzQB/EAa1pu4XSA5uVpi1lHGJxKW+Cx1HfkbdRDIRsZq4uqOTSS03W1kxYlLExavNfD8f8grE3e+J4GciCpF7jaB5Lg0hCFe0VZe8od6H4pQCgSy0iT9y/cTOtG3t2frVBkvF0OB3Jf6uAs2gTQTFnxZq+l3JOQDd0XZAp9EyLEtye4kEAmbQLCUyW3n6RILJEPW4H0YL0WlgQvgqWjUurUPhPeA6EO4HtN/Xykd0R8iyFAhCGSVSfqX7zGM1ztU69AqZ8etaoJ6MLSMo0AS0pLtt93S1lxMcWMjc83XXExX7EOwejQHRKJ2i0CwmOJt5+nyCuSxZYHH4wJ5cptAyspQVHpFyWf8/1wgom7MZydCIKtM0teUD4F4RV+FV6AZK0+NNGGN39jJWSDmcu6cTKk0Vn+wzUK096+PCoQv576zESNiIpCnhkBeUxMWtTo9I4HoXRjl2wTyRBlaq5Q8VTq8FnKHWr9474fgpcK7V6IIBOIZCCRi1NtGf4Vm1RZcCsS8odREpgikkEhUcUOpmc7T5RXIa6VzcnJywqsaTxTl2fNXQxLI46EyfHXyzKkT/SmVPxGdHZ1XJydPeQ3jsaK85i1Ydw7LivL66cnJKz4T5FBROs+ePYliLQQC8QwEEjn26tVEInFcl2aVF1p2xqYCtpw6RqRb2k7cV86ObSa7te0Wbmk77TxdWoEcDnnHuWiyOuFVEd6JTvUQRSk/cxCIjhivyyeC8Fdo3K+YjngyFM+L6gmfFBLJWggE4hkIZOXvTzVSq/AywDhWFZCYCOS5GG2ld6A/LSvKs8c89R8+Gyqdk6e3CuTOq5zZWc5fEdPR77x8TQoZir8e8xklEMhKkvQ15UMgEYNGcqlO1Yq5oQ55qojECP8F8ubuHAvZLojHh3fu6FEeSo8nl39JpcY4fPzYmrB++HK+5bNC4vDumwBTazxI+pryIZCoQesl+iEQvvDi/7d39r9pI+vfvnNCSiFnu9omssEQlgQIL3HYJGwJeeUkaXSSVIn6Q6M2SlpVVftdHen5/39+dI/fxsYEsAk28Lmk3VAzmMHYczH3PTNOzhfjF8jDUiwb0nllb+nhBZvW+eDfY23yIRAwO4xfIPdLcb210lxytnT/gk3rfPDvsTb5EAiYHcYvkLul71E3msDh+9LdCzat88G/x9rkQyBgdhi/QA6XruOfBJkbWtdL0u2iQSAgEAAmJRC6X/oUdbMJLD4hghUeCASAiQnkcOkaafSYsHe9dDiGFnTO+fdYm3wIBMwOLyAQelx6QBArFrQelh5frFmdH/491iYfAgGzw0sIRLtfekAfJAbsPSzdyzc5AMGAQACYnEBIuV+6/oROSMS0Pl0v3Tu3OACBgUAAmKBASHtcWrr+7j99G0yA1t7Z9+slxK/GAwQCwCQFQnR4vwQi5h758/EAgQAwWYEQ1e7uH66jbkPnleuH+zvM/xgXEAgAkxYIADPCv8fa5EMgYHaAQACYYYEM+mwADAYCASAwEAiYbyAQAOZUIK9iA+oS/7r4AYEAEAIIZDygLvGvix8QCAAhgEDGA+oS/7r4AYEAEAIIZDygLvGvix8QCAAhgEDGA+oS/7r4AYEAEAIIZDygLvGvy0sJ5LcwFyAA08xvY23yIZA4gLpMViAnUV/EAETFyVibfAgkDqAukxXI+8iuXgAi5v1Ym3wIJA6gLpMVyN9RX8QARMXfY23yIZA4MLN1+fjxVRwF8ldkVy8AEfPXPAvky+Hhx+E2DtEQvYoNs1SX7mHXeWzvzPMdffz06WOEAnmdifoqBiAaMq/nSyAfHD6+evWBSDQ8Hx2cjaM2RK9iw5TXpaaYVPkfdCg28ndzSOT/HX0h+hSlQH6P6OoFIGJ+f3GBvPnzzzfDvNSn3AsIRHM++ne7HfouHZAvEEjUdbFvVd11BPJJ+oo+9AjkA39vExKI3/mMJAiYU/4eY3vvK5A3CwsLC0Ps0a/cC/VAqkTuHkhcBPLx05cv38PvJkRdPnZtPvA/vxxWq90vE67LJ0HXkMIwAvmoEFU/TkYg/uczYlhgLsmMs733FchbLvh28A79yr1QDsQJpVvt0Pfv3793ifjPx8gE8rErvpLq9ygF4pwa1VevvleNh90o6lIj7aMUwvL/4oxKH4ao5KgC8T+fMRMEzCXlcbb3UySQj69effry5YvxyNM6RSSQ71bkRvkYC4EcvvrI8T7hkA+Tr8sX811lgSgi7vhJURRN+o4+KURfvhDVPkUnkHe4xzaYK/6f+H/23Tjb+2kIYTGaCI58MA5EbATyiaj65fsXo3LhCFEXI3z0hUjjppq6H8Xve23idflEVHvlEQiHsbpCLfYX9/ETByS1T69efdKIDr98/xhNCAtzCcE88n6s7X2fJPrbt8MlVXrLvYxAuAGqfnz1qdvt1iRX8BAf8SCqENaHD/Iv7zCErouZf3j13Wq3v0+4Lp80YTCXQD5pVCPqfvz4/ft36zsSvwK6hks+cIfpy8sn0f3P50bU1zIAk6bxeqzt/TQM43316rvGYRljGoHsCs0aCvqBqFqtfopo5NOnGAjkEwewbL5PXiAfjF6FSyAfiGof+YkPn6QvrnvIgyEMPn7pdqMZxvv69ev/IIgF5ozaf16Pm/gL5HuVtO9fiJRPboFwv8RoqozYVlQC+RADgdRcxuAj83Gio7BqRIpVAVMgHNpj6XPCoxu0l/iSAnn9X2mEOACzjzbeVUymQyDcEBm/YLlhktohkSz+YjXhX758jEgg7sY7GCHr4u6AcGyvO8G6fOSf8s48c1MgHw8106tfuDKfxCjsWAnk9XsYBMwR2niXUZwOgXyw+hafFI6xOwL5QPSJ+yYR5kAEX9yNdzBC1sXKgBiES4EEqMsnUqS3P1SsmeivPkrLCBgCMQdCyHyITCCyQYwxKgDMGP/vZf0Re4G8+mBPs3C5QqSuvxuZ2ygFYlYhJOHqwkN5nTp81yY+D+T7K86TO1jb5cmExncUL4G8/i/yIGBOqL1A/GoaBMLtULdrtUmWK8zf/Z84RRulQHgsatBFncZWF26nXQGlUBNTgibRHewe2Xdnmrw5fM4SDS9lYj78GKFAXv8HY7HAXNAYf/58agQirbxnukIM8OF/f9IoQoGIMUZj8EfIuvDRsKvEk0BCdYnGKBBpzUvPd/Qp4sUUHd5no7qkAZgU2RcJX02hQKyGqWslbb/3LtQ3dEP0KiSfqtLgo1CEq4uUNBcJ7XBKCyqQ76YqDt0TCR3itBqvxLsTrIsFZppMuWf++ZwLxE1UAuEPeyjyw2EtEq4uip1IEP74IOamT7Yu0lcwlEDi0wNh/v4dDgEzSub3l0l+mEAgwXG+pLBhrHB1sTPRH821FJmYCKTPkYlRD8Tgr7/fn/z2OwAzxG8n7/8e7/0Hp1YgEr0Nz5wLhAdhffGurDh5gRya6XLNJRBra7frWmQ+Xj0QAEAwIJA4EE4g3W73k/fmIN04JNHdIaxunHsgAIAZFcjHTzK9rvigKPMskDjU5ZM8Y9Duanx3TSR09UAUsTJNsPpBIADEhGkQyMuAusS/Ln5AIADEBggkDqAuwwOBABAbIJA4gLoMDwQCQGyAQOIA6jI8EAgAsQECiQOoy/BAIADEBggkDqAuwwOBABAbIJA4gLoMDwQCQGyAQOIA6jI8EAgAsQECiQOoy/BAIADEBggkDqAuwwOBABAbIJA4gLoMDwQCwNwKBICwQCAAxAQIBEwbEAgAcyqQpdiAusS/Ln5AIADEBggkDqAuwwOBABAbIJA4gLoMDwQCQGyAQOIA6jI8EAgAsQECiQOoy/BAIADEBggkDqAuwwOBABAbIJA4gLoMDwQCQGyAQOIA6jI8EAgAcRbImz//fDPMS33KQSDBQF1eUCBDnc9//f3+t3//+7dh+DfKodyUlHv/919B2vERyvUK5M3CwsLCEHv0KweBBAN1eTmBDHE+//17ZrJz6QGYFJnf/x65HR+hXK9A3nLBt4N36FfuxQXyeHhoPrq/kbgP1BAtxYbprsvDwwP/uRZ/Hg8PH5xnnp7MR4+Hh9fW1mtFuTUe3RwePr20QAadz+9OYA8w02RO3o3Wjo9QLvYCeVIsPi8tLd0Sme1QVz5C/NToDdFSbJjuunRJ4z93RA/iG7IE8lglIuVOfGHOF7e0dG1/YY9E9xEL5H0tqssagEmRfT+qGIYtF/sQ1pN9EO5c7dBnWywKBBJLgXw2v7cu9xG7xhd3fccQHfKfm4kI5Nnz+T+NiV3DAERI4z8jtOMjlPNLor99O1xSpbfcCwjk2ghSdY2mRv4hKzUpUQnk4ebx8b63QpOsy/X/fvz48T+rDv/69uPHt/+bcF26pN3f399/dgvkhujwaenB0ojxxT3I53R3IgJ57nz+r9P9yDaKywDMFMVG1j7Ba/8dvh0fodw0DOO9fni6V6i21EcgTkRkxIZoKSRPRhhNewy7oxB1+dePNcG/xL/+z/jHt8nWxYkmygLpksYPrmtEtVpNMQXyWeJuMgLpz3vNrHezrPbfKQDTi1pumie51j+MFYK4C+Semx7B3e3t7e2hSyA3tdq9EIiZkx2xIVoKx4PV/IzeCI6vLuwP8Z8IEK2Z//pfpAK5e3x8WFpSqCueNYwim//p5vHGkEy0ArH80Vh/kUsXgFiw3nhBg8RdIEtVIo0l0r2XIiEmN6L9eTDSI6M3REshuaPDx/v7w2D+Gk9d/ic6H9c/DGd8EyL539raj0hzIIZS+wnkhlPrRN2HqAXyX8Mf1cKLXLUAxIaCcc1pzw/onU2BPD09sCiqD0/dbrdb9ROIRo+RCOT6xqxEEH+Npy7fjHgVh66WlpaMvgf3Q/4vSoF0u92npaVDUsRXdUj0+Phodx1vuM0+VIiq19EK5D9G/qOJ4BWYeVQjjlXrl0mfYYEsLV3fEinmdIFbH4FwkQhHPnWJRp7LMLa6fDO6HuyMfy39a21tjY+E2R+ZWF26RJzSOHTnQB5FL4O/PFfXsUYahx1via0fpUCMfn1ef5ELFoBYoeeNaO3ruRPINYc8alYTbQrkribg37HGo1rtLhKBPN0cjqEDEroHYvQ9OJ4lb4w2iS42cwKrJncdrREPDyLwF6FA3hv9D/gDzAW60Qd5P28CeeAm6LPdwzAF4vystbmNQiBcj27oFHr4HMg3r0B+TLIuj7cW17JAru9EkoE3Sl1HhWrXduAvOoG8EwGsKuJXYE5QRR4k+8yc9JkUyNIj1USqweBOEYF11zomAVczGYdAHtluUvWCErgu9rgrUyBCHOGy6CGPizQTfen6/saaJWML5I6oenv3WRODfKMTyIn41YH8OZgbCuKUL8+bQJbul66fZJxnrp/YHE8BJ/KNQyBPt12FqOYs/rQ06boYMz++/YgyhOXi4d41s/L65rbb7X5+vLe+uGtzZqHC5ohOIGL9q8aLXKgAxBKR9cvMnUCMgTsOVvP08Nkcxq99DpTEHlcS/TbYPMZx1eX6f9++/R/nQP4vQoE81mQknz7ac2WMSBbzdPf58+2N+GdkAvlb1AnzP8AcsS5O+jEP5Z1agdxz01Q77HIsm8f1RCaQByIl7D7C1sUYfxXVKCwRl5JwBHLHer97vPvME3l8XheZQH4XGfQXuUwBiCkij/77XArk5trAGcbLo5+MVcQfiaoRCoQnqYTdR9i6mGnziOaB8GA0m66cA9Gs8N61sZbZA6+hKNLtnz93u4e3kQlERLDKL3KVAhBTyi8Qw5oSgVjNjC2QayLrziA8XvQhCoEcdm/v7niwaoQhrH/9+L+la45dOTPRww3CCntcjOmEBk/O4Dj+EeBZS5GoG5VA/hJvjyFYYK5QxWk/+B6F8yCQJc2eXPigkHYdhUCM9QF4lnx0o7DMtRQNZUS0FlZfgVyTpwdy3e2aCyne3t09Pt5EJRCRAsm+yEUKQGzJjj8JMiUCOeTJaK6lTB45vP74+PjIufRIFlNc6ooMsXIb2h/B62ItxivWUoxqNd6+AmHfK7ePN4+31XjlQMQsQozBAvM4Duv9PArEZxTWo7VML2mBpoKP5X4gvFLXGAhRl//9WFv7Yfc4/vXth/SvSdelRyBLxlxCck0GjYFAxCyQ4otcowDEliKf9ydzJ5CnOxnPFIOuOSJ0zu4C+HKEFYiiyE59ePx8eHj4+c5/pPWNIqaDTFwgv3G51Re5RgGILct83v82dwJ5GVCX+NflpQQy6DwFYBZZHHqi7dBAIHEAdRkeCASAYEAgYwR1iX9d/IBAAAgGBDJGUJf418UPCASAYEAgYwR1iX9d/IBAAAgGBDJGUJf418UPCASAYEAgYwR1iX9d/IBAAAgGBDJGUJf418UPCASAYEAgYwR1iX9d/IBAAAgGBDJGUJf418UPCGTyZLPZq96tJ9ls1r2isV45uSoWi4vl3T47KmWzfndh0ZeXl3eTjWx22dywnc+bK81ks9ntYfdTyGazlYEfZo5ZhEDGB+oS/7r4AYG8POqyxHoyqRGVuFnPWCxaR1sWyG7JXvmMamnd3l5YXl42/5X3XwRZF/enzxBZrsgSZYxHRJS3iu0Xi0VjR3miau9u6rjN/cwLBICwhL9AIJDnqciHe98WiLijnWA7l06n826BFBx9ME1dXsJP9RHIuonqEkihXq/Xa0Q1/ltxCWSbiHIugayWJFQIZAAQCAAQSFQCaSgCFohxbyJZIDrfHqdU31Vz6vpJVl6s0hRIWlEUTRaI9QYNl0Csu+wIsgME4iiNb3EPgcy+QJZiA+oS/7r4AYG8PGq5XC5zS35SLnM+wxSIge4vkE3ebP0jp0m3nOd2f9f8ckIJpGG/IQQSCAhkjKAu8a+LHxDIZNA5IrWeTKr1et0USNFIgLAp9Hq9XnIJZJfvt239c9/b7lf8BVLN5/P5RZdAFuX8S9olkJotiDyRVixeJSsc5+J4Gf/NQSADgEDGCOoS/7r4AYFMMIyVTiYLRrvPAuGkh8G2rqqqlNuwegNac3t5+aokbp1akNv9E58ciHNXSE8SXa8XG41iXSRRJIGsi3e29sM3A7VfbPSPIJABQCBjBHWJf138gEAmg2ijqzmPQDRzFFZvCCuZc/zCKinLsS2WQGV5ebk2jEA2hX+IsptugXCPR3SK3AJR7SIQSCwE8ubPP98M81KfchBIMFCXFxRIgPMUJMtGI57Xd4vFoiMQ0fzr6q7oDXiG8SYrRteDSGkuqu4bcdOmbwjLTyCqfa9qZVcWiFmjGhskT6SUy2VbUDVbIGVVNfLsIPj1MWx77yuQNwsLCwtD7NGvHAQSDNTl5QQS5DwF+zxeirPfTZ4TaOZA+He/OQwrnclkODTlnkiYTOrb3o3c7vPOcgMEYoTGjEFbWjmXK2vitvX8iuXlSjK5wp4QO1vMueaBpG2RsUDkVD4IeH0M2977CuQtF3w7eId+5SCQYKAuLyeQIOfpvLMrokWVHHcotJIuC8Qk7ZlIuJs24UyI9ZgTH9zkZzmnnqmXy+XsEALJm32OphjIZWxfrovxVnUxoouqOVkgTas+EMgghr0+hm3vIZCYgLoMDwTy4hhBpHQyqbJBinYPpKRUs9lsNpMvFSsegZiZEjdKclPErwpCPdqV/lwS3ZhfYoz6rarJpFoVb2oKpGRZgsNpZbkHYgTTaropkKrvqitgcgJBCGvyoC7DgxDWy3NCpIlxU7ltrZrzzAOxUSuViv68QIQ/0smk6Ms0hhuFxcO/tHyeRxFXjBBWOr2Zq5GyL8pu5o39WALJE9U0IrYGkuhxCGG9fvP27XBJld5yEMgc1+X64eF6KY5J9NHP07knv20th6hyztoRSElx0xPCkjlJ5qrmcKxcg0d0DTeMVyQ1rB6HlUSvpHO+iyme8BhhDmztQyADGfb6GLa9n75hvI+Hh+aj+xuJ+0AN0VJsmIm63BC5vocnm6Wlpc+Hn63N9xJPQeo34gUS4DwFArWeXi5eLe5La+saQ6ocpHx5sVQSmQhmvVQqiXVxC0WrxCYPyvUTiK7ueuaBrG9rPFFQDNiVJxIm9cLidqNRuirbb8tzHKu6iLmlIZBBzOM8kCf7xw63QLdE5q/crnwaW43TaA3RUmyY8ro83jGfiT6LB4/GVntNiurS0tIhWeZ3fXHdIPULf4FAIENQcdYJydqTOq7sBXl7RmFV7Q6FEYayXrO7vi5UkPQRSDWTrWnUHG41Xv3KHuBLebFL/cpIrRtDfDP8fwjkGeZSIPY5c+cSyGenGw2BRFwX1/JFhjDkrbcQyBTCsSEHKwWiSnhmonvOAlsgTWvGn49ATD9JAslVKhWxGm91sdhoymth5XgNFRutYgW7hHSW+QF6IAOYR4FcG0GqrhEfcQTialKiEsjDzePj/RgC/2Hq8nB3qNQ+G7Ggm88m9xH0QGzMHsi14LPxxbkEErxyEMikUDmKdFVY312vLHJXY39gCGsYgRTK5br9AksF2YYkEDFv3SHnCIS/3MzJ5q66XuCcB4tIb9qdlhMli7WwBjGPAhHZ2ad7hWpLfQRyHZVAnowf05rZYIYgRF2ezG79Df/j1rruHidcl+v72+5hrXbYvfX49MnsZUAgU4YcDuK1dUvDCESsjchk+gjERb1eqWyu8x7kHoirm5F11ikRI6+sQV9W50d1gmvqOnIgg5hDgdzXrLjn3e3t7e2hSyA3tdq9EMhtoIZoKRwP9g10QvzeD10X7uzzYdEeOK4XkUCepF+fVTkx/qSQ9tQjEKm3EqR+4S8QCGQg+3IWQ7N/6DeINHmgVW5wDqSvQBzkHEijVCptF4urK/uVXV3OgfBbm+l8neeV9K5YAoEMYA4FwpF0jSXSvTcbKFkgou1+MNIjozdESyG5o8PH+/vDYP4aU12eDHV0jS4I57FFxO9hsnU5JHp84oDV06Mrr8FiEV2jfjkQLUj9wl8gEMhAuNdBjXS5vn/CY6KshtkrkPpQPRDKSvg08T1JdAdHIKw0rbGYPkkXs66xWTYQyADmUSBPTw8siurDU7fb7Vb9BKIF+sEdXiDXom28CeavMdXlhkTL/Gh0Orqh+h7B63JImtkLu9dsUyw9cETN8IckkDv+Hg+JDvkvkuixxX2H2uWkfwgrP1QOxIXknJEEIuJWNlnvKlwQyGDmUSBLS9e3RIoZF3HnQOyZB9cRjnzqEgWYzTDmHsid0VIf2g32ZOtywxnXaq1W5b/mV8LjHkixonuOQIwXBK8oBDIhdret6LGWF3M6Xk4gyXq9rg4USLIgpqcLfaR1v71AIM8zjwK5vqkS1awm2hTIXU2gEFWNR7XaXSQCebo5HEMHJExdDomUm+uq0T7XiLq1avdm4nV5uOPOIVG1+2hFz9gft3YozRSINf3zlug24CRQCGRi6Ov76XS6XJGyDZt1Nzw7UJrvIWO9Ss+58Wv6BeV0urf5d4fJ9M398km54tP7EDVIp9PSpEfgZQ4F8sC/gj7bPQxTIPZoI4fbKATC9eiGTqGHH4WlmKlr6ydj9zr6mejXXUcfS0s3j+5hYsG/OAgEgGDMoUCWHqkm/aC+U5Rr7zomAVczGYdAHtluoYNG4erCdSA6FI31LSmfP3M3P0SnaOS6mN1BuT9ovv1jV+JWLisxalUhEACCMY8CWbpfunZWVTIWVjK5fmJzPAX8tT0OgTzddhWiWogxT6HrwsEgnuiliErwLAzutCkTrEv/XoXrGVcOZOk6cB8JAgEgGHMpEBEbkbBangfxU5tTfOY07JEboqWxcBtsHuOY6nIjWutHTR49e+ce7PzSdREad2N+IffOfA9FEsi9MB7VbgN+b+EvEAgEzCOLEIjdNN6zPmqHXW6LrDGkIzZES2PhIdTv/bB1OTTGgD3KzuB/BO8UBRspd2PNRL+R1HX9YFNzBCL1S4JNAA1/gUAgYB5ZnFuB3BgLK/GIXrOB4tFPopW8frSX7xuxIQpSF9/aBXn7MdVFMQTCS04+cbjPaqFjMRPdN4T1SFR7vH96un+sBpq1AoEAEIz5FYjVxbAFci0F1buBfnCHF8hh9/bujkerRhjCMkcRGz2QG+JoHnfYupOtS41H5T49PDzx+FyxaJmAJ/DYdHu+rQesxgvABIFAnB6IZk8ufFBIu45CINbP7mqESXQ2xyHfioM+L13zKF5NZIYmuxqvbHN5tbJbP7M7Ey+thRZHrV/4CwQCAfPI4twKxFj3Ql7K5JGz54+Pj4+cS49kMcWlrmirFXm6QySjsIwI0bUxIVwMKwgzsjhgD6T7eHN/f/PYlYdb8fgCB1MbN3zIuOytEmg6OgQCQDDmVyA+o7Ae7duTaYFmPYzlfiC8UtcYCFOX+89VTTEnn18/HipawNFNYerydCjlOvrkQGxZ8CAxk2CLYIa/QCAQMI8szqdAnly3K3KN/OEJavK4n5EaoqXYMP11ub/7zF/G5zs5eHZzK2OL5eGuW1OUWtcYBDF6/cJfIBAImEcW51MgLwPqEv+6+AGBABAMCGSMoC7xr4sfEAgAwYBAxgjqEv+6+AGBABAMCEK6S5AAACAASURBVGSMoC7xr4sfEAgAwYBAxgjqEv+6+AGBABAMCGSMoC7xr4sfEAgAwYBAxgjqEv+6+AGBABAMCGSMoC7xr4sfEAgAwYBAxgjqEv+6+AGBABAMCGSMoC7xr4sfEAgAwYBAxgjqEv+6+AGBADC3AgEgLOEvEAgEzCOLQ14fIwCBgGkj/AUCgYB5ZHHI6yOcQN78+eebYV7qUw4XJojdBYLzFICRro9h23tfgbxZWFhYGGKPfuVwYYK4XSDjOE/V/ZU0GImVuopjGofjHOT6GLa99xXIWy74dvAO/cpBICBK/C6Q8OdpPRNJpG7qyRRwTKM+zsGuj2HbewgEzBQvIZBcYyKtwEzSyOGYRnmcg14fw7b3CGGBmeIFQlg5/qmsla5WwUhcNTT+cezbsuGYTuY4B74+hm3v+yTR374dLqnSWw4CAfFLEoY6T/m38upGCozMxhX/NsYxje44B74+hm3vJz6MF4CXZPzDeOtEVH/xNmBG2Scin/g8julkjnPw62MEIBAwO4xfIBmi5XFf7/PDFVEGxzSq4xz8+hgBCATMDmMXiEqkIdYSmA2NqGeUKY7pZI5ziOtjBCAQMDuMXSB1osb4r/f5oUFUxzGN5jiHuD5GAAIBs8PYBZImWp3A9T+zXBGlcUyjOc4hro8RgEDA7DB2gSwSLU7g+p9Z+PjhmEZznENcHyMAgYDZAQKJGRDIZIBAAAgPBBIzIJDJAIEAEB4IJGZAIJMBAgEgPBBIzIBAJgMEAkB4IJCYAYFMBggEgPBAIDEDApkMEAgA4YFAYgYEMhkgEADCA4HEDAhkMkAgAIQHAokZEMhkgEAACA8EEjMgkMkAgQAw0wIplOupnUwm3H0wVjKZ4dax3dzcMR9tbG6qqZkTyNbO+s6FeHSVyRubKgUXFc8rLsrlnY1M5o/eff2RyQx1hAplCfMVG+43LVhHfdJAIADMtECalE1tEskN2M7KirvBKSkSJbHpYsNhK1Ukynn2m8lKrFhbNXvB23Uie+s0CCS3s7Oz4/2QHtRtvo2rcsUybZBibKy6bxNetfZXL2+yaraIFnPSMo6Vctl8tErk0+6rlXphfUvewvfhtTH9tOO5Ofl2KhogEABmUCBWo1P3E8g+0b6rNN/q1abR00KV/QSiyK+x66pRxvxNnJ4mgVzs7Nc3d3Y26/tm/8IXtUqksS+yG5JAGpmMRkomY/4xBVpm1TQ3egVSIuovkIuVrDie2rbUNyllLLK2QNRMJkNUy1h/oorNQSAATI9ANk7dbAQSyB/uf3JjqG2aaMMKZN+OqqSJ0tZWbjZtpkYgG/sV80huVOr9Y3UNovRWaqNIdCUJJJXaIMry36rd/UhVDNXkRxNIjr82Lctu1vxijvu2QFKpVIGoaHxRRp8xEiAQAKZHIO1ESybR7ndhZygrfJDzE0jDe2elBmnWQ0sgWxzRyRPxnw0/gTjsSKrQSLNCYdMjkNy+1JDv7Pc1iMJCSKVSWfaFI5CLEoku3SY5h7lJipraJtocSSB5ojzHvXJpjTT7uaYdXdQkgWxkiZQd8UmdohMHAgFgmgRit25bG1vqcwLJmI96BVKRYul9BeJu7J4ViLz3acyBbO27ctk7+64MhESNmvznIssH1xZIrkGUIVpRs6SQtihCYIYxctxH8AqkQXTRRyA7RHnzuYKU1vDLgaTWs6RkqbpZ0UihaiEVERAIANMokK29xHkwgewoVFXEj1cbbgJNXJ0Tu7F7ViAVKaWiUXbFoDg1AtncfP7fNkWi7Z2NnZLYjymQC86rr2yVMjtZyuZKZDTmFaOlz1KzRyB5oo1Uio8Q9+9c+5dyUxeK/QVyb9IZ0GB8H7kmkbKpZkubGpXULNFw47nGDwQCwDQK5DzRCtYDqSukrW9qpNSfTaKbrzW98axA6lJ/ZgpzIBveHsdWvyDWhtUXaG45PZBNJcPC2Sn8kVdTqT+UDO+tbLghT8rqskcgVY5rpcwd9Qik7CsQZdXGLLBCDTWV2lovXBVFVoazIVEAgQAwhQLZaiXOU0MKRCnlLYFcFJpE1c1UarNK1CxYI44KKxJOOGRLs34SF4my2WyfX+ZlonXrcdMeMZQJO/dkUgLZ6flY9lwWLxcrTdbHH3zc7BCWKo7iPg9YYMkI0a4QcZeAkyPkFsg6iRR8Pp/PZ31CWE3zKykbGfLeEJYIoqVSKaPHsS26M1YdIgACAWAKBcIdkGEFIhACKfL4Hv6hbETuSbl6tnUo2w1WUezDUUtZNk6D6Mo7syRqRhBIoSf6o3onA0qI/EfKEYjKowx2dnYWiVbMh9wRMdzQIC2fdwtkmw/7Rp8keomtvpHa2ikSaXa1rkoSxifYMWkQbZoPh5voOW4gEACmTyAbrcRpaugeyOq2KZBNooxtgUrGGL6zku/BiD1tZcnqghSJFldWnJa2Jv8otgYMp1ZWe4jTDOk+x7TeE5zL1fvONNypUXazUNgvq6ZAWAgetkV/hDtlTcp4ciA7RDWrc9ErkI08v16EAZVnJJbqc/wjAAIBYKoEcto55w7I3tbQApFyIMaSF4VsVjRPO5X+TaBhjUKWtE2fHEjDDFIppFnxqkqMmrWRBNKb8dhwT7M0uXJ9sP1nBbIjDviWQiW3QDaypKlN08p+EwnrQiFUvVI9R1oiTkcaAokbetQVAPEWyGUicWR0QAYIZEPd2axU+sxEl5qbgtlZKBI1zYeil7LCv5TXNTFeq18SvelMneMIjNmB4Rl0Jv0GNMUphNXbAyn0C+iJDoKSzWbydVMgW9KSL/bKL5wDb17w6IKySyBbeZ5zqSpGstx/KZOthmuzvyo2eokmCwKBxI2O38bz42Pxt93ptD1P+WwagYPjc/H3qNPpMZffttE575wmZ59JhrAOEq1OYu9ikEAMsoMFYqGK7K7NChEPKKprPLdhOIFYWKndCBlBIJWdwWl1e3Uwp5m2k+hbcj5oxey8rBKVVhTOdkgC2eFB0hep1KZGlN/oIxDP0XNlmwzEi1TXpqg8DYHEjVzCTwfHiYT4e5pIHHme8tk0Aq3Emfh7kEjk+N2PjlT7OXPb6BzYHDnvwLQTCUOEM8ckBbK1l0iIDsgQAqk2hxJIhj3gFgiPuxLOKGi0OmQPJJXaymRWp00gO4XBaXWLYr7UI5ANV/cg4xrxW5eXMtnKEOXFkOFNhQ/1UALhoV/SwDinjiRjDxKeNBBIzDhNeLog6t7e3l4rkeA/p6Yt2nYL3fEKRB/69/4R7zGRaPGftimLo0RCvL7N6yyduQSiDq0pPWFz4BbIZUL6h0m70wmmqflNol8mjA7IcwLZUVVVFe2QJJAN3qiq6grRH+bDjX4C2chbc9N2VocNYYnWsjRtArnY93y03H7fcJA4UAb7q+bONqRViW2BpDZWM9kGdwykHshGc9uccqKuXvQIxPxG1BKR+PZUVd1yjqmXivOmNQgkNDMjkOPEnnuD6jTHiXPTFpf2lj2PQPRjbrT98XRtTqUdewXSMbc7Tbu617ejk/MKgM2WSOz19kB4t04Px65GiBDcfI7COu1cpgYIxEESSN90uWgXN4pF+ZfuhTy9bjSBrOTzUySQ1I49H0Zw8czNNSSB+FJ1pv9ZuHIgrmc8AumXGPcXiMQOBBKaWRGI3vK2p/qRQ9vqgXQMWl6B6MfGz34/DlqXrn+r0o5zHoGcHh8fH7ckgagcNvE3SG5vr7cLwT+ShVtykkDa7CRvDAsCGU0gp9LXdjpGgUjpWJ+djCaQGDDSYooVVwph85kBtCEF4gYCGbNA3vz555thXupTblYEcsT9DO/Gy+O9ROuMW/bTROL43HneKxDhjz4GuUwkPAZJJk/PWom9Y956kEh0zo9sgXhzIMIffQxynkj0GuRc9DWMYJYlkMtWonWcSBzr8yKQMOdpX4G4GU0g/iOGvHOd/cJPIwjEXo1XUcxb9sVeIFuFit032Cq4+yNuMmJGvsXOWAXSb2TVwGO6M6UCCdHe+wrkzcLCwsIQe/QrNysCYQN40wRWrOnAemg/w7/uJYGY/uhjkKMeg1jFT4Us+I379EBMf/QxSKfXIDq/4MAlkEt+tyP9LJHYO8/NhUBCnacvekfCHsYpEJ9lN2J/P5CLzX1jJvfGjryy+6ADZS/gMhaB9GPgMd2ZToGEae99BfKWC74dvEO/ctMukJzVmDvsme2q3krsXebax4nEJbe2e+aIXoYDQo5A2B/He4mzsyENcplIHLdzl3uJls4COTvu9MmBsD8OEomD1tAG4RQI70pVVSOExa9NtI4syZ1dzoFAQp2n4xPIZqGSWlcUa5U+X3Zc+PwCv1IUX4E0FHEnJZsL+fbd5cL03NJ2Y3N/v17f3998Pnmz7xo823tIsr09hItCYSenKPYttxzSijLMGroXrpuf+wzY3VGUxSkUSJj2HgJJ+gV9ZA6sSE87IQZmtblBdmzBA3tzbArDKbrpD30vcZwb0iDnrCTxp518bhQW++M8l0ict4c0CGdUztRWInGQs5Lop4lEyxxtdXSWYGVZQCD9dhhZozALjH5PdA7w9bsRCJgGgcx5CKttxYkS5o91k1wisaeKRvnSIxChFiOqpRv5ET25lzhOskEkUeg5C7dBjkQLr56ZPRBbIDm1fXR+6eRAjjktwwJJtluJliwKG+5x2E+c8qDjHKc8eM+GQPTzS8cZ6pH5Ic6NareTSXXKZxvGOIQ1nwQQCJjyENbrN2/fDpdU6S03AwJJ6iIRYaQN5MGuHE/iCNBZ0iMQ0dyzNzpi7sgB90NYIMncmZyIP3P1bCSDnJk7PrdlwTl8O41iCUTsTQgk2d6TxeQJueWk2R5c//YZd2fkYbwejtl4QiDqXu/QganCP0kY4jxFYxcOCGQKkujB23sM4/XFSj14hrqect+kxeuKeEJYR6eqK4meNAXiXlDLLRBpoqLeYX3s8Y9/j0Ba7Ax7FBbvzRCIa8cegTjRrXPrEdvm+Jhd1PLChhExNxaICJIlp5lJDeMFQwKBzOEw3tfzLhCrC9Lzm11vG0355bEYdCstbuKdiW4IxMXRuQULyj3RPdc2lHB+fCyWMrm8vGy3zW2upUxMgbiw93suRlhJz7Sdp87PT53xXg4i78EGOU0kLqfeHxBI3IBAJgMEEie4QyCNfrI4lZvjNrf6l5dnicTpeefguDNYIDacG5H9ocv75XwEIxr84QRi05Ndl2e5sw7blwIOtxmPzIzIsYihtabeHxBI3IBAJgMEEiN4hZKWCCu5U8quGNSRvJJJInE2vEC8/mApSJiycHIWnbMzfSiB9I7OOuVRwQaexRQ9K32ZXZNp9wcEEjcgkMkAgcQIHv3a5mFRHgl0zLb4+PhMtNQqJxH29s7Ojjunl0MLpMcfSd3e7/Gej0Dcr+7fyvuM7j11HLj3rEAMg0y9PyCQuAGBTAYIJEa0zMkf533XUR+8nHtfgfSdHeIJV40sEL/ZIcMLhN95+v0xfoGkiZYn1AbMJFdEKzim0RznENfHCEAgXi7tyR+XYmTUeAXSbvU23v4CaZlLNXY6ncshBHLkM7vQWLNL8HwIi/sgM+CP8QukTtSYwPU/szSI6jim0RznENfHCEAgXqR7OeUCC6Q/7Wf84RKI75DfZ7CmBT6TRLeqMOQep4+xC0Ql0qJeEn2K2dCIvDcOwDGd0HEOcX2MAAQSgLHfkbBXIB3nfoLifh6BuHSyK2IeiAkEMvx5mnHfYBaMxBVRBsc0quMc/PoYAQgEzA7jFwjfstS8vzYYlX0iKuCYRnWcg18fIwCBgNlh/AJJNojoChGXAGxcEVEDxzS64xz4+hgBCATMDi8gkBzfe0JrXLkWEAcDuWpoRJTxHceIYzqZ4xz4+hgBCATMDi8gkGSOfy+DQDT6tGs4ppM5zkGvjxGAQMDs8BICSSYL7hvggSHJPBOXxzGdzHEOdn2MAAQCZoeXEUgyqdZXlsFIrNQHjCvFMZ3McQ5yfYwABAJmh5cSCACzwCIEAkB/IBAA+gOBAPAMEAgA/YFAAHgGCASA/kAgADwDBAJAfyAQAJ4BAgGgPxAIAM8AgQDQHwgEgGeAQADoDwQCwDNAIAD0BwIB4BkgEAD6A4EAEMVSJvsraTASg5cywTEdB1jKBIB4C6SOhf/Gvsgfjun4wGKK00sup0ddBeCA5dzjBZZznwxYzj1y9IqM0ytc3y9XDEfsZjL73lfliErWkyc+e21knrlTWDmT2fVu2y9Xks3Mcm/hQiaz2X9XRff77NbrQ55RvaTTQ/+emaMbSpWuVsFIDL6hFI7pOMANpeJBzmV0SwaVLP+rKv65S7TSVyDrRKs+e61R1rNls1RTsttCHItE69Z+6qamarSd1Mx9culy2Twzyp67HisOajKZp5r85KqzZxeq9CpFKfseCOsTTSUvdEvbVdx+dey3tMUxHRe4pW1sBVLRiJSq+ZE8AnG9YNsRSN5m0Ucg4hsk0sougRQUIsru9grkikj1F4j05r0CKRHV/T7krutD+gpknXqcN9cCqRNRfWzX+pyxT56zFsd0ksc5+PUxAhCIpy8hkyWlkkyu10jbHVogzsZSr0D2iWrlykmVqCIJZFcjrUaU1UcQSL1er2dJ4z+6VyC7GlHTLzej122W/QWic3DBJ4I2twLJEC2/zFU/D1wRZXBMozrOwa+PEYBA+gvEssK+UIdHIPq6YFP8X3UEYt0pjGi7VyBZ4oATt/BNSSAl0jb5X+URBMJkiPRkcrdSqWRkgeyKuNv289n9AlFPRodTOUQZolLgDMqsCUQl0hBrCcyGZp/AOKaTPs4hro8RgEAMckRZ5z6RRgCoYjayu+JHeW8ORC1mNao2T3S/HIifQGxLNbjptwSiK7xVVziO2SuQ3b4CyWli27bo7tgC0U8U0gpFomZPGkRfXi4Wt0uNfD6TqfVGufTNbY20sr5NVF3uSe/Pp0DqRI2XvPJnnYZPMBXHdDLHOcT1EU4gb/78880wL/UpN9UCkUNSYtu6Gc2pE6V9BLLOmQumqXNRJZu9cp7UiYo9AjFMxKOmiHL8bZaKxXXeyjmXBlV7BLItHFNOp9OlXoGs8ugLPVlUFEUzBaIWilWiWiWZTHMYa2Xd3Q2puT6ke3+bWR7N0WRx1LlcNT+FA5R9L5Aw52maaPUFrve54UpcOjimURznENfHsO29r0DeLCwsLAyxR79y0ysQXeS9q0Tir/ll1EQOhENCvTkQjiBp6V11vcSfeN3KeljkiK7690DypFkJ9X3u6PCvhyLR8rLiFkhGxLVESKpHIJsa1YjyItpk5UC4N6IVxabdEr/G/bMkXdouLi+my/uFyjKRZ1hwg5SSuUkvZ4Y7IeOG3wUS6jxdJFp88at/huHjh2MazXEOcX0M2977CuQtF3w7eId+5aZXIAYlIvmfBY4N8S9zn1FY3Mdo2H/XiRrlckU8sZtO73Kg1xiFlctJCYWmSMcnN8VLrR5IQaTUk8tW58cRiKqJgtv5fD7rFUhFIW13myhbkASiN/Np++3UxabRk/LjpGekb87171xhCjsgvhdIqPMUjV04IJDYCyRMew+BmJRN+Be/ichJFZ6bB6JQjQsVuNGXcyBl7lYYpY2YkfOSCpGyWr7SSFt3kugFww1F7v1oLoGI73vXLweiLxoJkKIxBNwzjNefnAy/+exNo4dAYgYEMn8CmccQFof/PRS8M9HVfN4dEFok0prcNdDWewWybg6qcgskuW+8k8J7twSyaeTqS6R4ciCqIoJUfgK5ItJEbfar1d3hBKL3fkYpilVRehjCSXEDIayYAYHMXwjr9Zu3b4dLqvSWm1aBZLI9mG3ribzypSfokzay6LzGSI9AKqLBr1Ftfd31KnW5mckvijCTJRAjXZLM8lBuWSB6nqgiMiw+o7C2M+Zuc9xDKSki19LsVcTikALhaJ0HLTl1+CcJQ5ynaOzCAYHEXiBh2nsM4/XSE9Theeg23qVM9M16uSBCTGqpVHcJpC4SG71LmUjY80AyPIdw3cy62wLRSxwby2WNkVs+w3jVdYndgQJJrvfifFrVmmGYJcV8NIVrYo19GC8au3BAIPEXSDggEAu93GBbKM1FeUpOPmOR7RHIrmth/k2XQHR1V/cVSCmb8QqkTJRPG9PdHYGoeTFIN7lbJcrs+gkkLYtCxJt2TS9sE9XNh67pRerycuWZAyByIs1h0ilxBQKJGRDIZIBAIkc1B8uyQ/otJOURiDvs4w5hGfgIpMmpDrdAOFZlHjdHIHmirDEet0YNfTiBWCza8w97PsIzy5SkRUgLAvHsEI1dCCCQyQCBRE6TKF+urG8Wihpp6lAhrIqTMamZAimVSqUMUTaTyWarSuFZgeRU1Qwh6elM1sjQOwLRG8YUj2Qyd6X7hrDSYiCVwJNEh0DGdZ6isQsHBDIZIJCoUYmXpxKcOMu5D8iBOOyaAnG6MUz5WYH44Uqiy0/4C8TSxBgFsl555r4jcQcCiRkQyGSAQKImZ2QcGGNZQ5OqOYx2AJZAVorFYnF5mad7l+sV1V8gzmyMnnkYnqVMxi+QbSeD7l19LU1Udp6dyvUUIZCYAYFMBggkcjhnvbhfqJ80yFgy16BKtaLDQIF48BWIRDOkQJrmrUeqQwtEovFcTsX/biFxJ5YCUTcrOxfi0Uom41mG9qJc3tnIZP7ofdUfmYzad5elTMm7qVAupMqZTC41CwJ59/XrV/mf//zzTvct+PPr13/67OOfr19/erddfP369V1qBlmEQKJGdVr2qjRUqTrczIiIBDJ6Eh0CGek8fb6xa5+en5+2n7+0K3yHFVJWt1KpFK+haWzN1cubLJUtosWctLhgpVw2H60S7Xh2tVP+o2KYKEsZ8XfLWjdhI5WhJjcj/aUzTQL5uba2Zj5M/vy2Jvjxy0cV39bWZNPIfF1b+8by+WnzTyq5trbWTzhTzSIEEj2VYrOm1DKlshxYupL6H8/1QBTF72NnlJ77vOz2zN6QKdTXkzXFZwmrssLrOrrr6yw/v7zsWvowrSi7g1cz8cbP9GefnQomKZCL072EYO/UaNX73ixOLKfW3JIEUhYrH2/0CqRE1E8gOTFWL7spC2TD0r3qFoh7benVqRHIr7W1X26BvPux5vCLD/Q/Xx08AvkpP2UKhHdl8g0CIQgEgDgIRDX1IRTS93f/lkK19VRqY5toxRFIhUjjhZ9HEchWhqjK6+bsyAIRQwCVGRYIdz9+cffh6681QxaSEdY8AuEiJj8gEB8gEABiIZB2y/FHItHqF8fidc7474XCN1GyBNIkRU1tE22OIJBFou2tVJ2oKQnELuoRyNamzf5UC0RfW1uzMhm/eowwjED0nz9/8naEsJIQCADxEMiG1P8QfZA+92jdJKqLB1Xub5gCMYyRIyr2CKRBdOEvkBopnEYpic2DBCKxM00C+eYVyAV3QIz8+T8/jCcvdF3/Z21t7Z2u6x6BJHVd/7q29kPnp0yBMCyQd6nU11/8AAJ5PU4gEDA7TEwgB25/JBId/wt7Q6OsmkpdrBKlbYFUiCqiG9HsEUieaCOVWllZWcm7BaKybozXrgwWSK5k05gmgfwwG30nhPVVdCe+ffsmciFW48/Pv/NPorNArAemQLjfwcWMdAoE8nqcQCBgdpiUQFSvPxKJPuNn02LN/xpRdsMWSNlwQ56U1WWPQKoc10qZuQtZIIY4zH6LMwpLDO3I9AhEndIcyA+z9ZdGYUkRqx92288b//EXCHcyLtwCERJa+wcCSUIgAMRAIOe9Ajntc2mXjYHgJTaHKZAVo50X9xx2C4TvjHyVSvHUnqxbIHUzFnZBVGKBaNlsdss9Ciu7U5QEkl+xEQO3pkEgf3EDnzQF8e3bL7tX8uvbrx+yKr5aqZFvonsiO4Gz7n+5BCJ2trb246fRF4FAXo8TCATMDpMSyHGvQI77Xdtbm/vlgtE/MQXyh+GGBmn5vFsgfE97ZcMvB1IgEjNENoi2WSCMEEhWdEJyKTHdRBJIhN2OwAIRXYWfdrfDCEX9MDa5+hpsCWEHY46INGGQs+5GQWseCHdJfunc+/j2DgIhCASAqAXiSaEzZ89d3xcbOXVnJ2cKZJ9oXYzFynhyIDvEt6As+glk3ayIkRPPUnVlZeWCBWKUTvUIZHvH4Zl5KnESyIWIMTkjrX6kvv34wdt+OH+EGziHbpiAexY/uG9hYeRMLmyBJIU5kiIF/yMJgRAEAkAMBbLnd103+dbA9v2Sy6ZAdoj+EFNESm6BbGRJ4wUR9n0EsqUZaY9FooJrIqEjkMzGsn8OhPPy0yAQzn8bkSorByLPIjTnEqZMbaytfbvozYFwT8MMdjnzQH5xVEz/tfYTISyCQACIXCBnQ/ZAGq52fMUUyIVCzQvOapRdAtnK81AtVTGCVd5hvCWRBFGrYjSvr0D6JtGnRCBsja9GdsMSyK8eTDWsvTMmpnsEcsFzRfjFP50ciL1Yls7P//qFtbBejxMIBMwOkxJIzyjeROLA77reLO8XCvtEjR1VzW1sWRMJV4lKKwpnOySB7GSIGhep1KZGlN/oEciORtrqSlYMB5YF0tjc3KzUV7Z85oEUo1THqAK5YC38uBAhp6/SKKxU6uKfnz+//vzHbvi5oFipZO3bO888EDFj0Ji9rkvzQFL6118cDfvWd+XFaWcRAgFgagRy1CuQo74Xt5H3ZiyBbBgJi7q8lAkvVZLnqYKpTYVHYvWshVU3QmGlC7+1sGhn2gUi0h7/GPkN0Ykwt4skuJES+cof/UIk0C+M8bq/XALhPAfHuETG/KskkK/Scib+q/pOO4sQCABTI5AN10ImTEu0/UMKJLWxmsk2eHSt1APZaG6b+1BXL/xW493ZzmQbxrx2l0A0pZppyALZMNkmUs2HF/EPYf0yR1P9XPuhOwIx8uX2YlZGuR/cG7n4tfZDdwmEey/fON/x7tvatwtHILy3H79+fWXdOL2SmWIRAgFgZFdNCQAAE3xJREFUemainw47DcRfIDauHIjrGZ/l3B3cM9EFkkBq7gyI2dmJu0B0Kzvx7h/3Yoo/fuoXqeRf1tyP5DdzbZPUz388OZB/jE4Kx8P+kiYSWgukGDqaySjWIgQCwPQI5MIzE+T4IrxAUvMtEBmXQL46g3xFF4X7GBaeJLr8lEsgZiFOvUMgr8cJBAJmh8mtxrvhGoh13D+AFYFA1F6eq1+sBSJy5eIGH5zYeDf6DaXkffB0djFHZOZYhEAAmKb7gVx0HH90nm2UJi6QGBFaIGJglUXPLWqHEwgP7u1dT2umWIRAAJiuW9rmOmI+4V5nwH3IL8plczWqK0XxlL0oFHZyisJDcz2kFaW/DDIK3xXERaWw+fxrpvSWtql/fvFKvDwG12cA1VACsfax9uPXTznINUMsQiAATNs90VMb7XbUA2XjTUCBvAgz6g4BBALA9AkETJFAZplFCASA0EAgMQMCmQwQCADhgUBiBgQyGSAQAMIDgcQMCGQyQCAAhAcCiRkQyGSAQAAIDwQSMyCQORTImz//fDPMS33KQSAgSnwvkDDnKRq7cEAg8RdIiPbeVyBvFhYWFobYo185CAREid8FEuo8TRMtT6gNmEmuiFZwTKM5ziGuj2Hbe1+BvOWCbwfv0K8cBAKixO8CCXWe1okaE7j+Z5YGUR3HNJrjHOL6GLa9h0DATDF2gahEGuaaB2ZDI1JxTKM5ziGuj2Hbe4SwwEwx9hBWMkN8e0AQjCuiDI5pVMc5+PUxbHvfJ4n+9u1wSZXechBIMllZXu79MbBe2UyeLJeff2WhVNrlv7nl5YLnKZ9NyWRyd303WV9e9d3Z8qB3m0X8k4RhztMCEe1PoAmYSfaJyOe0xTGdzHEOfn0M295jGO940NfX2Rm59fWc+JI2nadOsll+qknZZIaaxrZKsVlVlFp+WejCIW2+cpeo6LGRtEkiQ/nkNml2NZYtNpNJjfLJuWPsw3iTyQYRXSHiEoCNKyJq4JhGd5wDXx8jAIGMAdVo3gtEZa9AVol23QLJ5Z0bxRV1q1wpn89niTL5fH5RssVqr1OSubxB2iuQnL3fNAQyrvM0l+HbjjeuVsBIXDU0IsrkcEyjO86Br48RgEBeViDbRBU9nc46AmkSZdKV9c3Cao1o2SpXdaxSkmxx5SMQ1Sy37SOQbFFQgUDGdp7m+PcyCESjT7uGYzqZ4xz0+hgBCGQMqETNcrlc9BFIhmhF9AwsgewSNc1+R06hqlVuv2xTkWzRELvsEUipXFZ8BVKy3xgCGdt5WuAfzGBkMs/E5XFMJ3Ocg10fIwCBjAGrT9ArkF3+fvVSqeoSiPmkXnUEkkzmFvPZTKOsiyIZI/ehV01x8H6IKta7nXCXhQXSzJUgkJcWSDKp1lfs/BIYipX6gHGlOKaTOc5Bro8RgEDGgEpUy+fzmV6BNEgTB0TKgTSJmieb6+uVdJboyi65awax8rppC94JD6/Q1GcEwsgCyZidGAgE5ykAHiCQKcuBXBEt5omWdUkgatPpfJbsJHoyT9qJultkOewKH+0mk2qVahrxMK5dokalkhsoEGu/EAjOUwA8QCBTJZAc58t1tUpUcA3jLZSyGpGWKUq5kqRiPKtRyU54bNaICotE1bLuyYHYAsmsNySBZC2KEAjOUwA8QCDxTaKn0+ltbw+kJHoPanPbPQ+E0Z2+h0GGlM2kXiZaNQWil3icrxjHRWWPQPLLyz5JdBcQCM5TAFxAINOVRNcXjaCTniwvryQXi+lksujFOloF7pQQUU21eiDbHPtKJpPlWn6oYbzqOrNZKdRPFq8gEJynALiBQOKJNbUvny94h/GWSxKryWTvGDyr5HpDIapeGQkPtkVue914Rs+5JxKa4y/qHoHIY+s1CATnKQBuIJApwC2QoiyL5jM9ECZnxLV2s1l7q1o/Wb5Klz2Lnpi4BcIrGjDZZuPqBALBeQqAGwgkthRLRV+BVNI2Zpo8l+s3bXR3tZlVtFpmu2Lro2R3VOSEe3Izmy33CETP5XSOexm7h0BwngLgAgKJLbxWiUE5kzFDT/4CcUp6WOEUiD0ZhNGzRNVGsVjKEGmyQSpiuatkpb6ZLCrSZESROIFAcJ4C4AMEElv6aeHKE8LqX3KdqHayrqq7hYY1wbBMtG2opCJPMrcF4gMEAoEA4A8EMo0CKdrLDpSfK1k2l70SEwKNAb8rzia3DyAQfyAQAPoDgcSWLCnO+jTSrZyuiE7qNrvekidOyXWibHlXzUk9kF2NlOXC5nrlhNdklN6tIqaCWMjBLQgEAgHAHwgktmTlUFWjTwhLdBtcJeUbUZ44OZCGOc1w39m0Lb9bpWevFhAIBAKAPxBIbFmWh+ZK/YrFrEzZW9J1rNTFRqaqZJt8Ow9rU7qRqSnZ5pWUl+euiWsksFM8mayUeT1fCATnKQBeIBAAngECAaA/EAgAzwCBANAfCASAZ4BAAOgPBALAM0AgYulOAHyBQAB4BggkmUyeP3ePU7XTubT/kWtfXrb9FtZRO50j35fnfJ7odE4H1Ei9vDTqdNnptOUn2ufn7X67HZXA++AVgHw575wnZ4tFCASA/kAgyWTyzK/ZEwulcROeSHSMLWpnLyHY6/QYp22X8n1CP7VpJ5OJxPGz9TkX77N3rieTp4mEq5G3/t1OJA68L7v02fYcfeuczB278Gim7a2/LZS9xF5ytliEQADoDwSSTKqJM5+t52ZTbQvkspVIJFp7e9y6t7hTcuo0sW25MZaa3wOzlc4lbDoDBdJJJM46nWOhA1kgR6enpweJxMHp6emRn0COBomJXZlo2S29WefThAverere5PHrUcLtCd1+XwhkCCAQMDtAIEIVuSEEspdInItyuXOjBe04TeylLJC2s33PEsjZ2dleItE6Ozs7HSiQPUNox9zWywIx+z/MsZ9AjhOJlj4WgRgdJhbmudlpcu/D3S2CQEYCAgGzAwQiGsTTwQLRE05H5Vgo56gj+gnHnU5HdfVAOp1OJ5FodTqdcylO5HQQBgjkONE6v7w8b/H7yQI5cHo2HR+BHFnN/4gCybXbx6zAdnsvsdduq4P2J7zZkqQCgYwEBAJmBwhEhJd8YljnplbkHoiR0G6bPRBPTsKVT7B14zxxLjoI+tnZ2QCBqPwTnyul9uRA9MvT00vuZfQK5KiVaJ0lEh19VIHYQkyeye3/aSKxx2E0T+eMZXN2mUi0OENj1tc+fhDIEEAgYHaAQIwQTm8Mq2PG/m2BtDmkk2gZ/7/0aMYrkJzlGPsJnSNQ52Y2ZECuon3a6XDgSNfdAjk33vyoVyCXxxxIy+0lEnun/W6/xpwlWpeXl5et5wWitzmP3xL7a3Uu7R22z9ltZzm2VaJ1cGo4hHWSTB6dn5+L3c4UixAIAP2ZY4HoUg7DhJtmizOziXZGYeVadjm7ST0wn+UGXVWdX/9t0ajKAuEOSKLV5vSCJBA9Z2NuUY0g1dnZXotTELJAjrjVPmglEpcegRxzzfYuOX8vui6epIWE2blJPC8QUWqvbe3P1us5f/ZzqyOS2NPtWJfO+zB2O1MsQiAA9GeOBWKOq5LgmJGFbrWGl+Ip0c3YS7RyqpqTAzVnZvjGSJyfuro1opditdLnZuSHi0gCEYkGA/PNnQFbe2fHRy6BnAlzqfzydiKxd3Bg1ZczLkaCP3l09mwrzs+KgWTPCuQo0bLG7rYP9hxV6XvHZq+DeyPH5sc9EJ+1I2JzEMhAIBAwO8y1QKwf2H6jVUVg69IRyNHREWcZpD+2N9o+AuHf8KLdNVrpyzORd+Zf8GcDBJJst9vtjvDG+fn5sSGQI5F9MRv4liEQ8c6XYpZjzphdaKCeOhMfh0qiH7F0+APu8QcTe3LNc7E7R/7orGHjAyEHMgQQCJgd5lsgRlDG/L3vanb1vcSeGAYlpuddXqrSGFozjMXFDjgnwo0nh5Tazhx17iAkWtwMG600x694/0ctlowkkPaBjdxMGx0P442O7JkXHVGVY1Ydv8HxscoTNp6bRj+MQCSHMZ1k8njPi/EeLt0KLs2+lWFRCCSgQN78+eebYV7qU25WL0wwxRfIPJ2nRgcjkdhz/8zuJBKnHaPzYDSzZ9421ZQLD9g99SbR9bNEq51InOn2TPQz0w869ycGT/g7Oju7TCZVVT0VD1hzutit4Fi3ciDcEblMHre86CMI5LLFAwP4VWKMwLmUKPH0jnwF0m4l9lQzHzInAnkTvL33FcibhYWFhSH26FduZi9MMLUXyFydp9bvb3ebywN1dR6D1NGdJLpAl8q1W4mWyqn1U49ARGqdJ5TnXE/kjk7Pz0+PcgPr5FpIhHPjZ0bqOnnKORd2kJVEP2gd+DX4owjEOAjn0siuS47QHR1xv8d8ZOxP5ehau83KMB/pyfYe95H4s6rzIpA3Idp7X4G85YJvB+/Qr9zMXphgai+QuTpP7V/VR57UyKXROzl2BKKfHhuLVJmZZJ6qfd5TisdRiR/k3F9o8Zoj5hNi4JLRg3AyFj45EDmu5qmYPS9Ed43CavPI3MvLcxHhEvT9uCwgK9vdVyAWRgxPRhf5EMkTfAyOjTHKrfacCORtiPZ+7AL5jSu4GvVhAvPKMp9/v83veSoywAf8E16OKpmp6+RRq9W21SCnQTjgxV0P0eAe8QxDSSAHxhDYZI4DWfYTaovVc3BwYLS1zwkkZ/6+t7Ppxg46nQ7XlAf4tvospuiMA9CNbPiRcMml2YXoN4y3RyDGsKxegRyIZIcsECNQx5/1eBZ7IMtDXh/DtvdjD2GdcAWLUR8mMK8U+fw7md/zlKdWHIkpIXIMK8eJB0a9dOaB8DqGbc5EtPmReK3VtzjQXZGqPWs88KkU2zJyJeZ7HjybRD9yMi0tRyDSgoyJwQI5E30oYzak9Ian5yZ23sZcovH49JSz4bz0lW4J5Pi44yuQzoGz/cCc+q7zMOLZE0hxyOtj2Pa+TxL97dvhkiq95d5zBRtRHyYwrzT4/Hs/v+fpsTn546jlDhU52AI5s1ML1jol0vgnVw5EHhdlP3Egz/Q4Hmg1B3ktrIODg8756aWaHCQQnsZipMOPxVsbsxrdGFXzzZibE0N6MATSl9kTSGPI62PY9n7sw3j/5gpmoz5MYF7J8vn399yep7qZnOYFqA4GCIQTxUdtVW3ztInOaPcDMdeWOuWXcyL8+fsuHSUSp84Mdd+E+MAeyIEYRXwqJtdftnzf0KjawZkX7nvw8DIbxyXc93K2q7MvkOyQ18cIjFcgf3EFaaSh3ACMC1Wcfn/N7XnaltLN5wMEokujWI/1kQUir/4+YM1c98yMs0ACSRrrqhiTAHV1tBtKeQbsOq/mSecOlzMvEHXY6yMygbzOcA3LUR8oMJ+U+ezL4Dx9Bml81eUB56/3zqR73I4gkGS7Y778uSiQJweyt7d3HEwgg3lGIKdOasadnXFtn/0eSHno6yMygfzOVWxGfaDAfNLks+93nKcAhLs+IhOICC7Tum/1AXhR1mnoEC/OUzB3rA9/fUQmECM2MIPjW0D8yY/QQ8d5CuaN/AtEsMYuEDHCngpRHyswf9TFqVfGeQpA2OsjMoG8q3EtqzM3wAXEHbUqxua+w3kKQNjrIzKBGHO0qPn8vYwBGDO6CEr1zJLCeQpAcvTrIzKBvBazHSmPKxNMEF0EeKmB8xSAcVwfkQnkPyI4QE1EB8DEUI3fV7X/4DwFYBzXR2QCef1fTVS2igwlmBB1Ed8lbaQhijhPwZxQD3J9RCaQ1++NK5MaGGcPJsC60T0nbcQAL85TMA+sB7w+IhOIfWVSs4wAAXhR1LKYXxvo+sB5CmYdNcT1EZlAXv/XiC+LcWON4nIagBdgudgQ64sa8d0A/XOcp2CGWQ57fUQmkNf/Mca4ADAhGoHygzhPwXzQGH/+/CUF8vr1e8d9ALww2cDdc5ynYPbJvkj46kUF8vrdiTF0DIAXJlMOMb8W5ymYcTJhro/IBMJrnv6OaxO8MJnfQwd3cZ6CmSUT/vqITCB877e/35/89jsAL8BvJ+//HtP91XCegpnjt/FdH5EJBAAAwIwCgQAAAAgEBAIAACAQEAgAAIBAQCAAAAACAYEAAAAIBAQCAAAgEBAIAACAQEAgAAAAAgGBAAAACAQEAgAAIBAQCAAAgEBAIAAAAAIBgQAAABiXQN78+eebYV6KciiHciiHcvNcrlcgbxYWFhaG2CPKoRzKoRzKzXW5XoG85YJvB+8Q5VAO5VAO5ea6HASCciiHciiHcmMSSMy6SCiHciiHcigXz3J+SfS3b4dLqqAcyqEcyqHcHJfDMF4AAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAAQCAgEAABAICAQAAEAgIBAAAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAAQCAgEAABAICAQAAEAgIBAAAACBgEAAAAAEAgIBAAAQCAgEAABAICAQAAAAgYBAAAAABAICAQAAEAgIBAAAQCAgEAAAAIGAQAAAAIxLIG/+/PPNMC9FOZRDOZRDuXku1yuQNwsLCwtD7BHlUA7lUA7l5rpcr0DecsG3g3eIciiHciiHcq/nudz/B39xcBig4rzLAAAAAElFTkSuQmCC&quot; alt=&quot;정렬 우선순위 3단계 + 정렬 옵션&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0; padding: 0 4px;&quot;&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 10px 0; border-bottom: 2px solid #1A1A2E; margin-bottom: 4px;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;항목&lt;/div&gt;
&lt;div style=&quot;font-weight: bold; color: #3366ff; font-size: 14px;&quot;&gt;내용&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;정렬 기준 (Sort by)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;데이터를 정렬할 &lt;i&gt;첫 번째 열&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;다음 기준 (Then by)&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;첫 번째 기준이 &lt;i&gt;같을 때&lt;/i&gt; 적용할 &lt;i&gt;두 번째 열&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;추가 기준&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;최대 &lt;i&gt;64개&lt;/i&gt; 까지 추가 가능 (실무 3개 충분)&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;정렬 옵션&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;대소문자 구분&lt;/i&gt;, &lt;i&gt;방향 (위&amp;rarr;아래/왼쪽&amp;rarr;오른쪽)&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 12px; padding: 14px 0; border-bottom: 1px solid #eee;&quot;&gt;
&lt;div style=&quot;min-width: 100px; font-weight: bold; color: #1a1a2e; font-size: 15px; flex-shrink: 0;&quot;&gt;&lt;b&gt;사용자 지정 목록&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;월&amp;middot;화&amp;middot;수...&quot; 처럼 &lt;i&gt;사용자 정의&lt;/i&gt; 순서&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정렬 종류 4가지&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;오름차순 (가&amp;rarr;하 &amp;middot; 1&amp;rarr;100 &amp;middot; 1/1&amp;rarr;12/31 &amp;middot; 작은 글꼴색 위)&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;내림차순&lt;/b&gt; (반대)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;사용자 지정&lt;/b&gt; (월&amp;middot;화&amp;middot;수&amp;middot;목&amp;middot;금&amp;middot;토&amp;middot;일 같은 비표준 순서)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;셀 색&amp;middot;글꼴 색&amp;middot;아이콘&lt;/b&gt; 기준 정렬&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;우선순위 예시&lt;/b&gt; (학생 성적표):&lt;/p&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;학과&lt;/i&gt; (오름차순) &amp;mdash; 컴공&amp;middot;전자&amp;middot;기계 순&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;학년&lt;/i&gt; (오름차순) &amp;mdash; 1&amp;middot;2&amp;middot;3&amp;middot;4&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;점수&lt;/i&gt; (내림차순) &amp;mdash; 높은 순&lt;/li&gt;
&lt;/ol&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 같은 학과 안에서 학년 &amp;rarr; 같은 학과&amp;middot;학년 안에서 점수 순으로 &lt;i&gt;3단계&lt;/i&gt; 정렬.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정렬 옵션 대화상자&lt;/b&gt; (시험 단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;대소문자 구분&lt;/b&gt;: 기본은 &lt;i&gt;구분 안 함&lt;/i&gt;. 체크하면 &lt;i&gt;소문자 우선 &amp;rarr; 대문자&lt;/i&gt; 또는 그 반대.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;방향&lt;/b&gt;: &lt;i&gt;위에서 아래로 (기본)&lt;/i&gt; / &lt;i&gt;왼쪽에서 오른쪽으로&lt;/i&gt; (행 기준 정렬).&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;필드 정렬 데이터 형식&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;숫자&lt;/b&gt; &amp;rarr; 작은 &amp;rarr; 큰 (오름차순)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;텍스트&lt;/b&gt; &amp;rarr; ㄱ~ㅎ &amp;rarr; A~Z &amp;rarr; 0~9 (한글 &amp;rarr; 영문 &amp;rarr; 숫자 순)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;날짜&lt;/b&gt; &amp;rarr; 오래된 &amp;rarr; 최신&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;논리값&lt;/b&gt; &amp;rarr; FALSE &amp;rarr; TRUE&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;오류값&lt;/b&gt; &amp;rarr; 정렬 안 됨 (맨 뒤로 배치)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;빈 셀&lt;/b&gt; &amp;rarr; &lt;i&gt;항상 맨 뒤&lt;/i&gt; (오름&amp;middot;내림 무관)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;&lt;i&gt;빈 셀&lt;/i&gt;은 오름차순에선 &lt;i&gt;맨 앞&lt;/i&gt;, 내림차순에선 &lt;i&gt;맨 뒤&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;빈 셀은 항상 맨 뒤&lt;/i&gt;. 오름&amp;middot;내림 무관.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;정렬 기준은 최대 &lt;i&gt;3개&lt;/i&gt;까지&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;b&gt;64개&lt;/b&gt;. 단 실무에선 3개면 충분.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;&lt;i&gt;머리글&lt;/i&gt;은 정렬에 포함&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;머리글 행은 자동 제외&lt;/i&gt;. [데이터 머리글 포함] 체크박스로 명시 가능.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;자동 필터 (AutoFilter) -- 데이터 + 화살표 한 번 클릭&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;자동 필터&lt;/b&gt;는 &lt;i&gt;조건에 맞는 행만 표시&lt;/i&gt;하는 기능. &lt;b&gt;[데이터] 탭 &amp;rarr; [필터]&lt;/b&gt; 또는 단축키 &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;Ctrl+Shift+L&lt;/code&gt;&lt;/b&gt;. 적용하면 &lt;i&gt;각 열 머리글에 화살표&lt;/i&gt; 가 생기고, 클릭해서 조건을 고름. &lt;i&gt;고급 필터&lt;/i&gt;와 달리 &lt;i&gt;결과를 같은 자리에&lt;/i&gt; 표시하며, &lt;i&gt;조건 영역 작성 불필요&lt;/i&gt;.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;자동 필터 화살표 + 텍스트/숫자/날짜 필터&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;텍스트 필터&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;&lt;i&gt;같음/포함/시작/끝남&lt;/i&gt;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;컴*&quot; = 컴 으로 시작&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;숫자 필터&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;&amp;gt;=80&quot;, &quot;상위 10&quot;, &quot;평균 초과&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;상위 N개 자동 추출&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;날짜 필터&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&quot;오늘/이번 주/지난 달/특정 기간&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;빠른 옵션 다수&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;색 기준 필터&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;셀 색&amp;middot;글꼴 색&lt;/i&gt; 기준&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건부 서식 후 활용&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;사용자 지정&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;AND / OR 조합, &lt;i&gt;2 조건 까지&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;와일드카드 사용&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;자동 필터의 핵심 동작 규칙&lt;/b&gt; (시험 단골 ★):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;같은 필드 안에서&lt;/b&gt;: &lt;i&gt;값 여러 개 체크&lt;/i&gt; &amp;rarr; &lt;i&gt;OR&lt;/i&gt; (예: 컴공 + 전자 체크 &amp;rarr; 둘 중 하나)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;다른 필드끼리&lt;/b&gt;: &lt;i&gt;모든 조건 동시 적용&lt;/i&gt; &amp;rarr; &lt;i&gt;AND&lt;/i&gt; (학과=컴공 &lt;i&gt;AND&lt;/i&gt; 점수&amp;gt;=80)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;필터 후 정렬&amp;middot;합계&lt;/b&gt; = &lt;i&gt;보이는 행만&lt;/i&gt; 대상 (SUBTOTAL 함수)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;텍스트 필터 와일드카드&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt;&lt;/b&gt; = &lt;i&gt;0개 이상 모든 문자&lt;/i&gt; (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;김*&lt;/code&gt; &amp;rarr; 김씨 모두)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt;&lt;/b&gt; = &lt;i&gt;임의의 1글자&lt;/i&gt; (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;김?수&lt;/code&gt; &amp;rarr; 김철수&amp;middot;김영수)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;~*&lt;/code&gt;&lt;/b&gt; / &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;~?&lt;/code&gt;&lt;/b&gt; = &lt;i&gt;별표&amp;middot;물음표 자체&lt;/i&gt; 검색&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;숫자 필터 - 상위 10 자동 필터&lt;/b&gt; (빈출):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;상위/하위 &lt;i&gt;N&lt;/i&gt; 개 또는 &lt;i&gt;N&lt;/i&gt; % 자동 추출&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;기본값은 &lt;i&gt;상위 10&lt;/i&gt;, 변경 가능&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;i&gt;상위 10 = 상위 10등&lt;/i&gt; 의미가 아니라 &lt;i&gt;상위 10 항목&lt;/i&gt; 의미&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;자동 필터 해제&lt;/b&gt; = 다시 &lt;i&gt;Ctrl+Shift+L&lt;/i&gt; 또는 화살표 &amp;rarr; &lt;i&gt;필터 지우기&lt;/i&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;&lt;i&gt;자동 필터&lt;/i&gt;도 결과를 &lt;i&gt;다른 위치&lt;/i&gt;에 출력 가능&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;자동 필터는 항상 원본 자리&lt;/i&gt;에서 행 &lt;i&gt;숨김&lt;/i&gt;. 결과 &lt;i&gt;복사하려면 고급 필터&lt;/i&gt; 사용.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;&lt;i&gt;같은 필드&lt;/i&gt;에 &lt;i&gt;값 2개&lt;/i&gt; 체크하면 &lt;i&gt;AND&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 같은 필드 안에서는 &lt;i&gt;OR&lt;/i&gt;. 다른 필드끼리만 AND.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;와일드카드 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt; = &lt;i&gt;모든 문자&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;임의의 1글자&lt;/i&gt;. &lt;i&gt;0개 이상&lt;/i&gt;은 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 4: &quot;필터로 &lt;i&gt;숨겨진 행&lt;/i&gt;도 SUM&amp;middot;COUNT 에 포함&quot; &amp;rarr; &lt;b&gt;반은 맞음&lt;/b&gt;. SUM 은 &lt;i&gt;포함&lt;/i&gt;, &lt;b&gt;SUBTOTAL&lt;/b&gt; 은 &lt;i&gt;보이는 행만&lt;/i&gt;. 시험 자주 출제.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;정렬 vs 자동 필터 vs 고급 필터 -- 차이 한 번에 정리&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;세 기능은 모두 데이터 관리이지만 &lt;i&gt;목적&amp;middot;동작&lt;/i&gt;이 다름.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;정렬 vs 자동 필터 vs 고급 필터 비교표&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;정렬&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;순서 &lt;i&gt;재배열&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;결과 위치&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;원본&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 영역&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;우선순위 64개&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;자동 필터&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 행만 &lt;i&gt;표시&lt;/i&gt; (숨김)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;결과 위치&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;원본 자리&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 영역&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;X (화살표)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;가장 빠름&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;고급 필터&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;조건 행만 &lt;i&gt;표시 또는 복사&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;결과 위치&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;원본 또는 별도 위치&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;조건 영역&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;셀 영역에 작성&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;비고&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;복잡한 OR 가능&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;선택 기준 요약&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;단순 조건 1~2개 &amp;rarr; &lt;i&gt;자동 필터&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;복잡한 &lt;i&gt;OR&lt;/i&gt;, 결과 &lt;i&gt;복사&lt;/i&gt; 필요 &amp;rarr; &lt;i&gt;고급 필터&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;순서 정리 &amp;rarr; &lt;i&gt;정렬&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정: &quot;자동 필터로도 &lt;i&gt;결과를 다른 시트에 복사&lt;/i&gt; 가능&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. 자동 필터는 &lt;i&gt;행 숨김만&lt;/i&gt;. 별도 위치로 보내려면 &lt;i&gt;복사 후 붙여넣기&lt;/i&gt; 또는 &lt;i&gt;고급 필터&lt;/i&gt; 사용.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 5&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;정렬 기준 최대 64개&lt;/b&gt; &amp;mdash; 3개 X. 실무는 3개로 충분하지만 시험 답은 &lt;i&gt;64&lt;/i&gt;.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;빈 셀은 항상 맨 뒤&lt;/b&gt; &amp;mdash; 오름&amp;middot;내림 무관. 함정 단골.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;자동 필터 = 같은 필드 OR, 다른 필드 AND&lt;/b&gt; &amp;mdash; 반대로 헷갈리지 말 것.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt; = 0개 이상 모든 문자&lt;/b&gt;, &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt; = 임의 1글자&lt;/b&gt; &amp;mdash; 자주 바꿔서 출제.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;자동 필터 결과는 원본 자리에 숨김&lt;/b&gt; &amp;mdash; 다른 위치 복사는 &lt;i&gt;고급 필터&lt;/i&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 5&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 정렬 우선순위 최대 개수 즉답? (정답 64)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 자동 필터 단축키 즉답? (정답 Ctrl+Shift+L)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 같은 필드 vs 다른 필드의 조건 결합 방식?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 와일드카드 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt; vs &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt; 차이 1줄?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] 자동 필터와 고급 필터의 &lt;i&gt;결과 위치&lt;/i&gt; 차이?&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;정렬&amp;middot;자동 필터 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. 정렬 우선순위&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ④&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;엑셀 정렬 대화상자의 &lt;i&gt;기준은 최대 64개&lt;/i&gt;까지 추가 가능. 실무에서는 3개만 써도 충분하지만, 시험 정답은 &lt;i&gt;64&lt;/i&gt;. 시험 단골 &amp;mdash; 실무 감각으로 3&amp;middot;8 골랐다가 틀리는 함정.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. 정렬 - 빈 셀 위치&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;엑셀의 &lt;i&gt;빈 셀은 정렬 방향(오름/내림)과 무관하게 항상 맨 뒤&lt;/i&gt;에 위치함. 시험에서는 &quot;오름은 앞, 내림은 뒤&quot; 또는 &quot;오름은 뒤, 내림은 앞&quot;으로 헷갈리게 출제. 정답은 &lt;i&gt;항상 맨 뒤&lt;/i&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. 자동 필터 단축키&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;자동 필터 토글 단축키는 &lt;i&gt;Ctrl + Shift + L&lt;/i&gt;. ① Ctrl+F 는 &lt;i&gt;찾기&lt;/i&gt;. ③ Ctrl+Shift+F 는 &lt;i&gt;셀 서식&lt;/i&gt;. ④ Alt+D+F 는 옛 버전의 메뉴 접근 단축. 시험 단골.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. 자동 필터 조건 결합&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;자동 필터는 &lt;i&gt;같은 필드 안에서 다중 선택 = OR&lt;/i&gt;, &lt;i&gt;다른 필드끼리 = AND&lt;/i&gt;. 학과 안의 [컴공, 전자] 는 OR (둘 중 하나), 거기에 점수 조건이 AND 로 추가. 시험 매년 단골 함정.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. 와일드카드 문자&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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lF3f3NzcXB9U9p5ooTluAAA4sQXR/dEzoOIne/DdQWURIAAAZx4gbTKg4o49+OdBZREgAABnHiBtMkDffHk4qCwCBADgErqwGmaA5tF3dw+HlUWAAACceYC0yoAjuswAWTrLHT9NHP3mX45Ts6RyWfeDL1F7GCdQ987rv7/rxJ/d2wc4lwA5kUMCxAmfnuz9f+WhZdXUJo5lVW5AsgzD0TFcXS1HowENdhRxiLQJYtZt6rIha/Tb1B1dQWBZdVFnWeExz6xf8843tNZ+f/eJb4ToOL8IAOdvcXEB4jw+3zKvb/v+zu2IrvQ/SXzalL/nkdHqOEY14RSx6rdajyV2uNRW0WPD0waIE3jBsmWAsP37Fep9VhyzZH1ogJBSfy8LaTImo3xibIpGjSVe7G7GU0cTIOoZyQ9gGXiB0yBAkvLZ0f92IEAALjVAksfX28zbnopuS2ahhFvYMsWOKvew2hsgnl+oND03omjlNQ2QZGESRWNHU0UXwqEQIJbPq7hVqA0Qt1wVyvaURaarUKtCh8gvMGnKvhvGReV487Xnok9GGhp2zO5I3E8f4pi0bRsgoZ9V5bZ43xRNywHibdQzkn4Y4Yp/f+PVBIi18eVWB4l6bkwRILby9hM1QGIfdxqA72xxWQGy/Mjjg7VCdl8rJpviKnezGBBX5CctA8QS9S0Xy4pbPH2QXdIH+gBZboj8TZTe+X1/gPSJjFXsmhRZ+gDxxwVRHiD6+l5yiIqtA1e8Ia+YRFHp6Hx93b800pPhReKBRvpRWGQu2wZI9jHZBvmW7QQzks+fBUjljMgAWUdkuvHKkL9G5QBxxixctK86FgESKkm8VAPEVU4YwHezuKgASUR+fDy+P77xlsjr7nup25G8V9XCG40MfzTy0kvdpNIrtDNAnNgZebQeLQf8BRdEq8AJXFnNhYYQsapHFyAxr18dV6aWUkUbeWdMFiBroikruZxRZGsDROl8Mj8VIMuQGVPM/1s4uqk1Gm3M0SjQ7DUTyJ4qOyLDcpypmTdJZMXcMECWsT0KaTFKFuy9j8kVTzOVjcc0QLIzEqdnRJyBMKKYHUiyFf11pRNvsYZfTYCsim8/pjH/b6EFsl6zMqNR+OlRFYBztbioAHnjHVeitlw+si+ed18hOrao5ojGjr9xxvnND5e20yJA+mSuPbIsg8ai1pyx7yYrpY9MVOSaALFlneTIsCgGyDLKi2YBYmR1sMt/+qUBIsTZx5AenRPRynYNZ6YdFLDFLIa+/KFH2SFWzuzOAJlStLXpKjBYNb/kEcz54i2mAeJnh+fyzTfTABnTSn6/z3NCPfELIj90awJEOYmLfEtP+Y4Sk1x7HC0HuF8NfF+LSwqQJxYZ79mXIWuEPDZ6ZOAS62Gi0qBA4wBZXplkkEHRgtXA/bSXxlGG6ZcUJdoA6fPY4bXlphwgHuXX7ib5rjtWfi4i4SQBwkYXIsM0yd9RgW7SVzTr98TcGSDJmp1Xg6LYUUrG4vlkgBTOiCfPiDgDRjaWZfM3p574FfWTUV2A5A/VBsjIHlNkRAb5upEugG9hcUkB8iED4+nt4+09EYHy2nCU0zOI8vlOugIUqYOsauFln1gzhv/byGqbcbHGFlWbJkCyjnxZgxcDxKVsOGFk8sEE1i2f1aMhj7XmAWJ4CrWHzyEK7dxmT4CMRoFBZO6cABaG8iWMXQFC6plVJ38tr4jI5U9j8wjmZuJ45KmzicpnRDyJmTVZEn7YpRYI+2FNgCTZ1AOmXw0QNrhPFK2xKgS+r8UFBYjNuqyS0ehdTMGSXVp5i2SXkE9c2tEAUceSGaWaS6asdjd5A8TJp8dOi9f0fV55aQIkG+QeGbxyUloYRkiRPCyTPIetMXTyum3Na7/mAVKinlqn/ONCgKyyGjQ/upCNQNOmSQ9OqDyZyt55VKwJQhTxaVyJmZ7ZpSHesgyQZfGMqC2Q9MyI8NFM460JEJuoEA2ztJFYCBB7xg4WDRD4xhYXFCDvMi5eb5+fPm5vWZcHG1Fv8EhnRdQ3/DhrQ7RlGWQsqO+TOeVRk9ZmQXF8QPSJRGR53qpYjy3zlPF5kUIVbdKa9YgF6hjIJq3NlwY/O00DJOyXlFtRJYU85WMQ4mQRewfecjkjijdGP5LNg12Wm3x0qZ3AJ/OK4g1FrDOwLyeqJTM5SJ823jZi1Gk0WorRkDRABuTLcytGQ+oDRM4ProlQP+/AJJp6nuckcURj17yKaLP3N97f3QAAIABJREFU7QNcqMUFBQhrb9hs9PwxZGHC/qyfb2+fGzwyMfyQzcIK/Wy8oR2L+kuP1skVW5+wzq9d7cJaPU8MZshprYV6zMnLiyTIAsQz2YVvsqKovywGSEA0Y28v8MlwWgTI4WzKEkC2U+zEN4LRxhiFm/K83IrQKDXYmgspdmy6Gk3NvgyieO1dGRSJU5EGSEA0Zm8y3Ih5C2mAOCZtQjlgEe4MkFjtRlP7Kdl7Ts+hePvByDW80Soa2a4yUQLgO1lcUICwIRBZEzvPvDOLf6vJQ9mUIcNg68EPPI+2XAfCnmiaD1Gwq3X5z8QXA+oRxf2+X6zHRO98tQXCukhcPge1T2TaxXUg64jI8NkKPd5IqAbIbFqQd5EdrE9GugDQIRrHcezw9+qbDU6aF+0ZKdnFlutAxCZWy1gEsB+Who+s8hlZ59ll+gbJ9SHNu7AUV5SP4Yi3b4/YBD6XRT8aIPBtLS4sQMS/wle5AqSQKXspCwlLwrGO7DWR1mkNWwiQZX7lfSU7XTRjIEYaDImo6mWA9IkG8uADN1ZXotsxGxnwF07zlei2r5Wdnpn2PYqK2jEjO0qnljVYSKhwshWSGrb2VcdKmybIR7BHI2e96E+zvrV8JXr5jKTn3Vmw7xuxOILDAmRpkG2mLTAsJAS41C4s/kf+fnv7LOqL59vb14aPHlk7RkMro8+cqZSx0w0Y1/mUoHw83Uv/pQmQVTrZNxBPKavoZVwYg0gqmykuxRoWXYAEFjcgX/yDbxppm1pZgPA5XhXioGOKR2NZjSsB4jVoWVzt2j1KXeidUXqFnOoGjKlxcQ6xckbW2u/vCpCwnK3ZFOwFjUeDdBi9+G68uk0jAb6FxQUFyKMcRGf/fXx8tEcjp+Eg+l6Jo6Uv7OX1X5iuMguitAtEEyDrdKmHrKPrtiuc8W5+jZrNFC0qbO+1V3H+7lX2b171emx5t80G9Jttpqha7TqMVme2uRa78eYBoiZrvoIziKKQrfIULUxspghwiQGSzrmS2yk+ySgZ/W52vjZ5LStbK8qmgWoCZCk72L10RXqxik6Cq3g8Hg+mbBuN0RcGSM0KQjEXjH1jLcYRWgdINmfsKKaGyjtagJSIWde86cZ/BT05JwsBAnCJAcI6rFgT5E0IRzaLkmMNcYZXTceBE1HhMDGf/bmMidg+rpxuLywvorEX9CP5uEIVzbfplQy1TkwcOwy86WJ21ThA7KvaxRjMUt7GoxQggUmrdF+S/rJ9gFj5kIXWnqMqWZBZiI+o+M6zM7IoBYjj2KG3XsSzQwIkNGjD3/4VEVsOjwABuMgA4SsIn7IvnWe5nvAots0v58dpl9TSZJXQ0sh2H6/bzp1t6pevoMur6MSlaLwObccOpyuSV/KWKacCS+PGAbJnR+F0KxMlQBK20EOOIbBh/fYBsk+7O60UNhXJBtHLZ2QlA8Q21YEdY2eAOMWZa9Op2GYsWUTZUpIrdq4RIACXGSB80tXto7zWf3ptsZPJUQMkSO9FNBCVjVVcaae/oZSzHY8Xaam8il7z6bvp08qtBPnmvr7vu6u4v7XYfai+MkDYwEw2Bh2sDmiB2Nbu8tanA0R3RliAJPL7m9Wsf8W/v3MMpDySz4sOCotLQxctEICLDRDe5rh9fXt/epL3JczbI78xQEZsYbszcljPVdM7EhblVXRcmq1V09ejBEiQrYLzC/ePGrcIEPWG4svSKEPbALHNyr1Vjt0COdIgOpGlELvulgdZECAAlxkgI/tZvaHU8fKjVYA4bF8M1nuyWX4uQPrFF03yjZ12BciOKccNA2Q3TYC4Rrppes0mYs55BEijW+siQAAuNEBGS35LEEkuBjmOLW0KO9XadvmuFuph9MXeipor71YBYkdihw4mdKu3E9cFyI6JsR4Zu95DaTde27abBcgym6OsLe/nGxFq7TmqEgQIQGdcWoCMRqG4F+Ht7UezfXib2pav6XcfVhIG+nm3rQKE7YbFbtXan7Gbstau564ZA9m/o/B49268frMAyVa76CV7erwqTSZ1hX/zWViHBUgmVG8J7/u+9nwjQAAuN0BGo+Tp/fH96dg73HlxyWe28W4cIKPl1BUziYxx/Z0nmgZIZUeWrfq65R/3mwXIlPL17AcIy2d2/VvXgeTHUVmlr00KBAjAJQfIGbDT+yxpJZ6nVMjLdEV4ndD7jRvCJvzO4EWFm2V0Rd0ZsUv30DrkqdlsLgAYIUDgCOT9yQHgm1kgQOCTCrcDBIDvZIEAgU+y4x1zsADgci0QIAAAcAgECAAAXGaADGnXIjUAADiVPtGw12Vb3X5SAABwcjHRttdlFh14VyQAAPhSLpHV67I5fW6ZMwAAfInEJJr3Os3cvdESAACcREBk9LpthkEQAIAOiolmvW7ziKLfuNMTAAA04URE3u9IgYdfv64PLeujCQIA0DkzIv8rMqDs+ubm5ub6wLLsdhHNdisHAIDfhFfNh9brbfxkD747tOyKKMItGAAAOiSMiFaH1+st3LEH/zy07ITdjA8JAgDQGSGrl/87vF5vgTdfHg4u+2ISRejFAgDoCHa37ei/z9TrLVzf3T18oiw7VhrjphMAAB3gzIjItD5Xr/8+LwYRRXGANekAACeVBHFERMZL72xMxsSYbty/AgCAk+jHLusQIlpNeuck2PCjBgCAE/N/ywLCo/JmrCMLAABOyJidX3xwc2s7HAAAwEkMt1bH998FAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6OhmigAAcCJnu5miNxM3MgEAgJMxz3A7d8s/3fkCAICcb/XOyWSV3dIWAABO5BxvaRuwQ47iIDntzeQBAL67JIgjdl/Cl96Z8Njhxs6pzxsAAIxGTsw6hM5kJCSI2LGe+pQBAIDArurNs2iDTEwiw5aHDQAAJxcaRMY5jIOsiEzkBwBAh4QR0bjXeRYRof8KAKBTWNUc9LrOJ4pPfaYAAEA1Jtr0Os4jijD/CgCgY+yIqOszsWZogAAAdFBMNOt1m0kUnPo0AQBAWUBk9DptTmRi/TkAQOckJlG39+a1iNxTnyUAAKhyibq9q+IWQyAAAJ0UE217XTYk6p/6JAEAQFWfaNjrsnuihea4AQDgxBZE970uQ4AAAHQTAgQAALocIA+/fl0fVhYBAgBw7gHSJgPKrm9ubm6uDyqLAAEAOPMAaZMBFT/Zg+8OKtvRAFk6y1EHOE6iO6Tit3WWNT9PDnpXieMc5+x15KQCwLEDpE0GVNyxB/88qOwhAeKET0/2/uXroWXVVFiOZe25Acm4clSeVbfnvK15Nic89A4nS9vOj5oof5oFzdJ/Gnv2v3dpqv3+9KBFmwGZxeMLpv04jhfrsP4TiGmg+/YMM7YBLjNA2mSAvvnycFDZ1gHiPD7fMq9v4Z6SdkRX+p8kPm00z2xdXVlOXYBMiYovuCw0DYxqvWzpXiDnmSVpIKx9Iopcr32AOIEXLJsGiOOVOA0DxJ6x29cL5iJ9PecqxzY2Q4AAfMMurIcDA6R3fXf3cFjZlgGSPL7eZt72dK1sySyUcAu1vB1VqmBnLKrFsaMPkJFLq/Sfwdgk8q/S+jOs7ge5J0AsinyFeHyyIjJWrpGtzhcBsnSYPo35f5e6APE2/OBXoRIg8TgTKAGyphKrcohG9p4KARJEZMRWaDt2uB5HZMjTaxee6SoPENvNsZIIEIBLHURvkwFH1C5Alh95fLBWyO5GSLIp1limUfjRFflqD4xtkBlP1wNT3F5XEyB2lDZBtrKu9NN46lfiYm+AaH8ck8GSIVmbtC0EyEqp631NgCxY8MSuSdG6GCBG/qi1EiBhX2E0DJDEoHHev+b4NJanhihry9h5gISFo2bfRoAAnJfLWgeSiPz4eHx/fOMtkdfdIw12JO9VtfBGI8Mfjby0TyvZlOrMDW14UcfldbsmQLLqNyDyvaW9oLT+ZF1i3hECxMkiypJbFIuK9ypvSIzH4341QCyiK1Z+GVMUKgEin29TCpCS8smoC5CQqNjo89If2ETKY7MAMZ0UOzwECMB5uawAeeMdVyI0lo/si+fd83ocMSBts54pf+OM85sfLm2l/yvMfiJqcV2AjGzxyq7sGVvkIxSO+mwHBojHWheCKZ66OAZSUA4QP6uZx3yg5KsCxFaPZ03GvgBRvo0AATgvFxUgTywy3rMvQ9YIeWz0yMAlNlRNbl2f1zqvWles9tUGiBTJ0WxbN3TwmQApfFdW/VmFnUxdk8yNHHYpBcgyr9c9XqcfJ0C86hjIhvz8DHpmepIQIAAXaXFJAfIhA8N+/Hh7koHy2nCNgmeQGGDQm+Yj5GM2DrwjQJIwFK/p7AwQszCC7LquOspukal0S435kYUUyQaVLRtEaTLYPpHv+hEZ/GuDLKewOMMhSgd0bF5n7w2QUH11U/NG8u8VAoQfx2C7tqZXMzbUn+QtkxQ7LAQIwEVYXFCA2KzLKhmN3vlAyKPs0spbJLuELhvJrW2AsCv3tA7mI8q7WiCptTqxV2HtnuZU+bEYM/dpzI9i6crhlTRANrRh/3DG4jD54HheOSfZ2MnIatYC2XN4IpQWmmm8yVX+mCgLxeIsLHbgCBCAi7C4oAB5l3Hxevv8/nF764hI+WjwSGdF1Df8OJ2kW7U00zUjUz7CMaa+mDFbzzbyIYu2EjGyzBoa+RjzaBSaZEw978pIJ8jKAEkbJGwaFKu1DfJdN2syscCQw/lLMRrSIED8bHi78PoFXn6nyICiMAzlM4UUhZ61tjyPoqywE8dxvCGD/We6K0A2V1dXu9dAAkB3XFKAsPaGPRolT0/26JEHyOj59va5wSMTww/ZLKzQz9oZZWuiOByN7Jh45SsWhdSsQ+QsU8x4+gynUAlztljOQSs5piEDJB9dH/MkKA+ihxGNWcFwI8b3mwTInkNjJ0CGbSCOSb5UesjZP1KFAZbaAGFwA0qAc3FJAcKGQET9/8gaIem3mjyUbXxiGKNRUj/tdxoRRex/vO4dk+H7Pq919a6IjPBTzQ+lBZINaYTTfn+aHWXeAhGNoURER2UdiBURGb5BZPJj+nyAOFE0SDucAopY00KsZwzSQ07/sWwTICvLsj6bugDwu1xagIh/Pb7evr4lSqbspywk1HCuXKLNQlTe+8ZAAiK+uFr/w7FOrBsxKND1l02n4rsbctUxkHI/kD1g4yLGQhzT5wOkT7FNka2Mgcil+iVZK21KbuKEgTUNMQYCcBkWF9aF5fAL+IR1YbEmyPPt7WvTU1G7GaJuOuy+ABln23hoVDYK4bL8crT5IobPR9aVSryKbVDkrzaRbGFoN1Nc5pswth9EV2t61icWjmbkJsUAWbg61ijY+L5vGGYeKQgQgIuwuKAAYSsH30cj5/b24+mNT8NyGg6iN9QiQIxddWHeR6VodAzly3x5QMurTUSRL1sYTXfjrQ2QQG7BRST/oa4PcXw2UuGYIgfU3XirbIpM0zAMf7OaDa7WgYMAAbgMiwsKkHTOFV+PzheAPDZeSXjsAIlEjfwZjjdd9PuLabaHLhdYRQ1Xopc1XUjolBYApt/eiPaVJVZ6lALECdbT6dQKd0xRqwTIMvSmSwQIwJm5pABhHVasCZK8fzw/P7JZvGwp+qH33dBYEoV2GKyvrvYFSDLNB7q1gn2zVQM3X08xrh1XzgPESjearw2QxLHDwFsvZotCgKzY8Hccm20CJPRlTxnri/NDJUCWV3522G5h8Ugit3kpBUg0Hrvuxue9W6xPDAECcE4uKkD4CkK2BF1wWKC8HeU0bQ1+V458uKLJQsJdFtlGi3pXRH7fC+wwsGKDorwqtsOiPEDM4qJFNUC8/MA5d/9uvLsCxDHJTJcIrk3TLgaIY1DkXq29wFv3fZLLHhm1lVLejTcyNvGVjQABODMXFSB80tXto6y1nl5b7GSyh8U78Q3fd8cx78XfFyChl3wmQEJZo3NJn8ysPyjWj4GoAVK8aSEbYeeH7ruruL/lXUtpgGT7i8gHNGuBeHzGl3zuQAmHFfn5zwIzv2+VGiByb8mEb22ST/TNAsQpNqcAoKsuK0B4m+P29e396UnelzBvjxzXngDx8q3cDwqQqbKZYmLmN6SKydXMwioFyD6770i4FN1acRyPibJ/x/WzkvNwiJQ7Z10VbrG1Z6BdCRDHJAN3RwfovssKkJH9rN5Q6qvyY1+AsBs4fSZA1vnWW8p9QFiA6F/4iAHiaGcZ64frS+Gg7roY52+yVYCwpe1YTgjQfRcWIKOlmIIlPB9xAL1dgITZ1lk1FrQq9B/JTWpzy8LO8klQvEN7fYB4yvMtDw+QJNSqfcZCOPTJXGc3Qu9TPhQTkKm+3+WOAEk2coUJAHTapQXIaBSKexHe3n4024f3MPvGQJZ7OvEX+u12MyHbXX4V9/vxyiR5M0QuJj4ak5M1rTpOLjbsOjBA2ioESBITRZvZoB+PfZL3z5VlSnQb3WdjIAmGQADOweUFCNtN8f3x/elr66DPzsLy4pLyvNtkzZKDT/kaFwfk+2p8ZAEyK61b904SIOxu6puIH7bpbgsfgV1eV6/e/0S+B8zCAjgrlxggv4Mtbxr1pRw7DHf3RR0o9PSde7Z3yNDDMt3KPeXs60JreVgA0E0IEAAAOAgCBAAADoIAAQCAgyBAAADgIAgQAAC4zAAZEuZ2AgB0UZ9o2OuyLbF7FwEAQNfERNtel1ls+3EAAOgcl8jqddmcyMS+SAAAnZOYRPNep5mkbBEOAACdEBAZvW6bYRAEAKCDYqJZr9s8ogibswIAdIwTEXm9jvPRBAEA6JwZkd/rOqvm7hEAAHAyrGrufAOk11sRRbjDKQBAh4QR0arXfRN2dz4kCABAZ/C7pk5+TwY8/Pp1fXjZF5MoQi8WAEBHeCaR+d9n6vXmrm9ubm6uDy/LjpXGuF0dAEAHODN222rrc/V6Yz/Zg+8+UfbFIKIoDrAmHQDgpJIgjojI+O+z9XpTd+zBPz9TdjImxnTj/hUAAJxEP3ZZhxDRavL5er3Xovny8LmywYYfNQAAnJjvHadeb/jou7uHT5f1ZqwjCwAATsiYecer13+nubUdDgAA4CSGW6vj++8CAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdBDbTBEAAE7kbDdT9GbiRiYAAHAyptzO/ZxY/unOFwAA5Hyrd04mq+yWtgAAcCL5LW17ZyNghxzFQXLam8kDAHx3SRBH7L6EL70z4bHDjZ1TnzcAABiNnJh1CJ3JSEgQsWM99SkDAACBXdWbZ9EGmZhEhn3q8wUAAKnQIDLOYRxkRWQiPwAAOiSMiMa9zrOICP1XAACdwqrmoNd1PlF86jMFAACqMdGm13EeUYT5VwAAHWNHRF2fiTVDAwQAoINiolmv20yi4NSnCQAAygIio9dpcyIT688BADonMYm6vTevReSe+iwBAECVS9TtXRW3GAIBAOikmGjb67IhUf/UJwkAAKr6RMNel90TLTTHDQAAJ7Yguu91GQIEAKCbECAAAHAQBAgAABwEAQIAAAdBgEiJU7fh1tJZtnmilsX3cpzkuG+o9glrfrD7DTV7u6GV7ccfhp9aF5roX+/YZx0AvmuAOOHTk92ymrKJ8iooscO89o3bzSNe0HjvaxWefS/jwL3sbSL9KTA0W8Ns+/ZoZJLd/g2pZ8e2rgZxPLiySm9wnH2ICelfZWSHje75stWvK+1jtRDAxQbIw69f14eVbR0gzuPzLfP6Fu4rmoTTq2mQlAMkHJvsjvGL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alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;엑셀 와일드카드 규칙: &lt;i&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt; = 0개 이상의 모든 문자&lt;/i&gt; (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;김*&lt;/code&gt; &amp;rarr; 김씨 모두), &lt;i&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt; = 임의의 1글자&lt;/i&gt; (예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;김?수&lt;/code&gt; &amp;rarr; 김철수&amp;middot;김영수). 시험에서 &lt;i&gt;바꿔서 출제&lt;/i&gt; 자주 됨. 별표&amp;middot;물음표 &lt;i&gt;자체&lt;/i&gt; 검색은 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;~*&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;~?&lt;/code&gt;.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-6편] 정렬&amp;middot;자동 필터 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-5편] 날짜&amp;middot;DB&amp;middot;배열 함수&amp;middot;오류값 (이전)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;다음: [Ch4-7편] 고급 필터&amp;middot;통합&amp;middot;부분합&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-8편] 피벗 테이블&amp;middot;슬라이서&amp;middot;데이터 도구&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>공기업</category>
      <category>시험</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/87</guid>
      <comments>https://nirvana8.tistory.com/87#entry87comment</comments>
      <pubDate>Thu, 28 May 2026 18:13:02 +0900</pubDate>
    </item>
    <item>
      <title>컴활 엑셀 인자 매칭</title>
      <link>https://nirvana8.tistory.com/84</link>
      <description>&lt;div style=&quot;max-width: 760px; margin: 0 auto; padding: 0 16px; font-family: -apple-system,'Noto Sans KR','Malgun Gothic',sans-serif; color: #333; line-height: 1.9;&quot;&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;컴활 1급 필기 Ch4 함수 영역 &lt;i&gt;2번째 단원&lt;/i&gt;, 텍스트 함수. 문자열에서 &lt;i&gt;일부 추출&lt;/i&gt;, &lt;i&gt;위치 찾기&lt;/i&gt;, &lt;i&gt;바꾸기&lt;/i&gt;, &lt;i&gt;합치기&lt;/i&gt; 가 핵심. &lt;b&gt;LEFT/RIGHT/MID 시작 위치 인자 매칭&lt;/b&gt;, &lt;b&gt;FIND vs SEARCH 차이 (대소문자 구분)&lt;/b&gt;, &lt;b&gt;REPLACE vs SUBSTITUTE 차이 (위치 vs 문자 기준)&lt;/b&gt; 가 매년 2~3문제 단골. 함수 인수 &lt;i&gt;개수&lt;/i&gt;와 &lt;i&gt;순서&lt;/i&gt;만 정확히 외우면 끝남. ★ 표시 따라가자.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;텍스트 함수 8종 + 문자열 인덱스 시각화&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;LEFT &amp;middot; RIGHT &amp;middot; MID -- 문자열 자르기 3총사&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;가장 기본인 &lt;i&gt;추출 3총사&lt;/i&gt;. 문자열의 &lt;i&gt;왼쪽 / 오른쪽 / 중간&lt;/i&gt; 일정 길이를 잘라옴. 인덱스는 &lt;b&gt;1부터 시작&lt;/b&gt; (0 부터 X &amp;mdash; 매년 함정).&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;LEFT&amp;middot;RIGHT&amp;middot;MID 문자열 인덱스 추출 시각화&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;LEFT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEFT(텍스트, 개수)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;왼쪽&lt;/i&gt;부터 N자&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예 (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;컴활1급&quot;&lt;/code&gt; 기준)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEFT(&quot;컴활1급&quot;,2)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;컴활&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;RIGHT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;RIGHT(텍스트, 개수)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;오른쪽&lt;/i&gt;부터 N자&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예 (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;컴활1급&quot;&lt;/code&gt; 기준)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;RIGHT(&quot;컴활1급&quot;,2)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;1급&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;MID&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MID(텍스트, 시작, 개수)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;시작 위치&lt;/i&gt;부터 N자&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예 (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;컴활1급&quot;&lt;/code&gt; 기준)&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MID(&quot;컴활1급&quot;,3,1)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;1&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;MID 시작 위치는 1부터&lt;/b&gt; (시험 단골 ★). &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MID(&quot;ABCDE&quot;, 3, 2)&lt;/code&gt; &amp;rarr; 3번째부터 2개 &amp;rarr; &lt;b&gt;&quot;CD&quot;&lt;/b&gt;. 0번째라고 답하면 오답.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;한글&amp;middot;영문&amp;middot;숫자&amp;middot;공백 모두 1자 = 1&lt;/b&gt; (반각 영문이든 전각 한글이든 동일). &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEN(&quot;AB가 1&quot;)&lt;/code&gt; = &lt;b&gt;5&lt;/b&gt; (공백도 1자).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MID&lt;/code&gt; 시작 위치는 &lt;i&gt;0부터&lt;/i&gt; 시작&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;1부터&lt;/i&gt; 시작 (엑셀 인덱스 = 1-기반).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEFT(텍스트)&lt;/code&gt; 처럼 &lt;i&gt;개수 인자 생략&lt;/i&gt; 가능&quot; &amp;rarr; &lt;b&gt;개수 생략 시 1&lt;/b&gt; 로 자동 인식. 단, 시험엔 &lt;i&gt;개수 명시&lt;/i&gt; 가 정답으로 출제.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;FIND &amp;middot; SEARCH &amp;middot; LEN -- 위치&amp;middot;길이 찾기&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;문자열에서 &lt;i&gt;특정 문자의 위치&lt;/i&gt;를 알아내거나 &lt;i&gt;전체 길이&lt;/i&gt;를 잴 때 씀. &lt;b&gt;FIND 와 SEARCH 차이 (대소문자 구분 여부)&lt;/b&gt; 가 매년 단골.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;FIND vs SEARCH + LEN 비교 시각화&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;FIND&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FIND(찾을문자, 텍스트, [시작])&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심 차이&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;대소문자 구분 O&lt;/i&gt; &amp;middot; 와일드카드 X&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FIND(&quot;a&quot;, &quot;Banana&quot;)&lt;/code&gt; &amp;rarr; 2&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;SEARCH&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SEARCH(찾을문자, 텍스트, [시작])&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심 차이&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;대소문자 구분 X&lt;/i&gt; &amp;middot; 와일드카드 O (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;*&lt;/code&gt;, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;?&lt;/code&gt;)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SEARCH(&quot;A&quot;, &quot;Banana&quot;)&lt;/code&gt; &amp;rarr; 2&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;LEN&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEN(텍스트)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;핵심 차이&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;전체 문자수&lt;/i&gt; (공백 포함)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEN(&quot;AB 1가&quot;)&lt;/code&gt; &amp;rarr; 5&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;FIND vs SEARCH&lt;/b&gt; 한 줄 요약:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;FIND&lt;/b&gt; = &lt;i&gt;대소문자 구분&lt;/i&gt;. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FIND(&quot;a&quot;,&quot;BANANA&quot;)&lt;/code&gt; &amp;rarr; &lt;b&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;#VALUE!&lt;/code&gt;&lt;/b&gt; (찾지 못함)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;SEARCH&lt;/b&gt; = &lt;i&gt;대소문자 무시 + 와일드카드 허용&lt;/i&gt;. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SEARCH(&quot;a&quot;,&quot;BANANA&quot;)&lt;/code&gt; &amp;rarr; &lt;b&gt;2&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;시작 위치 인자 (선택)&lt;/b&gt; 는 &lt;i&gt;3번째&lt;/i&gt; 인자. 생략하면 1번째부터 검색. 예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;FIND(&quot;a&quot;, &quot;Banana&quot;, 3)&lt;/code&gt; &amp;rarr; 3번째 이후로 찾음 &amp;rarr; &lt;b&gt;4&lt;/b&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;FIND 는 대소문자 무시&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;FIND = 구분 O&lt;/i&gt;, &lt;i&gt;SEARCH = 구분 X&lt;/i&gt;. 헷갈리지 않게 &quot;&lt;i&gt;Find&lt;/i&gt; 는 &lt;i&gt;Find precisely&lt;/i&gt; (정확히)&quot; 로 기억.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;LEN 은 &lt;i&gt;공백 제외&lt;/i&gt;&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;공백도 포함&lt;/i&gt;. 공백 제거하려면 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEN(TRIM(텍스트))&lt;/code&gt; 또는 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUBSTITUTE&lt;/code&gt; 로 공백 제거 후 LEN.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;엑셀 LEN 은 &lt;i&gt;반각 영문 0.5자&lt;/i&gt;로 계산&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;모두 1자&lt;/i&gt; (1바이트 계산은 &lt;b&gt;LENB&lt;/b&gt; 별도 함수).&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;REPLACE &amp;middot; SUBSTITUTE &amp;middot; CONCAT &amp;middot; TEXT -- 바꾸기&amp;middot;합치기&amp;middot;서식&lt;/h2&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;문자열을 &lt;i&gt;수정&lt;/i&gt; 하거나 &lt;i&gt;합치거나&lt;/i&gt; &lt;i&gt;서식 적용&lt;/i&gt; 할 때 쓰는 함수들. &lt;b&gt;REPLACE 와 SUBSTITUTE 차이&lt;/b&gt; 가 가장 큰 함정 &amp;mdash; 둘 다 &quot;바꿈&quot; 함수지만 &lt;i&gt;방식이 완전 다름&lt;/i&gt;.&lt;/p&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;REPLACE vs SUBSTITUTE 비교 + CONCAT&amp;middot;TEXT 흐름&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 20px 0;&quot;&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;REPLACE&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;REPLACE(원본, 시작위치, 개수, 새문자)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;위치 기반&lt;/i&gt; 바꾸기&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;REPLACE(&quot;2023년&quot;,1,4,&quot;2025&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;2025년&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;SUBSTITUTE&lt;/b&gt; ★&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUBSTITUTE(원본, 옛문자, 새문자, [N번째])&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;문자 기반&lt;/i&gt; 바꾸기&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUBSTITUTE(&quot;a-b-c&quot;,&quot;-&quot;,&quot;_&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;a_b_c&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;CONCAT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;CONCAT(텍스트1, 텍스트2, ...)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;i&gt;합치기&lt;/i&gt; (&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;&lt;/code&gt; 와 동일)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;CONCAT(&quot;A&quot;,&quot;B&quot;,&quot;C&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;ABC&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin: 12px 0; padding: 16px 20px; background: #FFFFFF; border: 1px solid #e0e0e0; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0;&quot;&gt;
&lt;div style=&quot;font-weight: bold; font-size: 17px; color: #1a1a2e; margin-bottom: 4px;&quot;&gt;&lt;b&gt;TEXT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;형식&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TEXT(값, &quot;서식&quot;)&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;동작&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;숫자 &amp;rarr; &lt;i&gt;서식 문자열&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; gap: 8px; margin-top: 8px;&quot;&gt;&lt;span style=&quot;color: #3366ff; font-weight: bold; font-size: 14px; min-width: 60px; flex-shrink: 0;&quot;&gt;예&lt;/span&gt; &lt;span style=&quot;color: #333; font-size: 15px; line-height: 1.7;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TEXT(0.25, &quot;0%&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;25%&quot;&lt;/code&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;REPLACE vs SUBSTITUTE 한 줄 정리&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;REPLACE&lt;/b&gt; = &quot;&lt;b&gt;몇 번째 글자부터 몇 개&lt;/b&gt;를 새 문자로&quot; (&lt;i&gt;위치 기반&lt;/i&gt;)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;SUBSTITUTE&lt;/b&gt; = &quot;&lt;b&gt;옛 문자를 모두&lt;/b&gt;(또는 N번째 만) 새 문자로&quot; (&lt;i&gt;문자 기반&lt;/i&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;SUBSTITUTE 4번째 인자&lt;/b&gt; 는 &lt;i&gt;몇 번째 등장만 바꿀지&lt;/i&gt;. 생략하면 &lt;i&gt;모두 바꿈&lt;/i&gt;. 예: &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;SUBSTITUTE(&quot;a-b-c&quot;,&quot;-&quot;,&quot;_&quot;,2)&lt;/code&gt; &amp;rarr; 2번째 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;-&lt;/code&gt; 만 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;_&lt;/code&gt; 로 &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;a-b_c&quot;&lt;/code&gt;.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;CONCAT vs CONCATENATE vs &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;&lt;/code&gt;&lt;/b&gt;:&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&amp;amp;&lt;/code&gt; = 가장 간결. &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;=&quot;A&quot;&amp;amp;&quot;B&quot;&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;AB&quot;&lt;/code&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;CONCATENATE&lt;/b&gt; = 구버전 함수, 범위 받지 X&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;CONCAT&lt;/b&gt; ★ = 신버전 (Office 2019+), &lt;i&gt;범위 받음&lt;/i&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;CONCAT(A1:A5)&lt;/code&gt; 한 번에&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;TEXT 함수 서식 코드&lt;/b&gt; (단골):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;0&quot;&lt;/code&gt; = 정수, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;0.00&quot;&lt;/code&gt; = 소수점 2자리&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;#,##0&quot;&lt;/code&gt; = 천 단위 콤마&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;0%&quot;&lt;/code&gt; = 백분율, &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;yyyy-mm-dd&quot;&lt;/code&gt; = 날짜&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;UPPER &amp;middot; LOWER &amp;middot; PROPER &amp;middot; TRIM&lt;/b&gt; (영문 처리):&lt;/p&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;UPPER(&quot;excel&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;EXCEL&quot;&lt;/code&gt; (모두 대문자)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LOWER(&quot;EXCEL&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;excel&quot;&lt;/code&gt; (모두 소문자)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;PROPER(&quot;excel function&quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;Excel Function&quot;&lt;/code&gt; (단어 첫 글자만 대문자)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;TRIM(&quot; A  B &quot;)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;A B&quot;&lt;/code&gt; (앞뒤&amp;middot;중간 &lt;i&gt;2개 이상&lt;/i&gt; 공백을 1개로)&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 1: &quot;TRIM 은 &lt;i&gt;모든 공백&lt;/i&gt; 제거&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;앞&amp;middot;뒤 공백은 모두&lt;/i&gt; 제거하지만, &lt;i&gt;단어 사이 공백은 1개로 압축&lt;/i&gt; (완전 제거 아님).&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 2: &quot;REPLACE 와 SUBSTITUTE 는 같은 함수&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. &lt;i&gt;REPLACE = 위치 기반&lt;/i&gt;, &lt;i&gt;SUBSTITUTE = 문자 기반&lt;/i&gt;. 시험 단골 함정.&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;함정 3: &quot;CONCATENATE 는 &lt;i&gt;범위&lt;/i&gt; 인자 받음&quot; &amp;rarr; &lt;b&gt;틀림&lt;/b&gt;. CONCATENATE 는 &lt;i&gt;각 셀 따로&lt;/i&gt; 받아야 함. &lt;i&gt;CONCAT (2019+)&lt;/i&gt; 만 범위 가능.&lt;/p&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;⚠️ 이 챕터 함정 BEST 5&lt;/h2&gt;
&lt;ol style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;MID 시작 위치는 1부터&lt;/b&gt; &amp;mdash; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;MID(&quot;ABC&quot;,1,2)&lt;/code&gt; &amp;rarr; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;AB&quot;&lt;/code&gt;. 0 부터 시작 아님.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;FIND = 대소문자 구분 O, SEARCH = 구분 X + 와일드카드&lt;/b&gt; &amp;mdash; 매년 둘 바꿔 출제.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;REPLACE = 위치 기반, SUBSTITUTE = 문자 기반&lt;/b&gt; &amp;mdash; &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;REPLACE(text,시작,개수,새문자)&lt;/code&gt; 인자 4개.&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;LEN 은 공백 포함, TRIM 은 단어 사이 공백 1개로 압축&lt;/b&gt; (완전 제거 X).&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;&lt;b&gt;CONCAT (2019+) = 범위 가능, CONCATENATE = 셀 따로&lt;/b&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;✅ 셀프 체크 5&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] LEFT&amp;middot;RIGHT&amp;middot;MID 각 인자 개수와 순서?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] FIND 와 SEARCH 의 핵심 차이 1줄로?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;LEN(&quot;컴활 1급&quot;)&lt;/code&gt; 결과는? (정답 6 &amp;mdash; 공백 포함)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] REPLACE 와 SUBSTITUTE 의 차이를 &lt;i&gt;위치 vs 문자&lt;/i&gt; 키워드로 설명?&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[ ] TRIM 으로 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot; A   B &quot;&lt;/code&gt; 처리하면? (정답 &lt;code style=&quot;padding: 2px 8px; background: #F0F0F5; border-radius: 4px; font-family: 'Courier New',monospace; font-size: 14px; color: #3366ff;&quot;&gt;&quot;A B&quot;&lt;/code&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;한눈에 정리&lt;/h2&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;텍스트 함수 한눈 정리&quot; /&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  기출 변형 5선&lt;/h2&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;5개년 컴활 1급 필기 기출 패턴 기반. 각 문제 카드 아래 &lt;i&gt;정답 확인&lt;/i&gt; 펼쳐 보기.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 1. MID 함수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q01&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;1번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;MID 는 &lt;i&gt;(텍스트, 시작 위치, 개수)&lt;/i&gt; 인자. &lt;i&gt;시작 위치는 1부터&lt;/i&gt;. &quot;컴활1급2026&quot; 에서 3번째는 &quot;1&quot;, 4번째는 &quot;급&quot; &amp;rarr; 2개 추출하면 &lt;i&gt;&quot;1급&quot;&lt;/i&gt;. ① 은 LEFT(텍스트,2). 0 부터 시작이라는 함정에 주의.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 2. FIND vs SEARCH&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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alt=&quot;q02&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;2번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;FIND = 대소문자 구분 O &amp;middot; 와일드카드 X&lt;/i&gt;, &lt;i&gt;SEARCH = 대소문자 구분 X &amp;middot; 와일드카드 (&lt;/i&gt;, ?) O*. ① 은 둘을 바꿔 적은 함정. &quot;FIND 는 Find precisely (정확히)&quot; 로 기억. 매년 단골 출제.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 3. LEN 함수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q03&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;3번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;LEN 은 &lt;i&gt;공백을 포함&lt;/i&gt;한 전체 문자 수. &quot;컴활 1급&quot; = 컴(1) + 활(2) + 공백(3) + 1(4) + 급(5) = &lt;i&gt;5&lt;/i&gt;. 한글&amp;middot;영문&amp;middot;숫자&amp;middot;공백 모두 &lt;i&gt;1자 = 1&lt;/i&gt;. 바이트 단위로 세려면 &lt;i&gt;LENB&lt;/i&gt; 함수 별도.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 4. REPLACE vs SUBSTITUTE&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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ggmeNUmzvwgQ4JoC5N/8dd3zl+o9wwDRfSeZLqyOup67GARI2Ih/7R8g2dHluA8rmUwV3ed2y/1AXjP9S1+vwatpZK8+cq+uyRKsL75OS3CZlmAEXh8AxWufJ5cuiTZjHp2bvleAJK8iuTrM/b0QIMA1Bcj/Mgcb0ZWw/tn7Ulj1C5CU4JQQN+rDqhIgR/b19vb1Ybrg5qMfm+sLHqqwtt1F2zcm86x/i4h7uI8AgFoGSMzNj3b43p8m1+I9gwD5Hc3DqkGAXCj1taN9uI8AgGOSb0sm8X5XzU8k7HRs0Ycgn6+vZbcBwXeoAxCJz0MHUG/ybZkhkG859Gs7fJ/5KjkVBMc6AJkc/G0DcBzybb7v7z/cUaj+ARIMo4czeXGsA5D4SooAas6X2vAP/dqOMGuHQ5CjUp/G1eHfNQDH4UlteGcQIMEhSHguCA7uL7V3OQABzoYjteEc+rUd47yBhdpSOrGO14G1OMKbBuA4VlIbk3MIkKfg+vWnbmovtwPLGxzhTQNwHG2pjYNP/z/Kmcsztal0Yh2rA2t2jPcMwHFYUhsH7/w+zqUvgk4sEuQ4+UEHFnBWXKmJw1/A4jgB8hQMG5Egx8gP5+kobxmAI7mVmrg9+Es70sX37GDmGgly+PzwOAcdOC92Tc4E8Q/feBzr6q0WCXKU/PCZwQucm7HUwhF6v492+e9hELokyIHzY3is9wvAsQxqcS7hMaZvHu/+EeExiM/5IAfxd5DH5AdwjmZSA8eYvnnEGxCFCcJByMEOP8Sj/wo4S+MTh8expm8e8w52dngKPwchhzn8EIfxc+BMrU4cH0e6gN5Rb4H6pKevESEHiA8ZM38XOFdPJ06Q1XGajyPfQ3umB4+IEFN/6fjwOP8cOGNPJ+3FOtbpx0cOkM4gOCld+YsM2dvff8XvP4cfwHmbnWwu1vG+fh47QDodKzl08//66++/yZEK/v7777+iYw91+MnoOXD2BouTnFHoL453+dXjB0inY01OsdcuB/EBXAb79sevi+XeHnPyTWGANB8fm1VXUKnWvqnRPVXOi/ufddj3glpqqT1hrdWeON6PHIn4njNpW8d9bUUB0my1Wq2Kz1S51vo9qskFYc6HP/o9PMZ7QS211FJ7iNqiAHlQC3crLLxnbWvW/r+R4/5M+p4z33Od1W1/+HS894Jaaqml9tu1RQHSVQs/VFiYWmqppZba6639sS4saqmlllpqL6u2eBC9260+2EIttdRSS+1V1v7ENF4AwAUiQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAAhwuQ5uNjs+oKqKWWWmqpvc7aogBptlqtVsVnopZaaqml9kpriwLkQS3crfZE1FJLLbXUXmltUYB01cIP1Z6IWmqppZbaK62lC4taaqmlltqDdWF1mt1u9cEWaqmlllpqr7KWabwAACMECADACAECADBCgAAAjBAgAAAjBAgA4IICxFYGP/mMg+Apf/IZsdPTQDn1Vpy/Pf6cdv4dBL/nDwW1DhBPRGS08bA97Pfb7XZ/Zj3tXsfTXim0UM8oNFa10g/eFOvUm3HuBsFu/F2p9r+gdsufl6N+7x5u43DeziZAnvqT4FHN+W/XtyArqFuV/FYFUbud/EyA1BABcsQAmThZQ6MAsYJlZ8fadNTdmQTI0+90eoRW2yNkKMWHMSE3+G3y85UHyE2Qpydrqm1P2WiGrjxAhsGb0t93safZYjVaTZJ3szhAgiRImZkFSFC/9zbiUhw3QKxhqLwNGLo5N0UBYuc/7QF/6xefWXik8v0AGWx9AfnKmDUo2BHp3wcvP/2AvblAyRM9ZVaSN2wvJpPF72G6GbA3NyC18nbw6t2ncIPs8D/Juu3+7Xgyvp1tJvbT8PdiMv6vv7nj7P6ieJmncPNu0puea4aivRW+KfGOssLflL8X+kV2dtu6/+KKzR0xC3ZEv+Cri3pVJTuiYOdtfh6CBfXLC37b6Qz8ktZZ/bqsjR/chkupz/5wnwDZOAKxxxtmZgFi9xcTtQuu9vvZBTtqgNjRZ9nZ0cyn/C4IkKfkw+57bupYZFtbEbY+ZQcVewSItaUnrOgbc8wdx01PQQAG+yT+Yw94q/gFjcI17Npr/kY7Yo+T/TNJ9s94cwP8ZJlwM2adzpN+C9Q6xtGThdsSvCXZyB4s4u0fZZvi0mXsRbx5bvuppBnK7i0rer8m4W4p+zA9/dZb09kpPDoNV1lCrWsRPm/05g+TF5XrtBkkr2qU/UyWLBN+/NKCxfTLU2+WF+e6v/GpVEuXBIiVWfMi3LpKAeIGnVHh63hK3pSMW5MAsVbx8qurPZq8WEcNkPiP55sBEv4hyST65jcY/uftWG/nSf9Jl3y2w7+zp0pHIFsbmi0BopZ72idA1KN2lQCZxPX5g7Dk+2f4/IMqAbKKN2gzQJ6S5wqagNQumnmbjdWOZfqZzXOtAwbIMG46d7xLnc6TaxAgT/obiTYq3RHj5FP1NC7ZEX6lANGf4Y2NdNJvXoaVW/G4PEB+x8cVmxtzyADJ/lHcbqnEGTpmgCQfnW8GiLPZVg7CNqD8G81vvT6v+BAk/KOxdwXI7/FT0KguOp2hM9g/QMQd7Bcg4g13B8hTslj20Giw2nh+e3eA6O/js6IAeRrlN3tQ9mpXUcNZvkw7vwnWoQJkkHqBu96mzq0YBMik+J0t+AzHO0In8+YywW7eHSDR/kp9yi3HClbrdjr2alaejJH+7llY4a+PFSD5TwkJclmOGCADr3KAjCaxWUGABO1l8BeVD4jSUZBh3MYW9j7Zklu8OEBsX9yhevq2+v6Z+o5dOUD0S68eIOLZOwMk1WJl+jdSXX35NmtbgIRLeU9FAZK0tfk2N+4GikV9XqXLbC6ihl0OESCZY4Bdb1OqZaweIPnsSz5Ymw3tJPclZmMZ/fHbGSB6FCT1ER6J31ZZ5nT6XrT3EnojF0PbmiXv6o4A2XxlegwkM0krWseeAaJfQf6F4lIcMUBSX9l2BUj+Q5ULkIKjDf0t19qZH5kuhXxTv9gRIMFLUP3b42ATLIMACf+49giQsPnZGiDpL7bpv92ClIhasy0Bopv1oIHJB0g0iuVNFqtoW63sl11vFH/tDd/G8mWiwtE43J8i0i5qhsITCAeDm6oBkm3Dd7xL6TejcoBEDaG3Sl7UMJva3ihecfjFpHwZq2KARG+blflzcVbh/4/2XsJN/zWFf3+zXQESfs/z+6Hwo7X5FxOuo713gOgM9SeLaOdU6w1G59oDJH1g/80ACVt3/3d8/qDdT31rLv9SNfIz4wop+tOcLF8YILm+mM15psUBMhsMBtYsarLd5PlcOyV4Lv0NczAY2NZ/USNj7wiQzLe61LfT+Av+qD+0ZnHXdrBz9dakN8DOxpFdFCDRV1q1nwajdOrq3/j91Mitk24zNpcZpkc++ulFSpqh/lECJP2Nu3KA9FNfRqKOwknmW4OaEmDpz1X4vt0ULDNOfeong5SnwgAZZo/tOu3sN4748fSBzSTzMRnvCBD9Gf9P/1g2jdfeGiDOZFP4e/13aie7I9eTgPN2tADR31C9QwSIHXVQ+K4zGjnJPKzibz4z3Z65g6itGNsl4Xa7YwwkNYPESyYNldFtyTDbnttJgGwsEbYHk+zLbO8IEP00ujrZ5lF2drOtd8MkFSDlXeDhW5QPkFH67dN9kuFPbvodiLY8aOudzDI6w5PGybczB6jhbs6+mwvdBjl7BYinvz7vCBB9gFQyPl0WIKv0+6EHt8OfdGa0M922wUegfJl+ptFObASI3s3JZLvULN2NT3V+NwZv3mp7gAx0Cz+oFCD9kgApkuzGaJP0nqpwFQmcjaMFSNgiO+1DBMjG5JLyAbnBMJ5Rqb72xDNnRum5+6nRmdmuWVjRt+vbCp/7bIBEX+1nVQMkWn61I0DC9fo6BeP2IgqsYa6pDFqf8gC5STeA+QAJd1TUUxKuxEs9WfTGtlPfiMNlgvN54pwIllkEJ/rkXmx4/sM3x0DU8uNBtMM7W4V7djXeL0DcTCOsD4mTTY/fKf2qgvWWLqN3V79CgOgPcOrYd6CTt+C4epitDV7paGuA9KPAi87HCj8ym591yyxAnsJvAuGm6reHs0EuybECRDcww5tvBEh8ZF80vUjEnW2ZyhnNP0oN6Pqr7Leu8MHZ9gDRY5Ei/sb3vZ0BolvVfuUASR0MbAkQXTXRc7HinL3d6NZYJNtTHiCjzMhGLkAWwTxPK/MMXvJNNW4D9TYF2zvOLLMoeyH9VIP6/QBRk5MqBYh+2sGeAXIbvKjonf2dbLt+k6OM1W9KGJhly+idMqsQIPrvKNlOa1Jyxkl8mHCb+SualAfI4Cb6c+nn5jc8lWfTnkcgKfoYrGQCMs7TkQJEjywuOt8IkOyS9m2mWfHC6Vr5p02dRDfYmJ/zO9O1M2qnDy2Kx0D6mWmRE90o/s6fPe+64XyY4gBpVw6QjsRlWwIkGmmJOoGijdb7J5Vzw+AKIV5/W4CkW7ziEwkTqySxRrkn00++mcCjkivK6E/I6iABYoftd4UA0Qeffb1D9jqRMBHu+WBDJrlh7vyOKVpG/3vYGfTHo9Hkxi4PkKfswEHqvMTN0xn1303UHRX+6fWLA+Rp2E5WddMpDZCZGlkfRr8fbgSIPSqzsQP015lq5+TiugMk/LrlPh0uQILuqf5/t+Px4rY9K5sP1d7804pPlw5nvD7pTmTfjkfS23FfV779CyrU2bmZM1GyZ5Sl/uRyATLZ9wjErnQEEv7KH0QjOf1MU1Mycas0QIaZP+sn9aff73Qmo9EoP8Un2rzg8fy3Sb3+ki/FG9OFOkO9862iABnrNig1+05v0GI0GpXPpq4QIOF7MursDJBVuCPUpmx8d9d9g8FXfTfX5OrjwFnJMv+l3kI7Pq1yrD94t+HLa49Go0nh14Lg78p3RMJxwPzm68M99S4M9IjToDhAVrkzj8oCJHj6VWo+gx4z0d9LqovPqWQa70U5ToAk18Y4ZIBUEByC+KlLeCiDthv9vQ/iuUn9ZJRZTcYqDhD1Z3Wr1tlWQyHRl6qKARIN3KgGMPyz81OHLJOCAGlXGQPRvUWr+OBhlGmqS5pE/eeb2gAn85wVLvat5+uEOZx/d9rF7WZmGW3mOLqrPZzDVWkWViW7A2QWj+PvCpDdzxPOBvBzb5T+DPS3LaM/DrcF5+RvyA6CqKkpI3uszs2cJPMRNufnxfNMgg99wTuczJFcBO+NXTKNNwqQ8P2100eH0ShXJfElVnaeTIWzcpwAGcV/nd8OkMHmJd02LvCW0l/9V3SdObs/Dq49EU/aD74SRwnSLx0Dmahvc8Hf4dMibsmqBIg9jGblesXngTibARIlTn9rgKRaqMyopLX1TN/N80D8zC8qXJB7ktpzOsVGu9rN9DK5Ufv0pZFSAfI0sGb9xer3UQJEd3GqlX8jQBbpPZ1+N1Mtc/6Qa5x5dzYvLV1ywYR4x0YztmZ+OzoTfeb93nkmkhNMIY5fdIqe3rXIZdB/JQESvuYn0wCZxcdaeyyEM3CUAOknfxPfCBD39vb29qbgpN3vXBvBynz4wxktqhksCRA1iD+ITqrrVAyQrPbuAFnZtp06cWP7eSC663qQb7VLWq5dAZIZQ99mks4MO9+frZ/995Zl8gHiJhPjwnfFdb3s9QMOHiB6auDTtwJE78pgLZtJOiv8VGaWiVIno2xL8qPo+sOhvpZEM0zS+gXXkCkMkLaaVbJ58eB2MqKXCZBV9HFMBUj2VPUC8WfRzh1x4mIcI0D0xyX4sHxnFla4Mtlhz4vrqDYkmLKjn38UdgRsuZiinR/5mxUcB5UGSNhmbA+QrOAgvzRA0qdtZFqv9AnlewRIvg+/xNMqc2WUjQDpF8RXbpnNI5D4Gr6bc3ncYwRINDWw840AiS4UGV5xJhp52giQ/4qWiS5MFl196tZ+ehpGoxElL9MuyGD1aSrbvuhcRvUO66nnhQEyyF7uv0wUIE60EcE//OAuUuUzsPKHG7qzbsStcC/OMQIkNVnnZwPktmB6VH6u1JObuya5Ffy4LUDG43HJ9/oKF1NMd3pXCpCwuS0NkMxpG+kRVlew3BUAACAASURBVGtrH3NpgOjelB2vLJr5rJvNqN3cCJD+lmVyryDciPC9sIq37sABos9tDfeQYYBEp9Z70Val382SA8F4GbvwSmz6gHbztMJw4fwT6DnF5a3/cOH44nurdvRpLj8PpPj0qqIurIkat1KBkJqFVT1A9LxHTiG8PEcIkGSg8iABsus4+WbHtaDSgmGQwu04yB0JCy7nrteo567cJvolf8E6cUoDRLfKw+BiJIv0gM7WWZJRH3xCN1h6Ttr2FxYNFkVfoTfbTX39ktm2ZdIrjG4YEl6Pd6MpcoMr2h44QOKpgeYBYm+EYvoE89zJP6U7Qt8PLPpp69Uatk+uq+QQARJsysA0QPLXvsbFOHyA6Jn2+vO6b4AMhrN+4T3Rq6gUIMVsS+kcOEDi1719Gm/6b07/7ZYFSOEBmbN5Qkflabxbl9KG+jAldUF7PQYb/5w/HaJomcItWqW+JYxGk/Hid38WXfPssAGi5yjojDMKEMvbCMX89TlSJ2+WLpMz3hoReunO6QMkeSDcGrvq/JYwBPf/e8Y1BsjGHT62zv8Oqxft37fj8WQUTO/0jh4gw1mJasfYw/6m9BhIeziMTokf7hMg/uh35pSyogUKrr0dfbdbbexnfX2KrScSVjg9OJpCk86CfGDkh1KKlsnSgbftmQ8bIL+3fygqGBa8qPwJMPkzKouWKdwwv3oXVk0CpLLsRR5xSeoRIPmPby5ACmc3FXwm1QlYMd1mZ86O1X8YBddF2actqTKNN3Ox2V0BomZh2XYmvcoCpPDm8GEfVnQJ4o1WfuulTHYPokdjFpku7NwVPFKnQKZ/nVlG3zHezj1zvM8zlwiuY4BEH8NMFvSzI3F6R7j5ZdI3MNR3RI9fV+nVXlIr3Pd8qIFtDWf9/8Yj138qD5DNL0KjogAZWcPhrP97sXImRgHyFKyaMwgvUR0DxDINkIwtdyr4gQDJXq226qVMdgZIyZQCJ/27dm7SUXDN+tIA2bwASsmrTe6zl3qy6Hr4evXZCwcmd/RNLzLOnfQW73Nvo6GsV4BEy4+27Yjb7FSG/wp33iT75oZvQckBt1X9AiD/ua7reclUaM3ecUOpjPh8j44TrG3jg5YLkH5wsURGx6/WDweI9V/uxL+i6tklBIh+YXrI9lABEt2FI7zIlRf/gdvpHrzgThzJ/ceDxqw0QFJHKUXi25vnzwAbpR9OX7k+mb6bWybqs9KBoLco6bmpd4DEl+LIt5aZm4PkdsSkeBkdK7PyGdCJWfUTuIu7N2VYHiCbJzSG1OZu3B1XcfMBUnHyyWz833cHGFFLPxsgQc949pyKdInvOqtFeza4hADJ3idCz8Jqp/QrBEh6gVl6DlZcd5uehxV99/RXt7/je/6FlxHRzV96A9rpFZSc4RXNQBU31c1hp9+41XBg/9ZPvMpe7Di/jG5O/cVwYMdXOZ5sCZBBMLPhqQ4BEt9bzMvviCgzRsOBHd3vaZTdefll9FGFr+4w8xRtVskx4O/qp32X/OX1zQIkf2P7cJPNAiR4YziJ8BIdYRaWlaaP1sN2QE9YzJwsEFQFd+hLnVhbGCC3mdav8GJyFQNkYG8YHzxAhun2e/stbUsDJG2U6i9J6jL35Si/pW7h/IJ0qzPeY1rCsCSF9czt0mUKp31aWwJkX9sDJPvB1BcDrjr1bvM+7/EhxKRsRyxKl4nfXdeJQr/sEGNzakSpjf3rO5P/ZtaTWYBsvCx3NG7PjAIkuoR+hdeAM3PEe6KnLx6xZ39uYYBkv6I53wiQ0u2s2Jsx2JTazuiPfZVqGQ4UIL83W3vdBpS23Xp0tzRAtg/SbgmQ+DaRMb2vJ6XLFLTCqdPnjh0gZZdrq6Q8DNK3J5NMb1T5MvGxYix3tn5Cr7zKYVh496bx+Pa23e7PrHhWhlmABNdbWATr6s+G4R2YN2dhVfq7qX69NZybHw2Q7ReMPZsAKZW7Gm/q6+iBAsTd/EvMDl9vdINHzUZpgGxMhqoaIPEJDpFoV5cHyGaTmv7eXTlA+mWDzukAud0xdJAJEH22nm0UIMlVnSU7mrFlmfy+Kz1JpOhKJvvaESCjzJHZrvOhTAJEf3FgGtYF+tEA0e3o0CxAwpOvI27tAyRqSScHC5AoktJfR3Uflpu7z4Z+jnhXlwfI5k1TKwZIx14V3h9yS4Ckb++1cU/J8AqaBWfn5DdqUfbOpgNkteOjlgmQsJneFl7bAiS7I7xZpdAZFV2wYFNuuvQxAmS1eTz9tGeALG43pW9sFr7bzNW6lgBpPj42q65gR20mQJrB+XUV/hjCAGlWHUQv3IaSACnZ3sIA2Xc/5AIk6qiIb8Pz3QDRs3cmBXObgrGEYHtnE91I+6vZ9iRoFt80tXKAdDqzSXSanBoP1vthW4B0nvrxPYJXs0Fm/5b1p0j+vQiba7s8QFStuxG1RTt4ovfZzomuWwOk0xlu7Ijm4+N46zLxIt7EKv+cbdzg0OBvc/8urNGuAIm3oXC/BKzUNtz422558p3XRu3jaWuLAqTZarVaFZ9p39rZrMoVccIAide7I0CKt6E4QMq2tyhAjrkfjlprDfv95Dy1XevVVyV5MtqGJ2vWnw0H+2yvWqSv7imZq90aIOnaXX1dQW3q87FNuN5wbGlXC7f1teV2RKX3Te2Iob2tduNq8SafhyMESLwNuwJEb4M9q3Dt31r9DVHbqlRbFCAPauFutSc6Tq0OkG61ACleb3GAlG1DUYCcfj/8SG3JzQR/dBt2Bkiqdud5cap2WHHYNlzvZPf1wE7zvumrAPS/td6jBEi3WoDU7LNObffAtUUB0lULP1R7ouPU6gB5qBYgxestDpCybSgKkNPvhx+p1aeEj069vVsDJFU73HW4oGrbFSeOhut1Kp2rd4L3TZ+A+vSt9R4lQB6qBUjNPuvUPhy49qe7sKrVqssouJO4Nrph84bhlvXawdWvZhW3oZ++VtZRX1v9avXQin3i7bXL5Gr7u67GpGr/b0c7mN0Gv9Lcjp9/34YbZxEadWEFl9QsOhVxlvwpBee2RrYcuY3V38mkVp9fajunqy0eRO92qw+2UHvutfpEhvGZbO9i5+FCs9utfO6zWq+9YxDoe9v7jdrV5vSler0X1HauvPbY03hxBnQX4Znc8GdV5XDB3ecFzWp6tXE9bZsT8FBbBAj2Pi37tNwKhwtPe53V/rumzfSo8oV4gdMgQBCfsXIWpwo/Vck6q/oFzKNTH+t3pSZ9CakzOTDEVSJAcF6e1MnpuxpVWxVVjgR1h8qzCE+gZggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEABAPQLkt8ZP/MRP/MRPdfup5gEiGj/xEz/xEz/V7afDIkD4iZ/4iZ+u5qfDoguLn/iJn/jpan46LAbRAQCHC5Dm42Oz6gqopZZaaqm9ztqiAGm2Wq1WxWeillpqqaX2SmuLAuRBLdyt9kTUUksttdReaW1RgHTVwg/VnohaaqmlltorraULi1pqqaWW2oN1YXWa3W71wRZqqaWWWmqvspZpvAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIACA+gWIPbtpAwBO5GZmn2eADMeeAABOyhsPzy5AZs5p9xkAIOQMzypABqtgq73V4g4AcCKLVdgTtBqcT4AM1Sb7C2vdAACc0Npa+CLi2ucSIEO1uYvlKfcZACC0XKiv9MPzCBDLF/F6essBACfW80V8+xwCZOCJuNNT7y8AQMR2RdzBGQTISsQjPwCgRmxfZFL/AJmJCP1XAFArPRGxah8gjsji1HsKAJA1ERnVPUCGIj7zrwCgZqa+yLDmATLmAAQAamghMv6JAGk+PjarriBX64lYp95NAIA8S8Qza9f3CpBmq9VqVUyQXK0t4nH+OQDUztoTqXYuSOUMKAqQB7Vwt1qA5GpnIqtT7yUAwKaVyMykXd8vQLpq4YdqAZKrvWEIBABqaSHSN2nXf6wLqy1yd+qdBADYdCfSNmnX9wuQTrPbrT6Inqn9LdIu2G4AwIm1RX6btOs/No2XAAGAcw+QqggQALgKbQIEAGCCAAEAGCFAjmO+XJ/hqgHg2gNk+fz6fOLrL3rHu/6Ky8XtAdTC5QXI8vPrXvl4f95rufU898B8V0HKdGZtCZCNNeUPITbWPN+yagIEQD1cWoCsPz/uY+9bDkPWjjNtzB0nLJkuXBFvbMe/tiae+KOX+OfpnSqYRG351IndqJ/7+eutxAGy7o988Uf9ODPmN+pOkIvkFosvK1/EuYkzY66WEKetN74vo8IAGTm2/h8AOIkLC5D5WxIf9/f3X+UHIWuRaWOu/ke14b6E+vq3ff3zSrf7PU8/cJfciksbZwPEcQPRJYSXI12mk6oxdcOfPR0w85UuiO76HhWIa+cCZBStuhdHlM+VigGczGUFyDrMj7fPz8/34Ejk47lKgFi+OC/T6cyJ7p3bE3F6S3us40HdN8V9sae9URQxffH7mrU1QEbi31lTa+HrGJg74t9Mpy9edJt3dbsTa2rd+eIEYbV0xVcP/PbFDQ5KCBAANXVZAfKe6riaB51ZX/MKATISJyhbj8QJFnX1A3c6B8bihSud6GvL34WFsbIurJ7ILPj5RTf7N/q/U08m6r+2yE10Yf0gm+7Ej0PsZVsXFgEC4MQuKkCeVX58Jj9+ZH4sDZB53HVlhYHyIhJ2H63dsJn3om2Y6kSZhI/vDJCFuPqBkdyGl88fx51k6qluxNe9ZHqVTlTQcKPeMQIEQC1dVIC8RYGx/Hx/1YHysdwZIFMnGoqehskxidvsG/Hnqt/J0ROf1voAwsldIjgJENsK6AC5daK6SRAHVnx7xbkfHHrcOFFe3IVPalvR8PoqTJQkQOJVEyAA6uCSAmSpuqzWeibWW9Sl9VlhED1iiai88XS3UrrBzyRMw4uH2/MBEo2251v2MHJuktsrjnIHMav40ENvoBu+8CRAotF1AgRALVxSgHzquJgHA+lRpAT/qGgSDG0so7H0oHcrmcobHCa4KgDmIrP+yPNSc22jALm5C+Rbdp1E46Q/KundCkz97DOpwZBpNkDiVXMeCIA6uKQAUccbqkGfvz1/6Nz4ur//qr4z9JC3nTp8SA5GFMsPjzzUjdr1bNywMS8/DyQ0d8JRd90tpdyIlypYr8JoCkx7vb4TRVfZGAgAnNglBYgaAtGNcBQgb/f3H5X3ha1nRumh9ICbHuyYujJaR6eBjF96LxMRPzeNd2m9rDcDZCJ+0PU1Su7P2xdJFUTzvQIvKppG+uckQPSqCRAA9XBpAdLYCJDooZ2mrj7zoixAlk508kY/mp3b88Mji764d4vxZOWoMxKnGwFyFx1OlAVIP5rNG3jx1PGNHrjfWDUBAqAeLrELKxUge3RhJfFgR7N40xN4G435SB9upPXDI4fozHXxnMlNOA6fKr2J4yE1Un4jflzwIkmwhNbxSYvpVQdDLgQIgHq4tEH010yA7DGIrvIjmcwbNdHr5Oom61V0il+ano07nfV6ljWdxsMY6QDpJ/GQTBBu3CaD6D2RycYl2tcT8Zfxqu1pfEYkAQKgHi4pQJ6TuNABEs3L2i1zeKGHysODkd62/MgNkiRSAfIiMo7ioZ2kxioeNun58TW30qa5GWDJMxIgAOrgkgJEdVjpQ5C3r3d1VKFORa90Y5Bs99Qobtv74YkhwfGAHvbIifu4rMVNYYDM0ocXvXh4Ze1HyWP5Miq84Ep4cLOxagIEQD1cVIC8qjPPdSeWyg8VKCpIdsodXtzoUzDU6X+6y2mcORwYxwcSVnyIkp1u60ZX2+356e6peRwbL9G0q2x+JOtLHYG8ZK685eipwwBwWhcVIMGkq/tP3Ry/fm25ksnGcEO6UV76+nSNl6gNv03GQjKPr0fi6afbOF+jsHtqoefzqus1Bg/Ynr5wY2iexMk4PlrJBggA1MNlBUhwzHH/9f76/KrvS1jproRjkbvwOlNWeCWqtshk2pjfRNdYvxMZpwvmrvjtZWNtxaf7lQSI5YsbLWipVU098XrrhlowiCxb/RwVqOT4rebvzhtzNQsrGl0hQADU0WUFiE6QWKo/a4vU3aH0fCk14iF+fJenabogGB6x1YkanqqIN64wQJz0ksGRRc8X8dWC4RFNdDupgDo2WY/Vv4IbXMVD7wQIgDq6sABpzN+r3ZBwe4A01n115UJ/oW94uxEgjeWtlz5dPAgQZ5pRHCANO8iM6PK+GwHSaKhjD7XqpFPtpWjVAHBilxYgjcZzeC/C+/u3SocfZda2Zc+3F/SCPqdIfMJfdN5f6ZJL3VFWam5lV/1SedUA8HMuL0AajfXz6+fra6XpuwfUm2TlTi3/Diu36ux13wHgNC4xQAAAP4AAAQAYIUAAAEYIEACAEQIEAGCEAAEAXGaAtJMregAAauROpF3rAEndjQkAUCMLkX6tA2QWXTwEAFArK5HZDwRI8/GxWXUF2VpbxCu4XR8A4LTWnoht0q7vFyDNVqvVqpgg+VovuvMSAKBGLBHPrF3fK0Ae1MLdak+Urx0zCAIANbQQGZu163sFSFct/FDtifK1QxH/py+MCADYYemLDM3a9R/rwuo4HIIAQO2MRRzTdn2fAOk0u93qg+i52qHo278CAOpC3Yqv8hysqhlw4Gm8nU5nJeKHN+sDANSC7YtMDt7cHz5ABq6IS4IAQG3Yql0enEGAdFTS+fRiAUBN9FSrbHXOIUA6Q19EJttvJA4A+BHTsYj4FWdgnTxAOupoSfyFxTnpAHBSa2uhvtK7Fc9Br0GAdAYTUbzV4u4GAHASd4uVFzTGk8OPfxwvQDodaxRsNQDgxJxjdF8dM0A6neE4TD4AwMm442PFxzEDRI2FzPrtWwDASbT7s6OMffxIgAAALhcBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAIA6Xkzxpg0AOJGbc72YIpdzB4CT887wcu4z59R7DQBwhjeUGqziW9oCAE4kuqXt6oxuaTtUm+wvrPVpbyYPANdubS18dV9C+1wCZKg2d7E89X4DADQay4X6Sj88jwCxfBGvd+pdBgAI9XwR3z6HABl4Iu5UbzYA4ORsV8QdnEGArEQ88gMAasT2RSb1D5CZiNB/BQC10hMRq/YB4ogsTr2nAABZE5FR3QNkKOIz/woAambqiwxrHiBjDkAAoIYWIuOaB4gnYp16NwEA8iwRr94BYot4nH8OALWz9kTsWgfITGR16r0EANi0EpnVOkBuGAIBgFpaiPR/IECaj4/NqivI1rZF7k69kwAAm+5E2ibt+n4B0my1Wq2KCZKr/S3SLthuAMCJtUV+m7Tr+wXIg1q4Wy1AcrUECACceYBUzoCiAOmqhR+qBUiulgABgDMPkMoZQBcWAFyF9o90YXWa3W71QfRMLQECAGceIJUz4MDTeM80QNbL+ak3AQDqEiBV1SBAls+vzye+/uJMnNNuAAAc2+UFyPLz6175eH/ea7l1/pBhvqsg/UBvNi0PkP1XDQD1d2kBsv78uI+9bzkMWTvOtDF3nLBkunBFvLEd/9qaeOKPXuKfp3eqYJJc1tFWS/ir6E5Xbu6eV0mAhKue5FbtJKteqlX78aqnTkydQTl1nLX6nz32AQD8iAsLkPlbEh/39/df5Qcha5FpY67+p9FovPgS6uvf9vXPK30dx56nH4jOir/RP0fXWYkDpOcGvChA1K3nAzfRqvUDK33UYeVWbUVrFhmrABGZN2yR6vsAAH7GZQXIOsyPt8/Pz/fgSOTjuUqAWL44L9PpzInundsTcXpLexy24cF9U9wXe9obRRHTF3EyD5QFiF51zxGZpVe9KF31i/h9Ta2SAAFQV5cVIO+pjqt50Jn1Na8QICNxgrL1KGz2565+4E7fi2QsXrjSSXht+bkno2iJ8GLzZV1YK3GjQjf4b7Tqtl71Qrxw9GQinv5FUBghQADU1UUFyLPKj8/kx4/Mj6UBMo+7rqwwUF5EwiGLtSsT9V8v2oZp2Oz3ooL4XyUBMvejVdvhqmfR7bGSVeuuq2UcVpnL1xMgAOrqogLkTQfG6/vb++s6DJSP5c4AmTqOjoNpGAcTGemqG/HnDTXWruNhHXZyLS1LD47Y+QBZWoGbMECmjmNl8mESD66Hq17Hq274YSfXKHv5egIEQF1dUoAsVZfVutH4DKdg6S6tzwqD6BFLROWNF494W7n76eqESbyo9j0dILNoBDw3b0of3LjyWz9gb646+NmNnzx6mAABUEuXFCCfOi4+7t9e3+7vl2GkvO2xN8Ljg2U0lh70biXzbYNBETdzf92p7ohKAsS+CyRHGto4eCC1vnUy50uvOhhNWYu89Eee59yd+FRIALiiAFHHG0s1ev753Hi9v1cTsL7u778qLh0OaMxyxwbJwYhixUMa6ofey60v+kSS8vNA4lW/pA4zwlWnX5jth880FdHzev3sGgGgZi4pQNQQiD4+WH6FwfF2f/9ReV/YXng4oXubAm76fohTV0bJAYijGvkbPcsrDpD1tGdtBsjUC4fGrVQXWGbVS1ecYNU9EZm89F4mIn6miwsAaubSAiT81/OXHjxPHtpt6uopt2UBsnSiKbeBkeeL+OPoCGSyWEwmI1edIrgRIEtX3OVmgNzGBfN41S9RJ5c6gyTTXQYA9XKBXViNxuvH/VfYru/RhZXEQzSzKtfPNB9tHBNMbzydDCo4gn4nd7R4yQdIZtVWQTYVrDo4WZFDEAA1dmmD6K/6v+9qIGSfQXTVyCeTeXubI93rVdGohO2Hs257s17PsqfxwHc6QOZOHA+p8fm1v2PVa/8sL2QP4Gq0LyhAnnVc6MspvibzsnbLHAMkTbsdN/jFjbw6kzxz4nhBgGRWnQzKJzG1nkTXOclysmeEAEC9XFKAqA4rFRvvb4HnxlJFSaXZsNk+pFF8Mng/PDGkvJFXFdGuXKR6nF7iAMkmz2pz1Y1xbq5w4Sg7ANTNRQXIqzrzXHVihZZf+nzCnXKHFzfi68FyJzonPdvIr5Ljizvx9L+cdML0PL3gepJZdT8eoB9Fq15kTghJjmjsklwBgHq4qAAJJl3df+qZta9fW65kkpFr5BtLX58eGE+Jus2e9XcTt+1TX19VNxcg8arHyahH8arvsquOH1fXaeQ+UwBq7LICJDjmuP96f31+1fclrHRXwrHIXXgJK8sKjg/aIpNpY34TzaS9ExmnC5ae+HfTdTALKzpYKQ6QhchtZtU34ar70arVz+mCtSN+e9loWPH13QGgni4rQHSCxFL9WVuoc/dii2jEQ9SNn9yg0Z+mC4IxDFudLe6rCi8+vigKkNTdofQNQHaueqpmBKtTTBgBAVBvFxYgjfl7tRsSbg+QxrqvmnF/oW94u9HKN5Z3wQVHvEVyZqEj/WnasjBAGo1w1eNdqx5xJRMA9XZpAdJoPIf3Iry/f6t0+FFmbVv29iGIqWXZ6VPF1aVN0m62LLl91Wu7Z3EpRQB1d3kB0misn18/X19/vAW+m2RxBAHgsrUvMEAAAD+AAAEAGCFAAABGCBAAgBECBABghAABAFxmgLQ5IxsAaulOpF3rAOlHJ4cDAGpFXUu81gEyi67wAQColZXIrNYBYot46QuGAABqYe2J2LUOkI4nkrrTHwCgHiwRt1PvABkzCAIANbQQGdc8QIYiPpemBYCaWfoiw58IkObjY7PqCvK1DocgAFA7YxHHtF3fJ0CarVarVTFBNmqHkr2tOADg5NSt+Gam7fo+AfKgFu5We6LN2pWIb596XwEAErYvsjJv1/cIkK5a+KHaE23WDlwRlwQBgNqwVbv8jXb9p7qwOh2VdD69WABQEz3VKg+/065XD5BOs9utPoi+WTv0RWQyPfUuAwA0GtOxqPz4Xrv+I9N4A+poSfyFxTnpAHBSa2uhvtK7Bz4H/YgB0hlMRPFWi7sbAMBJ3C1WXtAYTwad8wmQTscaBVsNADgx59AnEB47QDqd4ThMPgDAybjjY8XHMQNEjYXM+u1bAMBJtPuzo4x9/EiAAAAuFwECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAgDpeTPGmDQA4kZtzvZgil3MHgJPzzvBy7jPn1HsNAHCGN5QarOJb2gIATiS6pe3qjG5pO1Sb7C+s9WlvJg8A125tLXx1X0L7XAJkqDZ3sTz1fgMANBrLhfpKPzyPALF8Ea936l0GAAj1fBHfPocAGXgi7lRvNgDg5GxXxB2cQYCsRDzyAwBqxPZFJvUPkJmI0H8FALXSExGr9gHiiCxOvacAAFkTkVHdA2Qo4jP/CgBqZuqLDGseIGMOQACghhYi45oHiCdinXo3AQDyLBGv3gFii3icfw4AtbP2ROxaB8hMZHXqvQQA2LQSmdU6QG4YAgGAWlqI9GsdIG2Ru1PvJADApjuRdq0D5LdIu2C7AQAn1hb5fdgWnwABgKvQJkAAADUOkObjY7PqCrK1BAgAnHuAVM2AogBptlqtVsUEydUSIABw5gFSOQOKAuRBLdytFiC52jMNkPmSsx8BXLh21QCpnAFFAdJVCz9UC5BcrUmALJ9fn098/UWP668AuHTtqgFSOQNO3YW1/Py6Vz7en/dabj3PPTDfVZAyneXyggABcPHaP9KF1Wl2u9UH0TO1ewbI+vPjPva+5TBk5DcSmwAAG21JREFU7TjTxtxxwpLpwhXxxnb8a2viiT96iX+e3qmCSZQKUyd2o37u56+3ogNk5NiNhnomALjmQfRutQw46TTe+VsSH/f391/lByFrkWljrv6n0Wi8+BLq69/29c8rPZLR8/QDd8mtuLRxNkAcN6AvIeyr/4gkwQQAF6N9UeeBrMP8ePv8/HwPjkQ+nqsEiOWL8zKdzpzo3rk9Eae3tMc6HtR9U9wXe9obRRHTF7+vBUFBgAC4Pu2LCpD3VMfVPOjM+ppXCJCROEHZeiROsKirH7jTOTAWL1zpRF9b/i4sjJV1YREgAC5X+5IC5Fnlx2fy40fmx9IAmcddV1YYKC9Rk792ZaL+60XbMNWJMgkfjxEgAK5P+5IC5E0HxvP72/urDpSP5c4AmTpqqFuZhm39REa66kb8eUONtffipYJ/OblLBCcBYlsBAgTAxWtfUIAsVZfVutF4Dadg6S6tzwqD6BFLROWNJzfJA5npuDphGl483J4PkGi0nQABcOnaFxQgnzouPu6/Pt/u7+dhpLztsTcmwdDGMhpLD3q3kqm8wdiHq8ZA5iKz/sjznPYyHyA3d4EgOQDgkrUvKEDU8cay0Vi/vi7Vv1Xb/nV//1V9Z/REZqoXKnXYkRyMKJYfHnmoG7WHxxleb+sYCABcrvYFBYgaAgnP2/j8uP961Q99VN4XthcOjeuh9ICbHuyYujJaR6eBjF96LxMRPzeNd2m9qBICBMDFa19YgIT/+vy4/3ifZx7abeqKO98WIEtHvPAX/fBQpdHo+eF83r64d4vxZOWoMxJVDQEC4OK1L7ALaz6fq/GQz/26sJJ4sFOj3vEE3kZjPtKHG2n9sLsrOnNdPGdyE47DEyAALlz7wgbRX4OR87fXtyBA9hhEV/mRTOaNBtHXydVN1ivxo4cTcz8YJJnOej3Lmk7ja7gTIAAuXvuCAuRZx0VwPvr91zKZl7Vb5vBCD5WHByO9bfmRGyRJECAALl77ggJEdVipQ5D159vXm7qgyVKdil7pxiDZ7qlRPCTeD08MaTTWk2jYIyfu47IW6flaBAiAi9e+pABRZxB+BLOvAssvfT7hTrnDixvx9Si6E52TPs6cEDIWV//Lig9R+vHp64rrESAALlz7kgIkmHR1/6mvn/j6teVKJhnrSbZ7aunrS129RLFxm4yFZB5fj8SbFwUIAFy89kUFSHDMcf/1/vr8qu9LWOmuhGORu/ASVpYVHHq0RSbTxvzGF0dffFfG6YK5K3572VhbTnJgQoAAuDLtiwoQnSCxVH/WFqm7Q4ksohEPUad0uEGeTNMFwfCIrU5E91RFvHEECIAr076sAGnM36vdkHB7gDTWfVdFyELf8HYjQBrL2+BaJqNkpKMvzjRjr/cBAM7OpQWIupa7viv6W6XDjzJr27Ln2wt6VrogPpcwOqXwO88OAPV3eQHSaKyfXz/VBRV/Vm+SFR7KAMDFal9ggAAAfgABAgAwQoAAAIwQIAAAIwQIAMAIAQIAuMwAaUvx9dIBAKd1J9KudYD0o5PDAQC1shDp1zpAZtHFQwAAtbISmdU6QGwRL75RLACgLtaeiF3rAOl4ws39AKB+LBG3U+8AGTMIAgA1tBAZ1zxAhiL+T18YEQCww9IXGdY8QDoOhyAAUDtjEadT9wAZikj6juUAgJNTt+Ib1j5AOisR3z71vgIAJGxfZNKpf4AMXBGXBAGA2rBVuzz4mQBpPj42q65gs1YlnU8vFgDURE+1ysPvtOvVA6TZarVaFZ+pqHboi8hkeupdBgBoNKZjEfFn32vXKwfIg1q4W+2JCmvV0ZL4C4tz0gHgpNbWQn2ld4ffbderBkhXLfxQ7YmKawcTUbzV4u4GAHASd4uVFzTGk8H32/Uf6sJSrFGw1QCAE3OGh2nXKw6id7vVB1vKaofjMPkAACfjjoeHa9ePPo03xZ7127cAgJNo92cHvv7uDwYIAOByESAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMHLkiynetAEAJ3JzrhdT5HLuAHBynr6c+zkFyMw59V4DAEQ3lDqjABms4lvaAgBOJLql7WpwPgEyVJvsL6z1aW8mDwDXbm0tfHVfQvtcAmSoNnexPPV+AwA0GsuF+ko/PI8AsXwRr3fqXQYACPV8Ed8+hwAZeCLu9NT7CwAQsV0Rd3AGAbIS8cgPAKgR2xeZ1D9AZiJC/xUA1EpPRKzaB4gjsjj1ngIAZE1ERnUPkKGIz/wrAKiZqS8yrHmAjDkAAYAaWoiMax4gnoh16t0EAMizRLx6B4gt4nH+OQDUztoTsWsdIDOR1an3EgBg00pkVusAuWEIBABqaSHSr3WAtEXuTr2TAACb7kTatQ6Q3yLtgu0GAJxYW+T3YVt8AgQArkKbAAEAmCBAAABGCBAAgBECBABg5CIDZPn8+sz1FwHgIgKk+fjYrLqCbO3eAbL8/LpXPt6f91puPc89MN9VsPEAAFyTduUAqZoBRQHSbLVarYoJkqvdM0DWnx/3sfcthyFrx5k25o4TlkwXrog3tuNfWxNP/NFL/PP0ThVMkss62moJf6XvdHXj3Kj/6e+17wHgOgKkWTUDigLkQS3crRYgudr9AmT+lsTH/f39V/lByFpk2pir/2k0Gi++hKIE6OufV/o6jj1PPxCdFX+jf9bXWVmo/445Zx7ANWlXDZDKGVAUIF218EO1AMnV7hUg6zA/3j4/P9+DI5GP5yoBYvnivEynMye6d25PxOkt7bHIOPh56ov7Yk97oyhi+iJO+gECBMD1aVcNkMoZcMourPdUx9U86Mz6mlcIkJE4Qdl6JE6wqKsfuNP3IhmLF650El5bfu7JKFoieIAAAXB92j/ShdVpdrvVB9EztfsEyLPKj8/kx4/Mj6UBMo+7rqwwUF5EwtGQtSsT9V8v2oZpmCi9qCD6FwEC4Pq0qw+iV8yAE07jfYsD4/P9/TUMlI/lzgCZOo6Og2kYBxMZ6aob8ecNNdauB8vXYSfX0rL04IhNgAC4Vu0LOg9kqbqsgob9VQ2E6C6tzwqD6BFLROWNJzfJA5n76eqESbyIqL4sAgTA9WlfUIB8RnEx/9ABstT/rWoSjIEso7H0oHcrmcobDIq4mfvrTnUfFwBcn/YFBYg63gg6rN7vv77C4Pi6v/+qvjN6IrOwWyo+7EgORhTLjyf6NhpW7+XWF30iCQBcnfYFBYgaAlHHB8/3969vYYC83d9/VN4XthceTuih9ICb7paaujJKDkAcEfFvOBsdwLVqX1iAqG4ndfSRBIh6qJKpK+58W4AsHfFSQyYjzxfxxxyBALhS7cvrwnq9v/96+7j/eN+vCyuJBz2zqpGZwNtozEfiZ0bUG43pjScuCQLgOrUvbBD9NZyCFZyPvtcgusqPZDJvNIi+Tq5usl6JHz2csH19MRMAuDbtCwqQZ50ar6+vr1/BdbDieVk7ZQ4vkqFyO86S4vxQE3jdipsHAJelfUEBojqs1CGI8vb13mgs1XTeSj1M2e6pkaz0v/rhiSGNxnoSztDa0BepunkAcFHalxQgqvPq4zXplVKBokZCdsodXtyIrwfLneic9HHmhJBVeM0s5U68qpsHABelfUkBEky6uv/UM2tfv7ZcySRjPcl2Ty19fXrgSxQbt8lYiHITx8nU1xfsBYBr076oAAmOOe6/3l+fX/V9CSvdlXAscmdpwaFHW2QybcxvfHGC8z7uRMbpgqUn/t10HczCig5WAODKtC8qQHSCxFL9WVv0optDxTeIUiMeom4y5QbpME0XBMMjtrrBlK8qvKKRdQC4Au3LCpDG/L3aDQm3B0hj3XdVQiz0DW83AqSxvAvuUegtOP4AcK3aFxYgjcZzeC/C+/u3SocfZda2ZW+/TMnUsuzMlRUB4Kq0Ly5AGo318+vn6ysniAPAUV1igAAAfgABAgAwQoAAAIwQIAAAIwQIAMAIAQIAuMwAaUv6prIAgLq4E2nXOkD60cnhAIBaWYj0ax0gs+jiIQCAWlmJzGodILaIxwVDAKB21p6IXesA6Xgiyb0CAQA1YYm4nXoHyJhBEACooYXIuOYBMhTxuTAiANTM0hcZ1jxAOg6HIABQO2MRp1P3ABmKCLf9A4BaUbfiG9Y+QDorEd8+9b4CACRsX2TSqX+ADFwRlwQBgNqwVbs8OIMA6aik8+nFAoCa6KlW2eqcQ4B0hr6ITKan3mUAgEZjOhYR/+ADIEcKkI46WhJ/YXFOOgCc1NpaqK/07oHPQT9igHQGE1G81eLuBgBwEneLlRc0xpPDj3+UBkjz8bFZdQUltdYo2GoAwIk5w8O065UCpNlqtVoVn6m8djgOkw8AcDLueHi4dr1CgDyohbvVnmhrrT3rt28T/xe4rYRaaqmlltpv1rb7M/vQ7fquAOmqhR+qPRG11FJLLbVXWnu8LixqqaWWWmovurZ4EL3brT7YQi211FJL7VXWHmcaLwDg4hEgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAIDDBUjz8bFZdQXUUksttdReZ21RgDRbrVar4jNRSy211FJ7pbVFAfKgFu5WeyJqqaWWWmqvtLYoQLpq4YdqT0QttdRSS+2V1tKFRS211FJL7cG6sDrNbrf6YAu11FJLLbVXWcs0XgCAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAHC4AGk+PjarroBaaqmlltrrrC0KkGar1WpVfCZqqaWWWmqvtLYoQB7Uwt1qT0QttdRSS+2V1hYFSFct/FDtiailllpqqb3SWrqwqKWWWmqpPVgXVqfZ7VYfbKGWWmqppfYqa5nGCwAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAA4XIM3Hx2bVFVBLLbXUUnudtUUB0my1Wq2Kz0QttdRSS+2V1hYFyINauFvtiailllpqqb3S2qIA6aqFH6o9EbXUUksttVdaSxcWtdRSSy21B+vC6jS73eqDLdRSSy211F5lLdN4AQBGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAwOECpPn42Ky6AmqppZZaaq+ztihAmq1Wq1Xxmailllpqqb3S2qIAeVALd6s9EbXUUksttVdaWxQgXbXwQ7UnopZaaqml9kpr6cKillpqqaX2YF1YnWa3W32whVpqqaWW2qusZRovAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAOFyANB8fm1VXQC211FJL7XXWFgVIs9VqtSo+E7XUUksttVdaWxQgD2rhbrUnopZaaqml9kpriwKkqxZ+qPZE1FJLLbXUXmktXVjUUksttdQerAur0+x2qw+2UEsttdRSe5W1TOMFABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAAhwuQ5uNjs+oKqKWWWmqpvc7aogBptlqtVsVnopZaaqml9kpriwLkQS3crfZE1FJLLbXUXmltUYB01cIP1Z6IWmqppZbaK62lC4taaqmlltqDdWF1mt1u9cEWaqmlllpqr7KWabwAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADgcAHSfHxsVl0BtdRSSy2111lbFCDNVqvVqvhM1FJLLbXUXmltUYA8qIW71Z6IWmqppZbaK60tCpCuWvih2hNRSy211FJ7pbV0YVFLLbXUUnuwLqxOs9utPthCLbXUUkvtVdYyjRcAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQ1Z9sD/a8nywr/ObXtb670ybafCp5p2jm2QfTEg/LXkLxi27Lix777koHDI0BQP1NbU23tH3/09MODP/4I29PeH3+ULmtbaVFLrDzFglVtNsjJMx2P9ccfgx2v4Sl6memilx/YNmBfBAjq5+UPzY6b9V700B9/vBQ0voNpFBVWUqhXsPkLOw6QaWSwI0Bsy0qOWZ7s5IcnOxtTg3Bdyc/Jgiq7VIAEGZZ5DdYff6ia8DEdICr/Xv74Q/3niQBBPREgqJ9e4CX8sh4261YvkQ+QJ7uXtP2pI5De7gCJH+ptDRD7/9s7e962YSCADgngIahKLQQXAZr4/39icR+kSEtyVKFoWfi9JXF8opwM90TekcmtjsL2YjGx5eqW5GOVl3ahzijW1mzfCmRpghEIDAoCgVHxrFoS8hJizFGf9nuBWKo9yK/zNHVFDU3ClomLQLJhKf5UIGIMCbJrZrmbvViyv5G3e7SjiDP0/XBVIPXTLI0xEQgMCgKB4VhnmUbEPMWUUvKEXHPxrIk2hDq5WDTnHgskfSOQrrhyKpBZpxizeyLLq8VexKIRH03k0oySck42K9mWv/zrs0BcZIbXQFIIQRQYTn5BgH8MAoHhqPUOWZoqCTnaOlGUvK0/bhNqsUyPP9d/LxCfqpwn6Vr3No9oicLslLrby+pTN1dI+gFCuVuST56lprETiJNS8huUv0PWegkCgRFBIDAcc4whyEP5oxPINKc0ZxdIjKVT6aVAHpcEYmb4tgsrqjM8uLaEmTfsSnnvYJS5WfzSBa9lL5A5JdFL04Ulv6X9GdK6IhAYEQQCQyLVZ3vu99Tp5epJ1oR2XVhVIHNLnvK2peKhuTjqFGBKvUD86j5Jr7uNIqYOv3krimaZLRxpKHgxJuunnzXipAZitX8ViH3xdThqIDAiCAQGRG3hBfCakKUFNqoPzgVSqwiVOk1ofpZ7gZQVpi7123Sj+1BW9tA5UB9dBtC3DgSSzQ+Lh5VluCOBNB/avqRpWiM1EBgTBALDoaUPeVZXNHUu3pabJZfKNycCiTuqJ4Ksi4V51m0arUBcDH3ql9audpFs08QmkPw0gJVF9qnephz1BovOJnZFdGtcbmYgOl8RldrkC4HAeCAQGA5Jp1vyLns0yuwhRxFMf8VxDWTHthddt6M7tYeqG2TrrNruUZqwngTi+03OermkScvuJgaU7jKZXJ0U0ZsaiDRv2YaTda4OAhgJBALDsWzTBsmj2sk0z7Jd3JqamiOiSsyWX0OuezJWbaLtohr8HvJ479f2WwC3PmGLK0WZ3RKWrKw9agVD7ddd2uxnNFFkedkJJNW6TXuUSYp5ytFW8qiBwIggEBiRkBssnc7dytSpQJrE/LyR8EggUqwvl758yi8LS7siumwPUa81Y7fjNLvkTVfz9bOw9KVqM3RdZwBjgEBgRJqjr0r+7Q+5Op+B2DzAayZnx+t6DUSrCzW9vxBIM0/xDSBta65vEzFkxHDiD796SasM2P/GOe4FsshpWPon4CxeGBEEAiMiPVDO1oVVeVUD6dTTC6Q9HaQUxNun/XOByPrV05nAvh1k88fxKFL28HJLiM1m810dp6yM6cec25O07JrtuC2AYUAgMCJNeq1LRduaVj8DkZNPpLBg/zHjxQxkv4S1el9wf6cdeuSVnq8SSnndq9p6Lpa+Ucd5bgae7MKlnULluJ4LpLtad61bB/Nv/PkA/g4IBP4TgZTzoow+1tPy9zWQUOY1Xo/vJg+nSbqZ1TQe8lOu2q0bz6M0zkheKS+dAFcEkmtMbTUGGAkEAiPiHU3W1VQFks5ie4G8mIHEZqP6bqCLArGVJW3w+i2B7MbsXssiWSVs9RM54kROcHnelQIwAAgE/ssi+umCTh/2Yglr3wR1fZkobSek3OVAILvPVo5vefkLA/w7EAiMSPv/o+JRG+/p83gfls6K6LtOYP3nIH/xKb/Zr3Lwr3jLT5NV3qOVQgAGA4EAAMAtEAgAANwCgQAAwC0QCAAA3AKBAADAnxPIx8+fH1cHIJZYYokl9j1jjwTy8fn5+XnxTsQSSyyxxL5p7JFAfsjFX9duRCyxxBJL7JvGHgnkSy7+ce1GxBJLLLHEvmksS1jEEkssscT+sSWsx8fX1/ViC7HEEksssW8ZSxsvAADcAoEAAMAtEAgAANwCgQAAwC0QCAAA3AKBAADALRAIAAA87vALTADh5jEvTyIAAAAASUVORK5CYII=&quot; alt=&quot;q04&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;4번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ③&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;REPLACE 는 &lt;i&gt;(원본, 시작 위치, 개수, 새 문자)&lt;/i&gt;. &lt;i&gt;1번째 위치부터 4개&lt;/i&gt; 글자(&quot;2023&quot;)를 &lt;i&gt;&quot;2025&quot;&lt;/i&gt; 로 교체 &amp;rarr; &lt;i&gt;&quot;2025년&quot;&lt;/i&gt;. 위치 기반 바꾸기. SUBSTITUTE 는 문자 기반이라 다름. 둘을 헷갈리지 않게 주의.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 style=&quot;margin: 28px 0 12px; font-size: 20px; font-weight: bold; color: #1a1a2e;&quot; data-ke-size=&quot;size23&quot;&gt;문 5. TRIM 함수&lt;/h3&gt;
&lt;div style=&quot;margin: 24px 0; text-align: center;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 8px;&quot; 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&quot; alt=&quot;q05&quot; /&gt;&lt;/div&gt;
&lt;details&gt;
&lt;summary&gt;&lt;b&gt;5번 정답 확인&lt;/b&gt;&lt;/summary&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정답: ②&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 14px 0; line-height: 1.9; font-size: 16px; color: #333;&quot; data-ke-size=&quot;size16&quot;&gt;TRIM 은 &lt;i&gt;앞&amp;middot;뒤 공백을 모두 제거&lt;/i&gt;하고, &lt;i&gt;단어 사이 공백은 1개로 압축&lt;/i&gt;. &quot; 컴활 1급 &quot; &amp;rarr; &lt;i&gt;&quot;컴활 1급&quot;&lt;/i&gt; (단어 사이 공백 1개 유지). ① 처럼 &lt;i&gt;모든 공백 제거&lt;/i&gt;가 아님 &amp;mdash; 그건 SUBSTITUTE 사용해야 함.&lt;/p&gt;
&lt;/details&gt;&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 style=&quot;margin: 36px 0 16px; font-size: 24px; font-weight: bold; color: #1a1a2e; border-bottom: 2px solid #1A1A2E; padding-bottom: 8px;&quot; data-ke-size=&quot;size26&quot;&gt;  시리즈 링크&lt;/h2&gt;
&lt;ul style=&quot;margin: 14px 0; padding-left: 24px;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-1편] 함수 입력 기본&amp;middot;연산자&amp;middot;셀 참조&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-2편] 텍스트 함수 &amp;mdash; &lt;b&gt;현재 글&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-3편] 통계&amp;middot;논리 함수 (다음)&lt;/li&gt;
&lt;li style=&quot;margin: 8px 0; line-height: 1.9; font-size: 16px;&quot;&gt;[Ch4-4편] 찾기/참조 함수 (VLOOKUP&amp;middot;INDEX&amp;middot;MATCH)&lt;/li&gt;
&lt;/ul&gt;
&lt;hr style=&quot;margin: 36px 0; border: none; border-top: 1px solid #e0e0e0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;blockquote style=&quot;margin: 20px 0; padding: 16px 24px; background: #F0F0F5; border-left: 4px solid #3366FF; border-radius: 0 8px 8px 0; font-size: 16px; line-height: 1.8; color: #1a1a2e;&quot; data-ke-style=&quot;style1&quot;&gt;
&lt;p style=&quot;margin: 0;&quot; data-ke-size=&quot;size16&quot;&gt;  jit.camp &amp;middot; 컴활 1급 합격 가이드 &amp;middot; 2026 최신 출제 반영&lt;/p&gt;
&lt;/blockquote&gt;
&lt;/div&gt;</description>
      <category>0부터</category>
      <category>lens</category>
      <category>mid</category>
      <category>SUBSTITUTE</category>
      <category>trim</category>
      <category>컴활</category>
      <author>sansigi</author>
      <guid isPermaLink="true">https://nirvana8.tistory.com/84</guid>
      <comments>https://nirvana8.tistory.com/84#entry84comment</comments>
      <pubDate>Thu, 28 May 2026 18:06:34 +0900</pubDate>
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