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<title>第一课 —— 耿丹学院 2026</title>
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<header class="site-header">
  <a href="https://www.kozka.com" class="brand">Bronisław Kózka</a>
  <div class="meta">耿丹学院  ·  2026年4月</div>
</header>

<div class="hero">
  <div class="eyebrow">视听语言  ·  第6周</div>
  <h1>第一课</h1>
  <p class="lead">我们从肖像开始。不是因为它简单,而是因为它直接。对象是熟悉的。真正的挑战,是学会真正看见他们。</p>
</div>

<!-- What we are doing -->
<section class="section">
  <div class="section-inner">
    <span class="label">今日课程</span>
    <h2>我们今天要做什么</h2>
    <div class="steps">

      <div class="step">
        <div class="step-num">01</div>
        <div class="step-body">
          <div class="dur">约 60 分钟</div>
          <h3>介绍 —— Bronislaw Kozka</h3>
          <p>介绍BK的创作实践:舞台式摄影、以人物为核心的图像创作、“花园”系列,以及风景与AI相关的作品。理解这门课的教学出处与背景。</p>
        </div>
      </div>

      <div class="step">
        <div class="step-num">02</div>
        <div class="step-body">
          <div class="dur">约 60 分钟</div>
          <h3>肖像大师 —— 学会观看</h3>
          <p>我们将研究一些最有力量的肖像作品。面对每一张照片,我们都要问:光线在做什么?摄影师站在什么位置?这个画面告诉了我们这个人什么?</p>
        </div>
      </div>

      <div class="step">
        <div class="step-num">03</div>
        <div class="step-body">
          <div class="dur">约 45 分钟</div>
          <h3>小组规划 —— 选择你们的图像</h3>
          <p>以小组为单位,从下面的参考列表中选出两张肖像作品。你们将在下次课中重新拍摄它们。规划拍摄地点,考虑一天中的拍摄时间与可用光线。认真思考,你们希望在构图上理解什么。</p>
        </div>
      </div>

      <div class="step">
        <div class="step-num">04</div>
        <div class="step-body">
          <div class="dur">约 30 分钟</div>
          <h3>小组展示 —— 你们的计划</h3>
          <p>每个小组展示自己的计划。要清楚,要迅速,要具体。拍哪两张图?在哪里?什么时候?你们要研究的关键构图决定是什么?规划要讲求速度与灵活性,但不能以牺牲深度为代价。</p>
        </div>
      </div>

    </div>
  </div>
</section>

<!-- The core question -->
<section class="section">
  <div class="section-inner">
    <span class="label">核心重点</span>
    <h2>按下快门之前,先问自己一个问题</h2>
    <div class="question-block">
      <p>“这个画面里有什么 —— 为什么会有?”</p>
    </div>
    <p>这项重现练习并不是为了复制。它是为了理解一位优秀摄影师为什么会做出这样的选择。他们把什么放进画面里?又把什么留在画面之外?主体与画面边缘之间是什么关系?</p>
    <p>大多数初学者以为摄影是关于你把镜头对准什么。其实,摄影真正关乎的是你决定如何取景。</p>
  </div>
</section>

<!-- Portrait references -->
<section class="section">
  <div class="section-inner">
    <span class="label">参考图像</span>
    <h2>需要研究的肖像作品</h2>
    <p>在下次上课之前,请认真研究这些作品。上网搜索每一张图,在开始规划之前长时间地看它。你们小组需要从中选出两张,在校园内利用自然光进行重拍。</p>

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      <div class="portrait-item">
        <div class="portrait-thumb">
          <img 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" alt="尤素福·卡什,温斯顿·丘吉尔,1941">
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        <div class="portrait-info">
          <div class="photographer">尤素福·卡什</div>
          <div class="work">《温斯顿·丘吉尔》,1941年</div>
          <div class="why">分量感、阴影、正面而直接的对峙。众所周知,Karsh在按下快门前几秒钟拿走了丘吉尔口中的雪茄。那个怒视是真实的。请研究画面中的黑暗传达了什么,以及实际上你真正需要的光线可以少到什么程度。</div>
        </div>
      </div>

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wz2JoIW7zzSLkDam/r1oLHin+X8Ri3hggLz1ou3tlWISl8SgHexPOPaiXxOFt7dMKMHBo9bdDCwO3yocsFyRxQJ7qKS3hhZJn+W8Vc+bJJJ7eo61dIsUwdhtOM8nIyKs1W1ext7HwJWQyypGVwCpyOfpX3y8UrP4kpjmHBTbnp6juKCmR2miYsg8aKPdCDx0pjrmopLptrdReG+JVZ4icZ+n3oC5uI7WPwbgW6xEZVmJwT346j7Ugkui1xbW4WVrHeJIo/z59SPUUG0tIXhcy3kvj3TKAqxDIQfXpmjvl5e3jkdsKD+9JRqFxbwLcX1o1pFnbG+QAT2yD0oiLURKpZtWSM55QoikfqKliUt0FI5rbCkAg9fQ1oraAeIjHPlGMAYBPrWe0rdHY/0IdzPwduOD61oIZRFCHkJOBk+vH0q1odLDG0YDAkZNdt45HgZZXGGbKFRyKjvY+bnkcVxC5OAT+tYRfE2wbSxbHrULlm27lxiuiB8byePTNclRR/djPagXyKxjYqc46kmkdxL5ipkbJ6YrQXIVIGROSfalcGlsXaZkkZuxA4qygcosUQZy2TQznxJPIBt7nuKby2pVgGhcZGeapnht2vYYwhBKEkAVR4Z+Iv8A813ZOBuSMjHfy1m4ycEg5PpW3/F62jg+JoHjUgSWwyMdwSKxcKjGSce9dJwjcfgzMYfitYz/AOdDImPtn/isj8UQ+B8SajGeMXD/ALnP/NOfgWf5X4msHUEkTgHB5weP+a+/EyxFn8ZXqAFRLhx9/wD2p9FPwhMsWrQPINyrkH7ivYfhV4/8Hmif8ySk14foZ8K8TnuOa9t+G7Y3FhKUYiPeDx9KzQwldIJQd2F9jVd3q8DLsWc57qOeKynxRfTSao+m2MpiSP8AO55J46UDZyvaQs0ltNKGONydagd6lBBqTRs11KFjzhOMfUjrS3T49S0zWbd2lae0lk2kqcqM/wAVTHcmaT/KeLno3U040+NJfFiJkCSoOnAB9qDWRXR/MpB465yDQd9AbiUytwMdBRlhYMtpEIYdqEcdqJFjOoIG0fU0RmTblnO1So6ZPWq/AJkWNgdw7+taWezDlNxTIPZhSu/iVbm3fgc44agAMe2TzeXJ6V1iDfqDglYyeKPu0TahOMk+tAlkOtuoQf5JGPWiiREXVWEgXI4HtUli8M4DHd2Ioi1hLQAiLovqKLt2EEheW2LbQBgY6HvQJ5op5ZVkkGQDwPWvtPwLy/8A6fIiUqR2607utRj2hVsyCG5pPZ3zxXeoO9tJtkjATjuKgZuoMay+Gd20dOK4JJI/EdV4MRGCKL/xTxbNQtsQTGOpHpQl3fPJGUFquSgAIYetAHq9xI93pcL8gToSB3wKZXMcbt47Kyui/mTrSvUg82t6QY4z5nJ2g9MCrNQ1cT6TqM1pbXQe2VlwQMk46jnpVR5/8TfG7zyTWdpArRoMLJKPMGHWmfwPqR1SR7oQJ8xYwDYmPJwMA15lKWZmdiS7HPPUk16p+FemGxtJb8vHNDdx7SEJzGQeQc8Zx/NFq3VdavNSjiWa58u7cVA8uQa0+lmO5s0fWIY/mfVtuSvUH96zF1caDpWtpb6u4MQcsdjFyF7ZCjvT20+K/hECUhmcGQkE2znsOKlSo6LItxYh4cemT61LQ21CG+tLbUo0LP4gDL+2aV6VcTxQhVMas+Co6gmtHayzs6vI6BwPLx1q1ad6FKbrT45ZwPEOQ49wSKarHH2VazFrdSWytFGQAXL/AHPWr47y4fOZMfepYNEUGMACoNGP9A/SkDXk4/8AOb7Vz5q5x/nNipgazvKmRHa7v0of5i/2/wDhMD2albz3Jb/Of9akl1cI3L7h6E0wXXmo3NujPJboCOm5s0tbVpRP45WEFlx3yKLmlMkRDbM464zQdvdtLGVI/JxkxjmqPJ/xjvDea1ZMQuRbn8oI/urCR5CEg/Y16B+MKH/E9Pm8wBhZRlcd/wD1rAKCvOM+tdJwhloty9nqFvcg+eJ1Ye+DTz8VNRGra3b30asoeALyMc5/9aQWMa+Im85U+tNvi1C9naSnYCrYZgeTxU+hNbQvG8Jbqf2r2r4TlW20MXl3loJU3cHpivF45toDMA2RtUZ6HivYPhuH5/8ADaYxcywtIpUdV6EfsalGVmnWTU7283ZhaQ4Oe1Fadq9pLMY45CJB1Vv5quws4ZUeDOVPIZx1NEaboFvBeR7lDlWLsVGOPSoGwKuNyqpf1PNVK7i48NMgOOP9tItUt9Rj1QSWcjLEeQo7j0o3xrlrqALDIxZ0U7R1xgt+wolb631IwwxxMz+QY4FSfVYnJ3ROfemz6MhPCiql0BTnLA0TSaW7iJJS2U+5NfJcxKwPy0YHfvTa40QHcI+GH6Gh5dDnJ8o7VDQ73kBXIjX/APGl52R3ovolPiEEMvYimTaDdlDjaPvVMulzQEYIkz1CnmivoNTlEhYoNpH5cVa2py55jiA9KgmmuzEiNkHq1XR6SyuHKbh35pqofONKOij2Fcfc6/0yyk+tGfJRKy/0TjvUZLQMx8HcB0+tTQPFHIcByhPuKIW03f2IfoKLs9OnUh23ce9GyQHdvZmTHvxTQqx8lBJMkQUqpye5/wC1AaVG93p97MsboG3A9twxTq+lMlnIhHiKykbByTRFjcW0VlHbhCAqgFCKaj8x3af9VJwcByBXsn4a2OfgxWy8bNI+cjp05xTmLStCbVTLLaQBBIzbXjxhiB/2rTRm2aPwYpFxjAVCBQeL/F9nPqeus2hWElwkSjxJEXhm78UM+njSNsF8xEzqJWQL+TI6H3Fetf4JdWoY6dP4ZJJIKDn60p1H4PvdUuPmbqeMybQuQg7VKljNaUJxCmXwcYye30p7Es7AYnBx965pHgmOMbEP/en0BUA/01wB2FbtbLLeC9ZsiNiMZzTIQhVCyMQR16UYjIqbzGx7YFEKsTeZkHPPIrPqF4UHGwZFcaNiM7T+lM1kCnyIuPpVckjsjc7fqKAFbeQrnZ+tVtA5OFxnuKZKzhFJK4x61wSRh8ttxjkiqF3yEmPyE59DUo9LI6ptB5/NV8t+u/ZExx3OKg2pxIyo7Ey8f08jNB5t+NelRQaVYXIYFxMUH0INeSICMheARXuP4tzW938ITKCvixyq6+3NeGqx2qV+lanCGdqihVLnqOtMfiK5LWMKeIpQjAXHIxSuEL4OcDPpXbuVmaJfD3Js4A7U+qhpiS3cgRYvFRPMQB0HfNew/hZqdsNT1TTEHhxSBJYYxJuGQMNz36j9K8l0G3u4pZJIH8MSAoy55IrSfDQudO1aK604FnHIDdPfPtSof/HUjQfFVwlqoRCqsMcduaX21+lxcQzzy3FnIF2sw6OPT0rvxHPcXN6LuYqsrLklBwKlp0s1zCVuEjkxjDBQD+1T4NCZ0uUAt4y4UZyBkgCn/wAM6XFYa3YzZzNLaSszH3KnH6CklgkltZzR25dHmQqzjsCO1FWyul9Y3MomZrOHZHlj+tEr0ft1FfZGetZmDWrhzlo8g9MGjBeTEq0kTAHoNwqIdlh0z+tQdyOmKWtNtdd0Upz6GoyXyq4HhSj7UBTyHOPLUVaTdhYwB6gUtF5C0pyzRuPWiI50kACXygseh61Ko1hMUyD+tDSSSjHT3GahN4q4X5gtnjIFUpsViss5UnpkVFEG6dW2Oox9M1Q87gllYgD0FXKyM4Vn3nttr5tPeVmDhhH65oK49WG8xkZYDgnvU45L24Y7ogierdatgsYUlB28AcD1pqIwRjtQLIUgtXZlXzerHmrxdQOclE3fSiTaRN15+9RFlCOqdfeiKGkAHmigKn2qhvly2DDH9gBRhsoRzsyPc18sFvgnYox1wc00Dho44/IgGf8Acasjkj2/l/8A2NU3JiJAjRuvXHSj4RF4a7QGGOuKUeSaNqlnFbLKrKF5LCR8c+taS01W1SLxluIAG5/zCT+hrzfQ/kIljEi+MUHIA/k03ub6G8bZaWaxqvLMe9dK09Bt9WtXVnWaMY7u+APpTA6jYwQB5nXj/S2c/asbpMQkj/621KQAZBjXr96vu9VtIkxa2qbsYBbnFRDHV/j7QNPU+JIwYdMLyT6ClGk/Gg+JpGt9MgEUwG7fPIFXH25z7VmrnR7G+le4u0Yu5654FRQadozLLZqsQHBYcmg2LXOqQW0qyTw+JnAyRj7UNZ2l88Rub7UjHD/pWTqfpSS417SngyiSyzN1JQ5of/GPmoxtQoFOAuKK0uyyeKSaXULuTYfLtbHNY7WF1tJPFtnXLg+rvjsSe1HzajINu1E9NoFVy3uoyvsErRgLtGxdo5oMdrUN0miO9/PLLNI46twv2rORIwwO30p18U3MjXK2ZlMgU5POeaBhjkIAyPpVFECFpCq569K0NpbQzPHFJgFuF9SfSks261zkAMR1rZ/h5p1tqF7JPfOpgiA2BjgNL/aue1Qo21+B72eN2hPhKkRdizYyQM4HrwKj+GWs/PteadDLFbX03h/Kl4jJhQTvGfpj6V6FaXs11fSQeDEdsbW9wPEARZNoIUKepNfnaynuNK1VJIZGhmt5cbo25BBx19Ks9Zer3NlHdMm25E0k08kQQoVJZTyAOcj3ojS7NYY5SWXEZy5OAFHqT25p7DNeu2mXMkVmsMxO4IyhgWwQfr3OKqjtXzb3cUdlcC+WS3u41fCugPlK+rDnP1qA/TIbSIGKe68VQVkDrGRsDjIwR1U4605u7q0t4VBieZSudyAHilFg0xiaW4jiDQJIAsQB3Kowp9iPSvtLkMF5ZoGjdYoS8r5CPyMgFRxzQq6NI7h90NjckH/Um0CoyP4EgBLxEnADcgUbBrBaGAnCmaPdGCpUnnBBB6UtuJriebaIt2D/AGjJz9aIa2k0JiDG83k9hxXJ4Jt2d7MvYg0oFw0IYSRbVzgZH61b83z5Z2GT+UUIZIoTDvly3BJXOKlESAUNojDqCcCkrz3JnwrPjvnjNNrGdyV8QZCjHJqVpyWMs5McDemFfgU4tYWWJd8IzjqTk0Gb5CSiRBR3Y1M3hgG8OGHpWQesGGDBdufSrlyvDsSPtST5+eVsEBV9Sa+lheVPEE3nHRT0qhu80MY6gkehGaFn1ONThVOfrSllmJBzHxVbK27PhknuRTAxOozbxtIANWi5duZZh9BSkb92QCPrVySBeGGftTAzWYE+QgHufWvhehZAY48epI60FHInT8me/aotIA+GcEetAze9jcYfI+gqtJMDyMMZ7mqUEQTO7NWRv5eAuKiPE9JgK2/LBQ/JVVyTTGBZYyRGgWPv2NSsUubKFfyrkeUkAkUZCjyIzvsYd2Y4ro0pS4mfKB3wOME8VeUYEKGU9zx0qC9PKVUe3er7fJ4ldUX161EVyxllClgV/ux2qtreNlUGPgdz0q64uUg827g8crSnVNUfw8QkufQLQG3EdskeyZkLN12t1qtLbSItpjjRGxk7pMms7Neag3IXYOmcc1R8tdXBJkdj7UU/n1TS7WUoZFLD/SMS0vvtfiaJxbo+SPzkdKVtpxV+evfNEw2gyEWPJbgkigQeBGZTL/Ud2ycsOpNWabA76sgkQ7QOgp28MdvHifCnHXrQm5SmEUjByGXrRF2qaXHdyRqRsCE5z/FbL4O0220jR/FutzQyy7niYcYxlXX1PB4pTp0EMrobjcFZlEgQ+Y8gYH857YrY39pBJLsuma7s7aZ5Fuo2wbJl/KuB26ignol1BqN7YFtl1dxzCaSVSFABQhZMcZ4GPY14h8U2slp8RX8UsEcLeMWEcZyqg8j9q9Rk1RrHV9Ku2hNyruJF8GMKJXwVHXou1mOPU1558ehx8QyGWyS1dlGURiQWycnJ69eav56j134WT5j4a0SWPTUKjB3TMMj1cc+1HiHwU0hLaxh2m7JfJ/wAjcSSVOeScVnvw8mib4T0bbazTS/NSL4gfAiYY5Ptj1ptAtvHDpyQ2NwiJqjyRxyMR4ZVcb8D+0dge4qXosvbeFltPEjubUyXzhDBJkPnufQGrL9UuVvnIhnjaZLcSQZ8RVJ8wc47cEn0rmnywBNNS0mmtRPJLM1vOuTIO4JxxjqKUXt3fxS2sU6qpubnMAiGMyqSFyRnKspP6EUD7TbpZyTqMDRyXMau0L5IV+RhTjggDJ+opsbeGyiWVVZE7nPFJbKbaheCYMxBecxnyIcneFPOX5x7gdK0Fhex6nbgSqhiKj8/Xp6etRMULZWN1HxPG245G3rUzocOMLtP35qd1odscS2x8J16EGqredNPdmu7nfIeMUWKbix+Xi/6lxtHRqFiMkhxCFZB0J4orWbm2vLQsrknsFrPi9uo4RCCUA6cYNFaSN1RD4wCN3zzXZLiAQ5G1mHoKUQ3M0kCi5LnPQ0UiPHt2rnI6mg7JO0hwYht7dqslmlWEAcYHSoeIyEBtpz61CVjt8pH2oOwGSY43YI7YopvEC9WPtQULOpyAKKN25GOM0E1uEVcGM5964JImILcCh/GYnBXrXVjDYyTkHpRNXPKmdoG5T2qReMgBosD1qp1iA4JBoaZTjKyE0wH+PAgwSKgt3Dzz3pW6ycEc/Wpwq2zzLzn0qWFed2lxIYFBcgep5Jq5ZJGbEZ3E8etQiVHjUKT4MfAyOT701s5FiKybEVQeFxkmttK7LTbm8dURXZvQDpTu40ZbK1DXdwPF7RryaGfWbhHDI5hU9dgwaFvdcSRx4vhjjgM2CfrURG8EeAuD+vWgplXd/Sj2giq7jVIWbzSwRAc+VqqGq2xJxKzHHRVJoLXjITGQzHse1VpAyLlce9QXV4DtEVrcyMTgeXAP61Mz37geDpuCx2gPIOaKgIDIfyMW9+lWpEUPkAUgY5xQJutYdygt4IirbeSTipPb6rIMm7gT/VsjJI+maCbacjN4jnefSrhppjt/GkiWJOqlmHP2oI6ZdSvmW8nZP0/ii7fTYFdS8Ycj/W2aIs8aGOMJvjc4/tqdhqNxa3MPyokEAm3vAOFkyMHJ71c1vwNoROOgGKkEiWLG3+ruG1s9qAmS1TVZA2oGGO7hRvl4YpNiMoGefoMn7VjPxKt4of8ADSi/1pDM8kmc78soBz9jRnxtM9jLbX8J8ynawI6qaz/xP8TRa9Yafa/IiCWx3IkwkPmj7Agjg+pzzVg234U3P/wu2hkvZIl+fcLAg4lzHkg+1aqa4tptNt9+ozeAsE+ybbjcowu4/wD07hz3ry/8P/imLRLg2d7LHFaSyh/GKb/CfaQGzyfToK9JWWe90iBtP1PTbqTYI5HVkdXYsDtxjgFVPHHOPSn6nqGMQnSSAb4LoQ2JO8D+qzEcHHXBFIJLkW82nCNZlEEZlNorZYyZ6En2f9M0R8R6zYWGq3ENyvgXFyEhjKv5pE7tj+3BoWS/tX1W20uKQXEgDSfMlwzMpAAX69eO2KmBtbWxLLBboEs40iaGHp4bDJJz3OTivtSnkRgEDRkelV3UUqFCGKHmrIJoWGydDI3qKAnTtbvtphU+JkYGaYWem3dzL414mVNCwacyp4sMZ9ac6ZfvKvgyKVZeORUAGp2XgYe2XbjqK+SeK6tSCg8VRinskKMhDYORSWfR5UZpLZ+vagUoLrxSpfA7A1orAutvifbwODS3Tg3jFL2EjnAbFOLgRRW+QRgCil154btlCufQdqFKuMcZHtS+4mKzEoxwT0o+zuW3qjL17mguRQ/Kkg+9dCc+Y80xEaxx72AqkmKc+VgPpRA2dv5ufSrAwI4PNWNbkHHBHtXxttoyKqVQzMw6UPIrt+Xg0Q4kBO01wFwPMnNFUJLIgwy1cs4AxxUdock7efSr4WRUAZRn3qVK8xtGjkQbFwvYHk0wjjI5wBxxnilli5WNdvB+lM4I5rnkZPua02k5bou360DcaVHdSbpVDGmG3adpxke9XoiAZZvsBUQrXSoIwP6S8e1XR2UQGQoBPWjmweF6V90x9KAQW8aY2qeOlS2YOSeeoosKc8DJrgjLt6D1oqlVLj1P0r65sNy7nOAenNH7YkAEeCe5zVkFpNIwdI9wBzlulELIbaPYB4jceooee0u0lzDcWyQk5ywO40zullWVlKrn/b0qyy06W6OeFQdc0AYtlOC7ZAHUCqmjjEgAPB9qfXksVjD4Sqpfpms5JLuvAGx5lyMfWgzn4gSJ/hMa/wB5fFeeVr/xAn3XEMPp5qyIPNb/ADwc61JZpEGEdlGQTg45HQ1wgZNc+1UWm4d5vFnJlbuXJJP3pn8M2UGpan8rcTG33oxjkXs45FKlGaYaIjDVrTZncZQBig1EfxNrvw9cCx1VvnrdG8niNk49Vfr+teh/Dmo2upaet/a+aPdtkU/mjb0NYrVNFvNQt5IYoFklfmPcwXB+prVfCmkQfDmhvBLMHvbrDThTkJjov19a531Gsk1uOKBVQAGhLbXSJ3JTP2pHKqu68nFMNKtvEfyqzfWg0Bv5pl/oxkEjrRenm6jjPzC5z0qyyhaOEDhT7iiGiYjzSCoM9qWoSCcoqjy+lBXGoyvF4bAim2pW0cX9VXQkdRSae4iljKmLBHeilckzE8/mzV8M77gSeR6VS8W2Q7eRmiISqyqxUZ7gmqGgvpHh2OWB9cULCZEmDBj60yMtu0Q6L7jpQqWzztmKVc/WgdWc7G3DuhK5wTkVfK0TxnbQdlYzwLlvMKld3KQLhzijJfNdPbTgY3KaZwvDcxZwPeks9wlw2B6ce9EWRdELbXBHYjk/SimJtlU5SucDggZ+lVu8oAYHGcHBPNVK0+ORUSvK7P8AJk9RTKGVyABwKAteVwBR0YIA5rTYpCccYFWLg8E1UpqYIxURYMetSxngVUSMDmuiUdVPNBMq4PNRyehrjMSPeokHIPJz2oLFot7+5WLYr4UDpQ1r4Yf+qDj0pjIlvJHnAWgBhmYnDLyerUW994cWxGOaEdEMh2Hy13xEjTGAW/WgstLZ9Rmw7bR3NR+J9Oj02708xHPiI4Y+4Iq+zvJ1KrDGBnrxUfiQyPJp5m64fH7UHknxw5bWNvolZ3kU6+MHD6/c47YFJjya6Tg+7ipDH3qLDgV1aDqkAinXwuu7X9PwDzMtJ9pNaP4ITd8RWWR+V8/tWaPV7iMJjj6cVQgDsNxwB6ii751Z1/4oNhzkGsou8AZyrD2orTLt7Rjk55oFGVSQecURHKnYDigetqc0siHLY9q7c6q6xYBIpdbakkbgGPNMLiSC5j/ysH1xQwkmmknkyrNz70ws7UMuJl5NAOvgThk8wz0FOkuY5IOymiqm0ro0YyvpVF3ZRxru2eb0zxRIupIujZX1oabUFbO4ZNAEjts2kYwe1SjYxsWXr9atW6jKnctCysrMSmaBtYavPFIFdjtPqaM1KEXUW9ZAT1rMlmx5qkLmQLt3kCiCrWUwXIHGc9K0D3CtBlo8ZHBHashxvL8k9jnvREGqXMI29R70U6W+e3cebxU7g01tr+2lhDADn2FZmNvm/N4gRvSmFuDFEEGD70SvN7QBRx6n+aOjy3figYBgn6n+aMj3c+tWNLVPm61Yo7mojO3kVIHHWoiRx0qaAY6D7VH83AFXRQueOmelBJIGbJzj61OKJC+0+Y+1M7SwiCbp2J9jU1lt45gsSDPrQBNYyupMcX0oCeGaH/MBFbFZIxF5sdKzeqSfMTeHCM884oF0YLnAzTvTLO1Vd82GYetBLA8KYEfmPOajCsjz4w2elA9DRJ/4dRj1xWd+IJpJL+3RxkRIWP3/APamGp3n+FwRIdviyAsqkdQMZ/kfrWUe9u9WkEo2orjPPUj1PpQee/FIA165bHBIP7UqHJ4p18W5OsMGA3BQDg+lJVBzXScEmHl+9QH5qYadD8xfW0JTIeVFwO+WAqvVLNrDVby0cYaCd4yPoSP+Kam+q0IIwa0vwE0UfxJbeOyqgycsfb/1rNAdMVp/gfTP8S1O5A8rQWrSxP2WTcu3PqDzWar1G6jLsCmPoSBQ0qSIRuUgHpkdaAtI5r9J7y6LRzJ/SiiVjhOMnPr1oqyiW2RoxLK4bDMrtnB9vSsj5sFgOc9zR8KW3gjd+Y+lCuowCBzXYiwHAJoLI4yku4AkA55owX5HB6UOksmDujI+oqa27SgnOft0oI+P4j5IwM0bFEskflaq7S3U8DGaMNpJHhkHHeogJ1liTBBNAk5fvn3p+UyPP3oNtOErkgY96KBhVX4ZsGptGqMMHIrstk8Jx+9VSb1XaSCuc5xzQWvEhBKsM+majBbq7YY80Pv3ZyftRlu1nIpSd5oyBw4UEZ+lUcms/CAKtlaGaEZyaIaUldm4svYnrihydp4P60HFwpyOPcGiY53C/mP60KCO4GamMGiMxCpDMT0yf5ouIZoUMzSMf9x4+9FxdOM0nGlmcVIEEjPPNdC8gkcVwsoOAMUQUk0SrkLkirYblnfd+goEHA++KtglCuG29KBuTPKPKP1oOVHhkyxwavOoqI8BCT2xQfmunzIcL9aAy2+ZvW8MbtnrTi1sI7bG5fuaGtrqCziA/KAPXrXfnHum2xDAPegvvJoYzggHtighPFCj3DLhVGST/FHxWacNMQxq6VbcwvCQBuXAOM4PrUGG+Nr1ItKBkmVtQaZA2xgTBHt3MB/p6rnvWcguicpCzMD1dQcY9fYetbdfhvTZ9Wa9vozLDIXeSKVuN/ACgDsOTU7Gx03SJI302DwjGrLu3k7s927E+9BgvxC+FptH0vT72QRSSSu4lkiyeCAUznn/AFfpWFVecYr2H4ruZL7T5VlO9UYP9ccfwaydj8P2dzJ54+/UcVqVIU/CFs9x8Q6YsWc/NRnIGduGBJ/QUR+JGlSaf8X3z8tBeStcQydmDHJH1BJFejfCXw3ptm9xcQxsJ0QKrs+cZ64rOfGxS51WOB0VljjAwR3JJP07fpTR57FEXICrlj0Hc16f8D6M+j6dNc3JxcXiqoj/ANCAkjPuf4ofQdKto8OkKBv9WM/pWlMbv2J4qKW6pbzupktppAMgtDGQPEPc57cY/SjNJsJ2Tx7tyhKkeFkMcZ4BNfSRui5wODRFmzgKCDtzQUy5jlIH2FMNJ2ySssvXsaqulVnwOoqiMvC4IyCO9BqRaoqElM49aoWW3AKthTVem6ssi7JgM9KF1Tw5HymMjpQThuYkuGPGPWn1jc20qYJrIxYVmyuR71JpwsqtGSgHYVBqNRECKSppRbahHHcYZhtoeS/EkZBOaWclySOD7UDzVJo2jyjD9aTJIWOM1WckjPr0q1Yi3TAqj4hD3Ga4i89MirltuCSeMVVuMb9enrQTdUxnOD6VVtweelXF0cZY4opLeKZMgnigBeJom2sVJIzlWBrgU+5q6ePwjxjH0qoBlGDmgy8ZIJ3DHmP80ztY94HYd6XQjzkkE89/rTBLnahwuDSKMeCJBuZjxQsrKzZWqnd5myxOK6ucDjpRFhLBdufL16VwA+nFRDdcmpx7dwzz96CyJHPmwdoq1i23CcD2q9Hj24AqGd7FQMUA6li+5ssaYW0syYbaQKIsrSPYGkxntV0rRIMYHFBRNqUm3ao5oFryUclyaleXK58owKAeTdyKC+S7lbI3cVBZHkIUk4obdzmpK5Q5xzQGXsEQ0y6yP/Jbr64NJtD2tHnjOKPvrkvp86Y5K4x9aB0QxQqdxAIODigd2129oJVA/wAzHNZH4gZl1KSRsZbawJ7jpWkd/E3HHAPWlOu2yTxwbucMRkcEAjP8igY6DLCypHG27PetCZo4ofKQSeKzHwlpjW83iSTbo15UU8hQSXDZxjd6UHYled87TjPpRYgIGdh4ppZRxxryB0q5vBJ5H2ohJHAzvycenFRu4GQ5OCRTS6aGNcx4HrSae7V3ZCePUUUISQSVPNXx3LgY/N9aDYkyHaePWuq3r60BLSFnJ6e1W20XjSbTVEfOfemliiAb+9BNdPGOBQd3avC3lyabtNtHGKnFCJxlzz71AgVcthl5opVBApnd6eu0soAOOMUmmMkfkYc9jQXhht2EdO9BT9fU1ON3PHPPWuvGWBOOlVA3UYxU45nTPOBUNnPvXCpAyTRVjTO/HBFcDE1AHJ8oqYoEMSgMwA5BP81YoLMCKriJEjY65PP3o6JAO1JxUHULjBrgYg8ciuuuXwO1WJGAQcD60RDYepAr4Lzz0oiTyjkjJoYvluKC6MjGKujlVD0oRcivi2BzRR0l+4XavShJLqR+Aar5J9K+4x9+1EfZJ/NXcegqQ249RUW6+lBF/cVEsWJNdOScdq4ABznpQckXchX1wKAtdGvxdsY3AiLZyeoFMWbJXPqKfQxgRgjoaBaDHHH4ROSvU+tA6on9GN+MBwP2qc0n/USHk+f9asuo9+m3DE8pHux9DQXaNvQMCeO1ExyHfyfN3ofRQZP/ALjxTV9OaGTLd6IlDcsDnccYo2OXx8Cl7xFVGcDHpVa3XhZHQigJv7dthwxx9aS7WyVGfrRsl4XXbn9Kq3DAGee9FDAEVfEqu3mOK6VHOOnY1BPQGgKVABxU1kZcrnjtVtqqnj1q2SBMA96CCSHHmOc020yQNgZyKz0gIbApnpZZVDDmpRoXQMoHWl9zYxyckc0UkwKg5zVykPg0Cj/DYxz3qmW3Mf096esvm9OOlAXyjb1x9KqEUsKjzgDihHXklf0o2fKtweKGcgcd6KrQ7W8yjFGLbqwB4GaBOW6UQlxtUDmgz0JUOxJ7n+avNxkYT96F53OAP7j/ADU0z9qTijEy3lOKKSErGXAGAeOaCVgF6VIyEZIJoiNwzZzvDH0qpOTz1xViQvMwOOO1GJYMeQPvQDRjOKksWQaK+W8NhxwKomkMXHr1FBS6k1DPIAqavv8AyrXTDgE45xRVJdVLMMhBzuIxx61ySWFj/QkZyTzlMYHrmuSjoACcdqrEhz6dqC8MM84zXxbrjr9Kq35ACqcjr9c10SnIKjkc4NB1ztX9DWht2zbfbis3repL8p4xtliZMB2XnIOB0q6H4iiNnshjYyFcc8AURANl2P8AuNXamyjQ7oZwQgOcZ5zQWcMTn3qvULhnsJI/M3AbA6n/AP3NAZo99IYkVFj25GXD9OfStzcOOCDwcYBrzvRd1yhMaHy8sTjj2+tamW8aSBZFPlOBu9/Sg5ezDdlW/SlbOXckk1yWUyNk8YqI4/4oLQQOBmpkjk9DVGeQT1qwMD3oJhm7muq3PNQI9Dwajznk8UBsFw0Z4PWifGkk4BPNLo8B+P3phaMp/MaCrBTO4596Y6ZchMKT1qDqr9gTQjAxsCOPcVBpmkUDI6HtVYvUjYhjjFJorw42s+MdqoupyeQeR1oNUtwkgG0jOKA1FgRwcGkdtqDJwwyBRE154oz/ADVA00oBIzVW8EEk9e47VCbLPkd6rztbn9KCxzxuBwK+DAgcE1zdhfL1r4DPegSHO98EjzHp9asTnFRiUeYdyTVqpt5z9qk4qS9cVdbxeLIF6nsK+jiJZcHIPenWnWaKwYrzVR2y07J8y9D+lMWt0hRRgLk0XAiKPKP1oW+YgF2BwOlAovAqknrz0pJMWeQZOKKv7os5A6npVEUTO4zyBQXQx4AJHP0qbHjn9anIQicUE0rbutFfXSqBnJz6UGzBjngfer5HLnznpVTKCMcc+1BBSVGeMmoM+OQQOakVwTjOPeqnAGcZz2oKtRZfkZzI2Bt/fjFA2A3RqpYEjngYom9IazmQ85QgfXFKrA3ERCSIVJAPmOOOxojTOmTuA6qDmlmpB1t5JEznbjB4FMYmLQqDjJHbpQ14okjIIOD2oAPhDWnsb/5NGb5d5hIkbAE7u45456ZJrTXlxbvfO1tNFJCckhG3FSOxyB+2frWKOlSS3biIqXKlkQ/3kdqbaEJLwhC0cS/3M3lAx60D0k9QRXwYEAHGRUp4/BhtmycyRZ6YzgkA/fFUA5GcYxQW7ucVLOKqVsnNTwc5z9qC8NwMivs9eB1qnJOCeoqyPqcc5oLIjghjnmjIiBgLVccGcZORjP0r5VAbaSQx5HHWgMWXBGM+9Uz3Ck4AzUkt2K8k5oSe3dDkZoIs+SWUkVHxCG87YGOtRK4ODkE1xgOtBPjqT1rpkwuCTiqs9s1IHIGKC0k7Q2QRUTyc9TXOSME4zXwYYxnmgkvPerkUEcn9qpUjjHNWgqOtAjhYnJbpnqKJj8xwT9MUBbnyZz1pnYxhpAx6e1FNLO1OUZs4HanUUYABHl4oa2QLjGOnB9KN3BV81EWTy7I9oPOKSahdsV27ztz0q+7uMjGeB0pHfTEMAp68mgrADyFiO9GwxhRx1oKBsg8Z78GpyXK7epFB9eOeQf5pdMZGU+Gdp9cZqc829jsziqyw2kHknrnqPpRU89ieRXGI9TmoltzEgHOK4W6dM0Heo61VIM/lHNTJBHBOaqfpjPSgXau/hWcj525GAfrxTiIRf4WiTJBM0FqpYAlni4z5uhAOepzikWoSwi6i8aMtAJAXAOCQOSM1ZJqkl1b+FPbWKKdxDJES67jkncT1/aiGMD4gj552iuSEtXIgQoUjGAODwa4T2B5BOaCEqb4doXDqcq69VNWQX11AT/0lpJIefGIP8Vdb4OdwDfWrWCE5IANBNJ7m5HjXsniSnjceAAOwruQRxVeRz1xX39u4celARDBJIpMcTsP9ozV4tptwVkKkjOG4oFTk4HOBzXMDgAAAe1AxFrPnBVR7GRf+9SSIjALxg+gcZpegC/2DntiibdwhyDgUDqNVWMjow9qhIdoyPpQq3IbkD81WyS8Yz160BMMvY1bMqug9fWlyXJUjHJolbrHB4560AsqYPSqHIUdKvuJVGdn5Sc4zQxIIJOc54oK8kGrFbHPUVQx83SpZHAX0oCSVZOTg9veoAAjOcYqKN0GK+60FitjJBH6V8GOKqJA613NAptBlVHXindgoUjtSex4iH1FNbckEYop7Ey4yentX09xxnNAiRgp56dKDuZWIoiV7cjnHIpUZNzhuD7VOVizYzQwfBIx0NFFRsOdxx6YqpicnvmuKScnpXzMVIwaCBK575qOQGP8ABqT9MnvUO9BMnOAp6e1QZsc44r4EgZBwcdqgWDAoR5jzuzQdJyOD9aixBBOfpx1rhPB9uKjjp9KoV3sQuCsa7jOJW8qjJK4Bz+oonTtCubhvLE6KTndIhUAdcnNcmiYTJLDK8UuTh17D096ibnULkbLjUZ3QnlRhQf0qIZ3sscl7M8RzHuwh9cDGf2qkZLEHg9TVaoFAxRDDMgyfzDmg+jPPBq8scD9jjrVQUZ+lXAnaMsTjpntQQB4JJOKusI/mLoJL+UZwQcfaqeoOanDdfKXKbYwwY4AJ5HfrQfOAkzqpyFYqCK+OR3+9TYZLSdMnOPSuBfKDnrQcUnIwf3qQbORn611VGTXNoyw9KCxHKnrwKvSV2YDPFDouAVoiBPMOewoC1j4A71CVSFx0ajVQZ+hIqNxGBGPfNAqZ2JPOa6rgjvnsa5OuG4qI8hGOeKDpOMnviuA4CnmpgA4zXXUAYoOFgx4J6V8GIIOTj6V9+XkVxWLdTQWkMYy+DtzjcOlfAlRg1HpUsZ70H//Z" alt="黛安·阿勃丝,拿着玩具手榴弹的孩子,1962">
        </div>
        <div class="portrait-info">
          <div class="photographer">黛安·阿勃丝</div>
          <div class="work">《拿着玩具手榴弹的孩子,纽约》,1962年</div>
          <div class="why">主体位于中央,被孤立出来,周围留有大量空白。Arbus让人们在她的镜头前感到不安,而这种不安揭示了某种真实。注意她在人物周围保留了多少空间 —— 负空间并不是空无,而是一种压迫。</div>
        </div>
      </div>

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        <div class="portrait-thumb">
          <img 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" alt="戈登·帕克斯,美国哥特式,1942">
        </div>
        <div class="portrait-info">
          <div class="photographer">戈登·帕克斯</div>
          <div class="work">《美国哥特式,华盛顿特区》,1942年</div>
          <div class="why">Ella Watson站在美国国旗前,手持拖把和扫帚。Parks构建这张照片,是对格兰特·伍德那幅画作的直接回应。请研究画面如何把一个人置于一个象征之中。人物与背景之间是什么关系?而语境又改变了什么?</div>
        </div>
      </div>

      <div class="portrait-item">
        <div class="portrait-thumb">
          <img src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='130' height='160'%3E%3Crect width='130' height='160' fill='%23e8e8e8'/%3E%3Ctext x='65' y='60' text-anchor='middle' font-family='sans-serif' font-size='10' fill='%23555'%3EArnold Newman%3C/text%3E%3Ctext x='65' y='78' text-anchor='middle' font-family='sans-serif' font-size='8' fill='%23777'%3E版权受保护%3C/text%3E%3Ctext x='65' y='100' text-anchor='middle' font-family='sans-serif' font-size='8' fill='%23999'%3E请搜索:%3C/text%3E%3Ctext x='65' y='115' text-anchor='middle' font-family='sans-serif' font-size='7' fill='%23999'%3ENewman Stravinsky%3C/text%3E%3C/svg%3E" alt="阿诺德·纽曼,伊戈尔·斯特拉文斯基,1946">
        </div>
        <div class="portrait-info">
          <div class="photographer">阿诺德·纽曼</div>
          <div class="work">《伊戈尔·斯特拉文斯基》,1946年</div>
          <div class="why">这位作曲家在画面中很小,三角钢琴却占据了主导位置。这是一幅通过环境来告诉你人物是谁的肖像。Newman将其称为“环境肖像”。问问自己:主体在哪里?他们在画面中占据了多少空间?</div>
        </div>
      </div>

      <div class="portrait-item">
        <div class="portrait-thumb">
          <img 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" alt="多萝西娅·兰格,移民母亲,1936">
        </div>
        <div class="portrait-info">
          <div class="photographer">多萝西娅·兰格</div>
          <div class="work">《移民母亲》,1936年</div>
          <div class="why">这是历史上被复制最多的照片之一。请研究其中的三角形构图、孩子们转身所形成的线条,以及母亲目光的方向。画面中的一切都指向她的脸,或者从她的脸离开。没有任何东西是偶然的。</div>
        </div>
      </div>

      <div class="portrait-item">
        <div class="portrait-thumb">
          <img src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='130' height='160'%3E%3Crect width='130' height='160' fill='%23e8e8e8'/%3E%3Ctext x='65' y='55' text-anchor='middle' font-family='sans-serif' font-size='9' fill='%23555'%3ECartier-Bresson%3C/text%3E%3Ctext x='65' y='72' text-anchor='middle' font-family='sans-serif' font-size='8' fill='%23777'%3E版权受保护%3C/text%3E%3Ctext x='65' y='95' text-anchor='middle' font-family='sans-serif' font-size='8' fill='%23999'%3E请搜索:%3C/text%3E%3Ctext x='65' y='110' text-anchor='middle' font-family='sans-serif' font-size='7' fill='%23999'%3ERue Mouffetard%3C/text%3E%3Ctext x='65' y='123' text-anchor='middle' font-family='sans-serif' font-size='7' fill='%23999'%3E1954%3C/text%3E%3C/svg%3E" alt="亨利·卡蒂埃-布列松,巴黎,1954">
        </div>
        <div class="portrait-info">
          <div class="photographer">亨利·卡蒂埃-布列松</div>
          <div class="work">《穆浮塔街,巴黎》,1954年 —— 请搜索这张图像</div>
          <div class="why">一个男孩提着两瓶葡萄酒,脸上带着灿烂笑容。看看画面是如何容纳他的 —— 紧凑、靠近,背后的墙面形成了干净的背景。Cartier-Bresson相信“决定性瞬间”:在那一瞬间,构图、动作和意义完美对齐。请搜索“Cartier-Bresson Rue Mouffetard”来找到这张图进行研究。</div>
        </div>
      </div>

    </div>
  </div>
</section>

<!-- How to look -->
<section class="section">
  <div class="section-inner">
    <span class="label">分析框架</span>
    <h2>如何分析你的参考图像</h2>
    <p>在小组开始规划之前,请一起面对你们选择的图像,逐项分析以下这些要素。</p>

    <table class="analysis">
      <thead>
        <tr>
          <th style="width:22%">要素</th>
          <th style="width:40%">需要观察什么</th>
          <th>如何在校园中调整并实现</th>
        </tr>
      </thead>
      <tbody>
        <tr>
          <td><strong>姿态与动作</strong></td>
          <td>头部角度、手臂位置、身体朝向、紧张感或放松感</td>
          <td>模仿最关键的线条 —— 用简单而明确的方式引导你的主体</td>
        </tr>
        <tr>
          <td><strong>视线</strong></td>
          <td>看向我们?看向别处?向上看?眼神方向制造了什么效果?</td>
          <td>重现视线方向以及其中的情绪意图</td>
        </tr>
        <tr>
          <td><strong>取景与裁切</strong></td>
          <td>紧还是松?头顶留白多少?画面边缘在哪里?</td>
          <td>通过移动距离和机内构图来调整 —— 不要变焦,移动你的身体</td>
        </tr>
        <tr>
          <td><strong>背景</strong></td>
          <td>干净还是杂乱?暗还是亮?是形成对比还是相互补充?</td>
          <td>寻找墙面、树叶、开阔天空 —— 避开杂乱背景</td>
        </tr>
        <tr>
          <td><strong>光线方向</strong></td>
          <td>主光从哪里来?侧光、前光、顶光?是硬光还是柔光?</td>
          <td>使用开阔阴影处或漫射阳光 —— 避开正午刺眼的强光</td>
        </tr>
        <tr>
          <td><strong>主体位置</strong></td>
          <td>在中央、左边还是右边?周围留有多少负空间?</td>
          <td>这是你最重要的构图决定 —— 在这里多花点时间</td>
        </tr>
      </tbody>
    </table>
  </div>
</section>

<!-- The exercise -->
<section class="section">
  <div class="section-inner">
    <span class="label">下一次课程</span>
    <h2>重现练习</h2>

    <div class="brief">
      <h3>你们的任务</h3>
      <p>你们小组将在校园中利用自然光和现有空间,重现两张肖像作品。这不是为了做到完美复制,而是通过亲手实践,理解一张图像为什么成立。</p>
      <ul>
        <li>今天以小组形式选出两张参考图像</li>
        <li>确定校园中一个适合原作氛围的拍摄地点</li>
        <li>思考拍摄时间 —— 那时光线会在哪里?</li>
        <li>决定谁来拍摄,谁来担任主体</li>
        <li>拍摄时把参考图像带在身边</li>
        <li>多拍几个版本 —— 调整裁切,尝试不同距离</li>
        <li>在评图课之前,把你们最好的两张照片上传到微信</li>
      </ul>
    </div>

    <div class="note">
      <p>目标不是完美复制。目标是深入理解一个构图决定,并把它重现出来。这个画面里有什么 —— 为什么会有?</p>
    </div>
  </div>
</section>

<!-- Preparation checklist -->
<section class="section" style="border-bottom:none;">
  <div class="section-inner">
    <span class="label">下节课前</span>
    <h2>课前准备清单</h2>
    <ul class="checklist">
      <li>以小组形式选好了两张参考肖像作品</li>
      <li>确定好了拍摄地点和时间</li>
      <li>明确了谁来拍摄,谁来担任主体</li>
      <li>下载或打印好参考图像,以便拍摄时查看</li>
      <li>讨论清楚你们最想理解的关键构图要素是什么</li>
    </ul>
  </div>
</section>

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