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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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          <e type="operand" style="unit">MN</e>
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          <e type="operand" style="unit">MN</e>
          <e type="operand" style="unit">m</e>
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          <e type="operand" style="unit">MN</e>
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          <e type="operand" style="unit">MN</e>
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            <p>Zwischenwerte für Funktion I</p>
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            <e type="operand" style="unit">MN</e>
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</raw>
        </picture>
      </region>
      <region left="27" top="648" width="253" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R.b.k.1D</e>
            <e type="operand">A.PF</e>
            <e type="operand">q.b.k.1D.3</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MN</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.2262</e>
          </result>
        </math>
      </region>
      <region left="36" top="720" width="211" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Δs.b.k.1</e>
            <e type="operand">s.0.02D</e>
            <e type="operand">0</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.024</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="36" top="756" width="245" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Δs.b.k.2</e>
            <e type="operand">s.0.03D</e>
            <e type="operand">s.0.02D</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.012</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="36" top="792" width="239" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Δs.b.k.3</e>
            <e type="operand">s.0.1D</e>
            <e type="operand">s.0.03D</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.084</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="36" top="846" width="240" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ΔR.b.k.1</e>
            <e type="operand">R.b.k.02D</e>
            <e type="operand">0</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MN</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.2262</e>
          </result>
        </math>
      </region>
      <region left="36" top="882" width="246" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ΔR.b.k.2</e>
            <e type="operand">R.b.k.03D</e>
            <e type="operand">R.b.k.02D</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MN</e>
          </contract>
          <result action="numeric">
            <e type="operand">0</e>
          </result>
        </math>
      </region>
      <region left="36" top="918" width="240" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ΔR.b.k.3</e>
            <e type="operand">R.b.k.1D</e>
            <e type="operand">R.b.k.03D</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MN</e>
          </contract>
          <result action="numeric">
            <e type="operand">0</e>
          </result>
        </math>
      </region>
      <region top="1035" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="1071" color="#000000">
      <area collapsed="true">
        <title lang="ger">
          <content>
            <p>Funktion I = Rb,k</p>
          </content>
        </title>
      </area>
      <region left="18" top="1107" width="72" height="23" color="#000000" fontSize="10">
        <text lang="ger" fontFamily="Arial" fontSize="10">
          <content>
            <p>without IF</p>
          </content>
        </text>
      </region>
      <region left="18" top="1116" width="201" height="53" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.1</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1170" width="273" height="53" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.2</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">R.b.k.02D</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1224" width="334" height="53" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.3</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.3</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ΔR.b.k.1</e>
            <e type="operator" args="2">+</e>
            <e type="operand">ΔR.b.k.2</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1278" width="137" height="32" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">R.b.k.1D</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1341" width="53" height="23" color="#000000" fontSize="10">
        <text lang="ger" fontFamily="Arial" fontSize="10">
          <content>
            <p>with IF</p>
          </content>
        </text>
      </region>
      <region left="18" top="1368" width="382" height="290" color="#000000" fontSize="10">
        <math error="2" errorLocation="0">
          <input>
            <e type="operand">s.i</e>
            <e type="operand">s.0.02D</e>
            <e type="operator" args="2">≤</e>
            <e type="bracket">(</e>
            <e type="operand">s.i</e>
            <e type="operand">0</e>
            <e type="operator" args="2">≥</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">&amp;</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.1</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">s.i</e>
            <e type="operand">s.0.02D</e>
            <e type="operator" args="2">&gt;</e>
            <e type="bracket">(</e>
            <e type="operand">s.i</e>
            <e type="operand">s.0.03D</e>
            <e type="operator" args="2">≤</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">&amp;</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.2</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">R.b.k.02D</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">s.i</e>
            <e type="operand">s.0.03D</e>
            <e type="operator" args="2">&gt;</e>
            <e type="bracket">(</e>
            <e type="operand">s.i</e>
            <e type="operand">s.0.1D</e>
            <e type="operator" args="2">≤</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">&amp;</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">ΔR.b.k.3</e>
            <e type="operand">s.i</e>
            <e type="operand">Δs.b.k.3</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ΔR.b.k.1</e>
            <e type="operator" args="2">+</e>
            <e type="operand">ΔR.b.k.2</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.b.k</e>
            <e type="operand">R.b.k.1D</e>
            <e type="operator" args="2">:</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
          </input>
        </math>
      </region>
      <region top="1674" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="1719" color="#000000">
      <area collapsed="true">
        <title lang="ger">
          <content>
            <p>Funktion II = Rs,k</p>
          </content>
        </title>
      </area>
      <region left="18" top="1746" width="470" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R.s.k</e>
            <e type="operand">L.1</e>
            <e type="operand">q.s.k.1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">U.PF</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.2</e>
            <e type="operand">q.s.k.2</e>
            <e type="operator" args="2">*</e>
            <e type="operand">U.PF</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">L.3</e>
            <e type="operand">q.s.k.3</e>
            <e type="operator" args="2">*</e>
            <e type="operand">U.PF</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MN</e>
          </contract>
          <result action="numeric">
            <e type="operand">7.5398</e>
          </result>
        </math>
      </region>
      <region left="18" top="1773" width="339" height="49" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">s.sg</e>
            <e type="operand">0.5</e>
            <e type="operand">R.s.k</e>
            <e type="operand" style="unit">MN</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">0.5</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">3</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="2">Min</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.03</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="18" top="1827" width="153" height="53" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.s.k</e>
            <e type="operand">R.s.k</e>
            <e type="operand">s.i</e>
            <e type="operand">s.sg</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1908" width="161" height="116" color="#000000" fontSize="10">
        <math error="2" errorLocation="0">
          <input>
            <e type="operand">s.i</e>
            <e type="operand">s.sg</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.s.k</e>
            <e type="operand">R.s.k</e>
            <e type="operand">s.i</e>
            <e type="operand">s.sg</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">s.i</e>
            <e type="function" args="1">f.s.k</e>
            <e type="operand">R.s.k</e>
            <e type="operator" args="2">:</e>
            <e type="function" args="3">if</e>
          </input>
        </math>
      </region>
      <region top="2034" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="2070" color="#000000">
      <area collapsed="true">
        <title lang="ger">
          <content>
            <p>Funktion III = R,k = Rb,k + Rs,k</p>
          </content>
        </title>
      </area>
      <region top="2178" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="2223" width="472" height="399" color="#000000">
      <picture>
        <raw format="png" 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0NxYQJE4TLY6ysrFIDtVy5cvjyyy+Fx/39999CfcYYy0scoMwghgTorVu3UL58eezYsUMs0S05ORkrVqxAmzZtsHz5crFU07t377B7924MHz4cVatWTQ1TCwsLVK9eHSNHjkRISAiio6PFRzDGWO7hAGUGMSRAX79+DXd3d1hbW2PDhg1iafZ5/vw5Nm3ahAEDBqB06dKpgUo/r169esLvSN3CCQkJ4iMYYyzncIAygxjahUvnK6kVSteB6mpZZpcHDx5g5cqV6N69O4oWLZoaqHZ2dmjevDlmzpyJc+fOCa1dxhjLbhygzCCZOQcaFRWFKlWqCGGmOr/5oebMmYMaNWpg1qxZePr0qViqKSIiAgsWLICfnx+cnZ1TA5X+3759e/z000+p164yxtiH4gBlBslMgJJXr14JrUA6T5kd9uzZI8x+RIFIg4vo3CkNKNLVXUutzgsXLgiB26JFC8jl8tRALVKkCLp16yacg7137574CMYYyxwOUGaQzAZoTqDJFg4ePCiEH3XTUhjS9aNDhgxBeHi4WEs7CtqwsDB89913qF+/vnDeVBWopUqVQv/+/fHbb78JrWfGGDMEBygziDEEqLq3b98KK8DQ5S6qIKxWrRp+/PFHvHz5UqylW0xMDPbt24dRo0YJXcM0slf1PJUrVxb+1p07dwo/hzHGtOEAZQYxtgBVR+c+x4wZI3TNUgDSnLyZRdeWbt26FV999ZUwCEoVptRdTGuffvPNNzh06JBwrSpjjBEOUGYQYw5QlaSkJOG6UFpO7UM9fvwYa9asET4cbm5uqYFK66LSQro0ef6pU6eEn8kYM08coMwg2Rmgffr0Ea7llFL40CQRS5YsERbPpfOuqkB1dHSEr6+v0HV8+fJlYb5fxph54ABlBsnOAB09erQQPh06dEBiYqJYmrso6G7cuJGlZdVoMNOff/4pXFrTunVrYWUZVaDSijO08szSpUvx119/iY9gjJkiDlBmkOwMUAqvgQMHCoFDq7LkxcxB58+fF35+wYIFsXbtWrE0ayiEaQm3KVOmoFGjRkI3rypQaU3Uvn37Yt26dTqvX2WMSRMHKDNITpwDHTp0qBAytC5oXnR9UiuxQYMGwvnM7BQXFydcbjNu3Dh4eXkJszKpArVChQoYNGgQfv/9d2HqQ8aYdHGAMoPk1CAiGj1LK7IYcumJVL1580aYYJ+uV61UqVJqmFKw1qxZU3gN9u/fj9jYWPERjDEp4ABlBsmpACVZOQ8pZdSVu379egQEBKBkyZKpgSqTydCwYUMEBQXh+PHjeXZ+mDFmGA5QZpCcDFApoHOYTZs2xaJFi7K96/Xu3btYtmwZunTpAldX19RAtbe3R6tWrTB79mxhpiUavMQYMx4coMwg5h6gtC4pDTiiYKNBQp9//rlwzWl2r/RC54KvXr2K+fPno127dkL3tipQ8+fPL4xcphC/efOm+AjGWF7hAGUGMfcAJdSlSpM00Mouqrl0aRk1uiyHZkPKCXSt7NmzZzF9+nQ0a9YsdQ5g2ooVK4aePXsKK97QMnKMsdzFAcoMktsBSiupUFAZ62opL168ECZPoPl3VYFGI24XL16co6Nr4+PjcfjwYUycOBGffPKJMNWg6ueXLVsWX3zxBTZv3mzSg7IYMxYcoMwgeRGgNKiGptGjWYCM2cWLF4VLclRdvPTvP//8I96bs+jn0FJvI0aMEMJcNSk+/Uu3v/76a+H+3Pp9GDMnHKDMIHnRhbt3716hy7Jw4cK4cuWKWGq8qIuXru+kD1VeoZYxtUCpJUqT6qtap9TlXLduXaHleuTIEaElyxj7MBygzCB5dQ6UvuxpqjwaQENzzbLMefjwIX799VfhXCmdM1UFKh2Y0DnVGTNmCOdYs3swFGPmgAOUGSQvBxGdPn1aCNBp06aJJaaBWou5fWkKzf9Lo3hpNK+Li0tqoDo5OQmjfmn077Vr13hSfMYMwAHKDJKXAUposgVTaiXdvn1bCC6aK3fjxo1iae6i8KbrS4ODg4XrTem6U1WgUrd5165dhetT6TpVxlh6HKDMIHkdoKaGWnj04atSpYowsb4xoHO4NAMSzYREcwTTIC5VoLq7uwszJ23YsAHPnj0TH8GYeeMAZQbhADU/MTExwhy9NFcvzdmrGuFLG83pSyOPaY5fmuuXMXPEAcoMwgHKXr16JYwyptVkaFUZVZjSpPh0DSytPvPHH38Iq9EwZg44QJlBjDVAqfvzQ9fzlIIDBw7A399fmJPXWALqyZMnwmtP652WKFEiNVBpqsPGjRsL66PSOqnmtlgAMx/mE6Axt7FvyRSMHvwVhk34AZvDX4IH7hvOWAO0Xr16wpc2zQpkynbt2iVczkN/K42YDQwMxKlTp8R7jcNff/0lrLHaqVMnFCpUKDVQHR0d0bp1a+HL5s8//+RJ8ZnJMI8ATb6P5W0Lo1DNzhg+fjyGfu6J/PbVMeE0X0xuKGMNUJo2z9vbW/iiphaPKaNzkjTvbaNGjVLDycPDAzNnzhRag+posvkVK1YIXap5EVg0SIqu26UDG19fXyFEVb9zgQIFhMn4lyxZIoxG1oUeT39DWFgYX1bDjJJ5BGjsenRwLIHAfeKCxYon2Dl5MIIPPAMfCxvGmM+B0jR1tI4mfTlPmDBBLDVtdGnJt99+K1wGQ383nYekVh7NQkST29M1nTSBAtWpXLmycP4yL9Gk+HQ979SpU4Vl4WxtbVMDlaZrpC+hNWvW4H//+59Qv3///sJlNHTAMGrUKNSuXVs4gGDMmJhJCzQSi1sVgLVTGTToOAiTl+5C+FNufWaGsQ8iovOCLVu2FLoOzamLkP7WQ4cOoUePHpDL5UIgtW3bNvU8Kf1Ly65RIBmTf//9V/i9x48fL4Sj+qT4xYsXF86rqv6G2NhYrF692mwOjph0mM850Li7OPTzRAT4eqOUswyW8jLouvounwc1EF0DSHOr+vn5pW47d+4U702PulZpgWj1+tTVqA9dFqFen75E9aEuQPX6NMhG38TzNC2gen3aqEwXag1RV6N6fVptRRcKs379+mnUp79Jn1mzZmnUp5/37t078d706DVXr08zCtFkCIQe17FjR+F8qQq9HlSPwlX1GBqIpAsFG4Wxqi5tNH+uPhRs6vWp5ahv4BD9fPX69DfQ4gH0e9NBGk3GT9MLqtB9n332mdANrHqM+t+Ylrb3Hk0Woc+QIUM06tN+1IfeB+r16b339OlT8d70aAUd9fq0HT16VLw3vcePHwv7Ur0+vd910fbey+iAlw5e1Ot369ZN736jHgL1+rTfIiMjxXvTO3/+vFBH/TG0sIEu1EvSuXNnjfq0mLw+gwcP1qhP31P60Cxc6vVpv+m7rjk0NFSjPm10SkHFLAJU8eoStq/YgSuqwYvxD7Cuqxvs6s/GHWWCRkcewcblS7F69yW8SBLrRN/GoXUrsf5QBK6FbsaxJ+YdtSNHjhRaNvQFrtr0vfFo1iD6sKjXz2jNTLqIX73+iRMnxHu0u379ukZ9mnyeugp1od9XvT5t+pYeownXaSFt9fo0UEYf+sCp1z937px4j3Y0qEa9Po221Xe+j+a2Va9PQaLetUmjYmkgj2qy+OjoaKFbt2TJkqmPyWjt0H379mn8jEuXLon3aEdhp16fwkIf+tJVr0+vcUJCgnhvypcSXS5DEzuQv//+W+jKpdVlVI+JiooS7tNG23uPpjDUJzvee/pmysqO996dO3fEe7WjFr16/Yzee2fOnNGor+9gkmS039Ki/UbvT/XH6Ntv9NnN7H47duyYRn0a9a0PTVOpXj+j/UYHRer1aVO/7tk8AvTlRnQp7AzvEVtw6WEUHl/fjbF1XVC893a8frgM7Wt+hqDFSzC1a3V4jjyG+IQLmNq4GnzHzcXs4W1RqUhFDA/T/UYxB8behctSUJjSJSUUetSapG5QOudIgSQV9CVL53bpPC/9/tSyrlq1aoatQsZym5l04SrwdH8Q/Gq4IZ/MGjYu7vikxw84/lKB5Bsz0bBCOwT9uh+X7z/E/acx+Dd0MKp9vg7C8aHiCRa1rIxhHKAcoBJBLQUfHx+UK1dOmPDgt99+E++RDhqBW79+feFvoEFQtNH5URqExJixMJ9zoDol4P6hhRjTqyVqliwBr69D8GB9J3h8eUB5D4nHtl5e3AKVcIBS1xadK6HuTCZN1LKm+XkpRKdPny6WMpa3zD5AEy/8hAFTDoJ6tRVPFqJFhSEI/XMa6teZiPN01cu7IxhW2YNboBIO0PXr1wtfvDTaM68v52BZRwdA1CqlfUnrmDKW17gFGnsB8zp6oZrXJ6hdqwF6/nJN2fJ8ixPTfeFZtTYaNv8czapUwsiTKQMazJXUu3DpjU5fvNQVmHbSASYdFKKq2acyGtXNWE7jANVC8ewoft10CcLYxuQbmFa/MYJpuK4ZM4VzoDSrDU04UKpUKTx48EAsZVJDE2fUrVtXCNGMLk9hLCdxgGoTcwzj61aFT++B6N/OCzV7bcAD885PkxlEtHXrVmGy87lz54olpmvatGm4cuWKeMu0qIdoRtcKMpZTOEB1SXyFyAuncf7WC3EwkXkzlQAldP2dqa8QQteqUbjQNHimii5vqVOnjvB30hcZY7mNA5QZxJQC1By8fftWCBaaF9eUUYjS4DD6W019RR5mfDhAs00sHl0MQ2jYRTwS56zXK/YRLoaFIuziI+Uj00rG23sXEHboME5FPEeWZ+1VvMCVQyHC7B579oQgZO8+HDx6FjefZ/4ZOUClh6Z+0zfVmqmggwXVijzz5s0TSxnLeRyg2SH6LIJbukGerzjci+WDbdGmmHLs/XRPaUWfDUZLNznyFXdHsXy2KNp0ClKrJ9zEql6V4SwvhDIVysDVXo6SbWbjjO7pUXWL34v+Ra1gk68gXF1d4VqogPJ5rWEhc4V34Gpcz8S6zBygzJiph+j8+fPFUsZyFgfoB0tE+LeesPcYgD1PFcpWXxT2D6kKx4qjcUrbydPEcHzraQ+PAXuQUn0/hlR1RMXRp5AABR4t/RQurp/ip+sp7dL4u+vRvZQdanx3UbidKUKA2qHJ/Efvl21LfoeIzYPh5WSLCsOPwNCpBUw9QOmcKK0nevXqVeE2rz8pPRSiXl5eGiHK+5HlJPMJ0Jjb2LdkCkYP/grDJvyAzeEvta/EEhuFOzcihInPNbcbePBay0TliefwTWU56gVHpj6f4ukStHAoo3XyhcRz36CyvB6CI1Nr4+mSFnAoMwxhCQk4FuSDel/vxfvGYQL2BRaH3HeleDsTtAWoIAm35jSCg3NbrIwybOkvUw9QWjIrX758wubp6Ynq1asL0+B9//33Yg0mBTR4qlatWkKIVqlSRZiAvlKlShg4cKDJDxxjuc88AjT5Ppa3LYxCNTtj+PjxGPq5J/LbV8eE0+nPBSYcGYxSVinrEmpuMjT84V760H23Bp85FEVAiNpzJRzFkNJyNFuUfrWSd2s+g0PRAGhWH4LS8mZY9ExLmCVeRlAtO5QarH+lBK10BqjyJYkMRj2bQui907DzoebQhUsrOzg5OQmtUJo6jlbEGDBgAM96IzEUog4ODsI6qHRgRPuRLnWhZdoYy07mEaCx69HBsQQC94nDdRRPsHPyYAQfeJYuWKBIRHxcrPDB09zikKClAap4OA9N5B6aMxUlXcSkanJ4T0u7FI8CD+c1gdxjJDSrT0I1uTem3UgTz4o3OD6xDpzz+2D+TS0/PP4OQjeH4q6uDNQToIhdBz87W7Ra+iL9fVqMGTMG7dq1E76UVButl6kLdZ3RHLTq9WkpIX1o/UD1+hRo+tDyTur1aRku1RJY2tA0fur1aXvx4oV4L7Bjxw7MmTMndYkmWl6J6hQrViy1/u3bt4X7dDl16lRqXdrU17XUhpZrUq+f0XJmtFKJen1ajom6LnWh8KA66o+5f/++eK92tE6lev2LF/WfPqCJ39Xr05Ju+tByaur16fdTLZ6tDc0+lPZv0DebFL3PPv30U2zbti21Pi3tRXPpqi/9pi7te4+WN9NH23tPXwtX23vv5cuX4r3p0Xtv//79GvUzeu/RUl7q9TN676XdbxktQ0dL6anXz2i/0bW6afebvjVTaU3TP/74Q6M+LRunT9r9ltEydLQcoXr9rOw3WqZNxUxaoJFY3KoArJ3KoEHHQZi8dBfCn+pKnWTlmzdR+CLW3JKQrCVpFI8XwCddgIZjojJAvaamXf9SgccLfNIHaPhEZYB6YWqEWkgqXuDwpAYomK86Bu9+qjXkEg5+iRIydww6rONKVX0B+noF2tjaot0qw0Yn0eLWNIMPrQmq2jJaHJcWQVavn9GsMdTaU6+f0fJVdNmCen1avFffGqUUTur1aVMPaVro+eeff04NMJqtyNfXF/b29qn1aa1NXegLgBYlVn/+jFrtkydP1qif0YLaW7Zs0ahPBzX61uukMKE66o/RtzoLLYFGiwyr1//222/Fe7VTrRWr2jJamJlmhFKv3759e71rXdJBSdq/gb7IdDl48CBKly6N1q1bp9anVVxatmypcy7kwMBAjefPaGFmmohDvT699/StdUlhqF6fNn0hTQc59Lqo1//ll1/Ee9Oj9x4tZK5ef/jw4eK92n399dca9bt37653vy1btkyjPv1+tOScLhToafcbBZYudECR9juDAkqf/v37a9Sn2/rQ86nXp/32/Plz8d706PdVr0+b+pqj5hGgJO4uDv08EQG+3ijlLIOlvAy6rr6brks201240evh71QM/feq98kewWB3OZovTv9lHr3eH07F+kOz+mC4y5tjsaoLN/4W1vWthHyuDTEx9LnuFqKyhXrnyh281VVBT4AmnhoFD5uyGH5cmeTRkTiycTmWrt6NS6krimsyhy5c+gKsWbOmcORMX0jU80AzF9EXE5MOCoHy5csLrVRqyVErnFoqNEqXsexkFgGqeHUJ21fswBVVb0P8A6zr6ga7+rORborbmCe4efWKMAWa5nYVd19q6R5MuoygGvaag4geKVulDmUx7Fj6+kmXg1DDXnMQ0SNlq9Sh7DAI1RNvYYX/x3Ao3RE/X9He3WQwXQGqeI2QwFKQlR6MwzEPsax9TXwWtBhLpnZFdc+ROKalcW4ul7GsXr1a+KKlicpHjBghDEKhmYuYtFDPgoeHh9DyHDdunNCLYOqTSrDcZx4B+nIjuhR2hveILbj0MAqPr+/G2LouKN57O3SfPTJUEq5M9YZjmR747a4yAZMeYUdgBThUGoPTQs9qDCL2rcW6o2LrNekKpno7okyP35BSfQcCKzig0pjTSFA+1/XZDeFk74mhm88gPDw8dbsU+f5cncGEALWB97j9uCA8z3mcCt2CeQProbBdGfTc9AjJyTcws2EFtAv6Ffsv38fD+08Ro6VFay4BSqgrafv27ULXIZMuOt+5e/duoUuXRuba2toK55wZyy5m0oWrwNP9QfCr4YZ8MmvYuLjjkx4/4PhLnZ2jmRMTjvmflYLcxhmFXGxhW7wZpp0Uozn5PuY2soG9/4bUS1Niwufjs1Jy2DgXgovyQ1282TQI1RPPYGxFay3dxx/BxmdhyoMzQwhQy9TnsLCwhMzRFeXqdsKk7ZGpc/wm3D+EhWN6oWXNkijh9TVCXqR/XcwpQE0BdWNSC+zXX38VS8wbnQumRQRo7tzk5HQnYhjLEvM5B5rjEvEqMhxnzkXgWZou0OSI6fAN3K05JR9NVh9+BucinmV9qr7skHgBPw2YgoMpK4pjYYsKGHI0/aAkDtAUqhG6xo4Gy9BBEw0UYSmoO5deE14CjWUXDtAcF43QCV0RFJaVufhyQywuzOsIr2pe+KR2LTTo+QuuackIDlDg5s2bsLOzw6JFi8QS48UBmh4NKKJBYtSVS/uSsQ/FAcoMwgGacolHjRo1hEW56RpDY8YBqh1NkiGTyfDJJ59wVy77YBygzCAcoCnoOlO6HpZaMRldbJ+XOEB1ozmP6bXhhbjZh+IAZQbhAH2PZoQpWLAgXFxccOvWLbHUuHCA6kYDrKgngbrjjXX/MWngAGUG4QDVdObMGTg6Ohrt+VAOUP1oGjvqyq1bt64waQZjWcEBygzCAZoezVRkrMtlcYBmLCgoSHiN6EuQsazgAGUG4QCVFg7QjFFXLi1bR125GU3Uzpg2HKDMIByg0sIBahiaiN/a2hr169fnrlyWaRygzCAcoNLCAWq47777TnitaHUfxjKDA5QZhAPUMHSt6L1798RbeYfW0KSWFe03pp+qK1culwvrRTJmKA5QZhAOUMPMmjULVlZWwuLcee3IkSN6F21m7/3555/CAUfDhg25K5cZjAOUGYQD1DD/+9//8PHHHwsDU4x5ogWWHr3HqSt3/vz5Yglj+nGAZptYPLoYhtCwi3gUKxbpE/sIF8NCEXbxkfKRaSXh9e0zOHz4BK5HfcDk5YoXuHIoBHv27FFuIQjZuw8Hj57FzeeZn76eA9RwNM8qTbTg7OwsrCXLpCExMRFVq1YVunLv3LkjljKmGwdodog+i+CWbpDnKw73YvlgW7Qpphyj5U20iz4bjJZucuQr7o5i+WxRtOkUpFZPuosNAVXgLC+IUuXc4OxQAi1nnMzauqXCcmZWsMlXEK6urnAtVED5vNawkLnCO3A1rqvWVzMAB2jmnD17Fg4ODihatCjevv3wVWdZ7rh48SJ35TKDcYB+sESEf+sJe48B2PNU+YFTRGH/kKpwrDgap7Q1HhPD8a2nPTwG7EFK9f0YUtURFUefQgIUeL7WHwULNMOcyzHKygq8OPAVKsirYeKFpJTHZ4YQoHZoMv+R8plEye8QsXkwvJxsUWH4EUSLxRnhAM08WsiZJi2nbl0mHRMmTBC6cn/66SexhDHtzCdAY25j35IpGD34Kwyb8AM2h7+E9rUYYhF15wYiIiLSbTcevEa6GEs8h28qy1EvODL1+RRPl6CFQxkMC0ufoInnvkFleT0ER6bWxtMlLeBQZhjCEpJxf88MjPzpGCg+BbFb0dUlHzptykRzUUVbgAqScGtOIzg4t8XKKMOOsjlAPwy1Zvbt2yd84ChYjXUGI5bSlVulShWhK5cmnKfLW27cuCHey9h75hGgyfexvG1hFKrZGcPHj8fQzz2R3746JpzWci4w4QgGl7ISjkDTbrKGP+Be2tR9twafORRFQIjacyUcxZDScjRb9EwseO/dms/gUDQAmtWHoLS8GRY9UwszRTzePDiLDSPqoqBbZ2x4YljQadAZoMqXJDIY9WwKofdOw86HcoBmHX0hU5cgtWx2796NcePGCbelsji3Odq5cyecnJywdOlSbN++HU2bNsW0adPEexlLYR4BGrseHRxLIHCfOFxH8QQ7Jw9G8IFn6YKFWoSJ8XHCPKdpt7iE9N2oiofz0ETugZEnE8USpaSLmFRNDu9paY9aFXg4rwnkHiOhWX0Sqsm9Me3G+3ROOPAF3KyUwW2ZHw0mHcFzLfn5+++/i//TQU+AInYd/Oxs0WrpC7FAPw7QrFu5ciXmzJkjvIcI/btw4UJJLMxtrtq0aSMMAFMd5MTExAgHPXfv3hVuM0bMpAUaicWtCsDaqQwadByEyUt3Ifyp7pZXclKS0GpIuyUla4nbxwvgky5AwzFRGaBeUyPEAhUFHi/wSR+g4ROVAeqFqRHvA1oR/RJRLx4jfOMw1HZxQr2ZV8V73mvVqpX4Px30BejrFWhja4t2q96JBfr17dsXxYsXR+PGjVO3TZs2ifemRzPhtGzZUqP+xIkTxXu1ozeien0/Pz/xHu0olNTrUyvh0aNH4r3p7d+/X6M+bVSmy8OHD9GsWTON+vQzdaFu2g4dOmjUp7+Jyui51L148QLNmzcXDkzU69PP0zfoiF5z9fpNmjTB6dOnxXvTu379ulBH/THLli0T702PJoKg8FCvn9GB09ChQzXq0/uSJifQ5ZdfftGoT78fnSLRhf6+tH/D5s2bxXvT+/vvv9O997799lvxXu3SvvdoABi9Fiq0b2fMmIEVK1YIt6lrV70+vfceP34s3KeNtvfegQMHxHvTe/DgAXx8fDTq05e1Ltree3369BHv1W7w4MEa9T/99FO9+41a4+r1aZ/o69o+efJkuv22detW8d706JrlFi1aaNSnWaL06dmzp0Z9f39/8R7tgoODNerTfnvy5Il4b3p79+7VqE/bH3/8Id5rTudA4+7i0M8TEeDrjVLOMljKy6Dr6rvpz4Nmtgs3ej38nYqh/171Plnlc7jL0Xxx+i7c6PX+cCrWH5rVB8Nd3hyL1btwU8Uj9Ct32HpPFW9ngp4ATTw1Ch42ZTH8uFqS6zFmzBh07NgRx44dS930fdHTOT76AKnXTxsiadERv3r9q1fTHzSou3//vkb9U6dO6T23+Pr1a436tFHLQhf6Mjlx4oRG/adPn4r3ahceHq5Rny5poQAKCwsTDsIIPe+5c+cQEBCAyMhIjfpUrs/z58816tO1prq6gukL6Z9//hHqqD8mo8kVaKk29foZXdJB4adenyYl0IcGVanXp9c4OTndJzGVtr9B33uPwiSz7z1a3ky9Pl3LGxf3ftwB9RoMHDgQISEhwu207z0KeX3vPTqgVK9Pm6pHQpusvPcuXLigUT+jtU4zu9/oAEG9fm7sN30HxCTtfrt27Zp4j3Y0S5h6/Q/db2YRoIpXl7B9xQ5cUX0e4h9gXVc32NWfjTvp9n8Mnty8KnyZp92u3n2JdHGTdBlBNew1BxE9UrZKHcpi2LH04ZR0OQg17DUHET1Stkodyg7DscQYhIzwhteQPe8HESEBYcPKwK7uTPF2JugKUMVrhASWgqz0YBw2cGwSd+FmHa304e7uLnyJ0xcjfYjd3Nz0tro+FLWe6DpUfS1mphu1tqhFRgcnFBLUaqd9lpSUhdHwzGSZR4C+3IguhZ3hPWILLj2MwuPruzG2rguK996etesrNSThylRvOJbpgd/uKgMz6RF2BFaAQ6UxOC00DGIQsW8t1h29lxKwSVcw1dsRZXr8hpTqOxBYwQGVxpxWRmUy7i9uCRfnBgg6/VoZegq8Oj0DzV3zod6s6/TozBEC1Abe4/bjgrJlFB5+HqdCt2DewHoobFcGPTc9Sg199Za2NhygH4aO1mlkJ02wYGtri3z58gkt4pzCk8l/ODpPTdfx0oEIvZbt27cX72EshZl04SrwdH8Q/Gq4IZ/MGjYu7vikxw84/lJbl2kWxIRj/melILdxRiEXW9gWb4ZpJ8VoTr6PuY1sYO+/AarGXkz4fHxWSg4b50JwUX6ZFm82DarqNJHCpi9roYCtI1yLFYTc1hV1Bm3G3awc+AoBapkajBYWlpA5uqJc3U6YtD1SGdgpdIWmOg7Q7EMjcXM63Kil5O3tjd9++00sYR+ia9euys+PRYbdnMy8mM850ByXiFeR4ThzLgLP0oxPSo6YDt/A3dAoTnyFyPAzOBfxTLNcoEDsk+s4d/pClqbdywpVyOrCAZq9aPCCTCbjKeMkgvYTzVBE3bqMqXCA5rhohE7oiqAww0a75jVdIcoBmr1oyjhq0QwZMkQsYcaOBhHR54MGhDFGOEBZauuTW6C5a+3atTh69Kh4ixk7GgVLsxPVrVtXLGHmjgOUGYQDlDEIs0jRgeauXbvEEmbOOECZQThAGQPevHkDFxcXYUQ1XbfIzBsHKDMIByhjKWhGImqFrlmzRixh5ooDlBmEA5SxFDRDEV0fSpNjqGaXYuaJA5QZhAOUsfeWLFkitEIXLFggljBzxAHKDMIBmvPGjh0rTFLOjB9NyVimTBkULlxY73zKzLRxgDKDcIDmvE6dOsHKykpYQSU7zJo1K8PJtVnWbdiwQWiFTp2ahYUemEngAGUG4QDNebRyCwVo69atxZKso9Gi9OU+atQosYRlN1rFo3r16sLC2zT3MDM/HKDMIByguUM1282hQ4fEkqzhyeRzBy1vxgcq5osDlBmEAzR30HqftFILtWz0rVOYEQ7Q3NOwYUPY2dkJ65wy88IBygzCAZp7aBmtYsWK6V2sOCMcoLmHFoGm1zowMFAsYeaCA5QZhAM0d33oLDccoLnL19dXOH9Ni6cz88EBygzCASotHKC56+rVq8LqOjSSmpkPDlBmEA5QaeEAzX09evQQQjQ8PFwsYaaOA5QZhANUWjhAc9/du3eFRdJbtGghljBTxwHKDMIBKi0coHlj0KBBwut+5MgRsYSZMg5QZhAO0Lzz7t07HDx4ULxlGA7QvBEVFQV7e3vUqVNHLGGmjAOUGYQDNO+sWrVKCMMdO3aIJRnjAM0748ePF1777du3iyXMVJllgCpSr69LxLPzO7B61RacfBAnljFtOEDzDk3LV6BAAZQvX16YxNwQdBlMu3bthJlyWO56+/Yt8ufPj0qVKn3QtbzM+JlXgCbexrpAL7g1nIGbyQo83dQdJWQWwtGipZMXxoe9EyuytDhA89b8+fOF9ylNssCMX3BwsLC/qPeAmS4zClAFnq/pgPzy8vD/4RiiEiMxu74tZFWHIuT6GSzq4AaHRnNxhw8YteIAzVvU8ixXrhwKFSoknBNlxu3ff/9F8eLFUbJkSSQkJIilzNSYUYDGIySgGPJ32oi3yluKxwvRzE4G76kRoMxM2B8IN5cu2MI9uVpxgOa9bdu2Ca2aFStWiCXMmC1dulTYX9R7wEyTGQVoHLZ2dUHhvruVUQq8Wu0HJ1lFjD2TKNwbHxKAYi5dsZUDVCsOUOOwdetWYcJ5ZvySkpKEXgNXV1dER0eLpcyUmFGAJuNWcH3Yl+qOVacO4rsGTpCVHYZj1LsScx2L2xWFbe3puMFduFpxgDKWeRs3bhRaoZMnTxZLmCkxq0FEihd7Mbx6Plgq39AWMjf4LY9EsuIZlraSw1JeEQN3PceHTeFtujhAGcs8WpKuRo0awhJ1L1++FEuZqTCrABUkvkbk2WM4c+etGJZJuBmyGntuqG4zbThAGcua/fv3C63QkSNHiiXMVJhfgLIs4QBlLOsaN24MW1tbPH78WCxhpoADlBmEA5SxrDt9+rTQCg0ICBBLmCngAGUG4QA1ThUrVsSyZcvEW5qGDx+OM2fOiLdYXmvfvr2w6PbNmzfFEiZ1HKDMIBygxqlq1apwcnJKN0Dl9evXfN7NyFy7dg2Wlpbo2LGjWMKkjgOUGYQD1DipBqgMHjxYLElB1x1Sa2fixIliCTMGvXr1EvbXhQsXxBImZWYUoPHYM7QGKlaogApatooVK6FK9Vr4xKc9+k5YibMveUyuOg5Q49WyZUtYW1vj9u3bYkmK0NBQvHjxQrzFjMH9+/eFRbebN28uljApM6MATcK1TePg5yGHlVM5NO06EKO++QajB/VEy0r5lV9AxfBJxx7o0r4hyjlbw6HmeJyIER/KOECN2NWrV4WuwU6dOoklzJgNGTJEaIXSAQ6TNjMKUAVe/d4LJYp8igXX08zXl3gXq/xLoGTv7XilbHgm3FqETwu6oP2qF3xtqIgD1LhNmTIFgYGB4i1mzGgqRgcHB3h7e4slTKrMqgt3Z29XFO69E9qmuxUmky/UE9tpoly8xap2jig34jhSZsplHKCMZR/6PFEr9PfffxdLmBSZVYCG9C8Kx2YL8TBds1KBp8vawLlIP+yhAFVE4ecW9qgw5jQHqIgDlLHsQ0vS0SLpdBkSL7otXWYUoMp2ZUggSsoKot7wNTjzMFpYxiw5+hHO/TYWTQrL4NZ3J94kReH8igBUsS+Cnr/zuosqHKCMZa85c+YIrdCVK1eKJUxqzCpAoXiDU8HtUFpugY8sLGBlbQ0r5b8fWchRut0snHitQHLEVHjL5CjbZSVuJ4mPYxygjGWz+Ph4uLm54eOPP+ZFtyXKvAJUlBB1GXvXLMCs76dg2tzl2HH+KVRvX8W7B4i4+4q7btPgAGUs+9EsUtQK/fHHH8USJiVmGaAs8zhApYUu1N+2bZt4ixkrWnTbw8MDhQoVwj///COWMqkwswB9h8trxqJri3rwqlUTNWp4wtNTbas9AiHCKFyWFgeotNA8uDzjjTRs2bJF2FffffedWMKkwqwC9PWOPnCzskbBys3g372XMK2WxhYwD6e471YrDlBpockV6EuZNmbcaNHtWrVqwdHRkWeOkhgzCtB47OlXBPI6U3GVz9dnGgeotLx69So1QPft2yeWMmN18OBBYV9RzwGTDrMK0B09C6FYQIjyfyyzOEClRT1AK1euzNcaSoCPjw9sbGzw8OFDsYQZOzMKUAWi1ndEUY9BOPRWLGIG4wCVFvUApe3PP/8U72HG6ty5c8K+6tu3r1jCjJ0ZBWgyHoQtQGBNFzh7tECf4d/gu6AgBKlvUzfiKl/7qRUHqLSoAnTEiBE4ffq0cJ6NGT8/Pz9hYYCIiAixhBkzMwrQOGzpWQTOTk7CAsRaN9du2KRtolzGASoxqgD9+uuvxRImBTdu3BAClIKUGT8zClD2IThApYUDVLqoC5f23dmzZ8USZqw4QJlBOEClhQNUumgQEQ0matq0qVjCjJUZBWgCDk3wQYP69VFf19b0GxzgIbpacYBKCweotKkmwqDLW5jxMqsAPRHcDf7+/hqbX5umqOnmAOv8Xug+bi0u8UQKWnGASou+AP3333/F/zFj9fLlS2FiBZpggQeAGS/uwiVxEVjs64ZKI44iRiximjhApUVXgNIgFblcju3bt4slzFjR1H60D2mqP2acOEBF8Xv7w614AM+FqwMHqLTExcXBwcEBM2fOFEtSREdHo0iRIsISWlSHGS+aXJ4mmafJ5mnSeWZ8OEAFCjxb2Q4u+btjG3+naMUBKj0PHjwQ1pxMa9WqVULLhicvN360zBntq+XLl4slzJiYUYAm4cb2HzBLeUROR+Xvt2kIGvE5qrtYwaX9SjxRiNWZBg5Q00Hn1OrUqQM7OzshZJnxogMg6i2ghbe1HQyxvGVGARqHTV1cYGtjIwwRT91s7WDv4oZqvuOw4z53k+jCAWpazp8/DwsLCwwYMEAsYcZq5cqVQit0zpw5YgkzFtyFywzCAWp6lixZgo0bN4q3mLGihQAqVqyIAgUK4N27d2IpMwZm1YV7a88SrA57rPxfekk3VmJQt5k4xkudacUBylje+f3334VWKH0OmfEwqy7cDf72sJB9DN/gk3iV5lxn4vHhKOvgh3U8iEgrDlDG8pa3t7cwsvr58+diCctrZhagDihQqTpK2jmgYs8VuKp20ScHqH4coIzlrdDQUKEVOmTIELGE5TUzC1BHlB4aivv7vkGDQjLk9x6G3++lTD3EAaofByhjea958+aQyWS4f/++WMLyktkF6MdfhYJOc8ZGrELvSg6QFWuGyUeiEH9qFDw4QHXiAGUs7124cEFohfbq1UssYXnJbAOUKF4ex/SWbpDJy+Pz4Z05QPXgAJUeulTl7du34q2MLViwALt27RJvMWPVsWNHYc3Qa9euiSUsr5h1gAoS72Hb4FpwsfwIH9lygOrCASotMTExwnXOQUFBYknGaPksGqTy7NkzsYQZo1u3bsHKygrt27cXS1heMaMATcadAyuw/vgT5f/Seofwnweig9/3OMKXsWjFASotWVnO7OjRo8Jj+vfvL5YwYxUQECDsq9OnT4slLC+YUYAC0U/v4MFL7QmpeHsXZ0LP41H6dGVKHKDSQhfft2nTBrt37xZLDOPn5yd0D166dEksYcbo8ePHsLW1RaNGjcQSlhfMrAvXCVXGn4e2JT/frmoHO7sO3IWrAweoefjrr7+EUZ7UncuM28iRI4VW6P79+8USlttMPkDjz89F1+Y+8PFpimpFrOFYurby/3RbfWuEqkVksC49FEe5C1crDlDzMXHiRDg7O4u3mLH6+++/kS9fPtSoUYMX3c4jpt8CTb6NVQPbwbfNp6hVTAan8g3Ruk0boXtLtfn6toN/t0GYe+QZeDEW7ThAzQuvFSoNU6ZMEVqhPKdx3jCjLtwEHA5qh/7Lb2kZRMQywgHKmPGh0daurq4oV64cL7qdB8xqENF7CXgReRGnTt8U5sSNeftO6wTz7D0OUMaM0/z584VW6NKlS8USllvMLEAVeH50BvwrucDa4iNYFu2PvXEv8EvrgvDotBDhanPjMk0coIwZp4SEBLi7u6NYsWL4999/xVKWG8wqQJNvzodPfnuU95uERWN94FJMGaDx7xD+S29Uc5LBY3gY+MyPdhygjBmv1atXC63QWbNmiSUsN5hRgCbi7NhKkNcKwpVEIH5HTxQSApTuS8adHxvDseRXCOVRuFpxgJovhUKBhw8fireYMaJ9VLlyZbi4uGRq+kb2YcwoQOOwpYsLigfuA2WmZoACCYcHwd3pc2zkJqhWHKDm65dffoG1tbUwkTkzXjt27BBaoePHjxdLWE4zqxboyZEesK87C7eS0wZoIq5M9oK87HAc1zbLAuMAlRi6LrBPnz44fPiwWJJ19+7dE2a9adiwoVjCjNUnn3wCe3t7ns84l5jVOdDEi5Ph5eACry+WYs8P7ZG/aE+sv34am6b4oZzcFtXGn9GcaJ6l4gCVlqzMhavP2LFjhefbtm2bWMKMkWo+40GDBoklLCeZVYBSS/POpq9Qu5AMFso3Gb3RaLOwckaVXitwXezOZellf4Aq8HLnGPi2bImWalurVq3h69cF/UfNxa5buTAs+vUBDPash6BwA7oekm/iB5/K6LX5qdFPuJHdAfrPP/8IsxPRai3Hjh0TSw1hJPtZ6fWBwfCsFwTDdvUP8KncC5ufSm9qlSZNmsDCwgLTp08XrhPNFMVL7Bzjq7GvWrZshVatfeHXpT9Gzd2FD9ldprYPzCxAUyii7+P0rnVYtngRfl61DUdvvubJFTKQEwH6+Ccf2FgWQs32XdGtWzdx6wL/lrXgJreAZf4mmH05J/sEYnHs68r4uMdWvDTwM/ruwECUKx2AXa+N+4s1uwOULFy4UHjOwoULo0GDBsJE9RlPIWcM+1kp9hi+rvwxemx9aeDBzzscGFgOpQN2wch3dToXL14U9lOJEiWQP39+DBgwwPDz14rH+MnHBpaFaqJ9V9W+Um5d/NGylhvkFpbI32Q2srS7THAfmGeAJqviMhHPzu/A6lVbcPIBjx7SJ8cCVFYH02+mP3yJPvcdasutULjPTmXM5YzkO/Ph4+KJSRczMY1G8m3MaeCMWkGXjXryjZwIUFrhZdGiRXjw4AG2bt0Kb29vVKpUCStXrkRioq4mRd7vZ+VvjjvzfeDiOQmZ29Vz0MC5FoIuS2+alc6dOwutUDoHPnPmTJQpUwY1a9bEzz//LPQm6CQGqKzOdKTfXdE4911tyK0Ko8/OzO4t09wH5hWgibexLtALbg1nKN8cCjzd1B0lZBbCF42lkxfGh70TK7K0cjtAkXgO4ypZw8bnJzzOkaPPRJweUxHyOvReEIuUFC/DsTF4LAb27o4egSMxY90ZPNP47CrwaGEzOJYIxD4jnngjJwJUGzrn1rp1axQvXhzBwcF49y7tZyiv97NS4mmMqShHnRk31XqaFHgZvhHBYweid/ceCBw5A+vOPNM8KFI8wsJmjigRuA9GvKu1ioyMFEZO+/r6Crepp+DQoUPo1KmT0CqlNV/PnTsn3KdBb4DS7hqHStY28PnpsfIVzAQT3QdmFKAKPF/TAfnl5eH/wzFEJUZidn1byKoORcj1M1jUwQ0OjebijpY3Dcv9AH1zfAw8ba3gPuiwcNlRtks8juFlbVF1Yvj7D2zscYyr7gAH94bo1C8Q/fzrwM1WhlIBOzS6eJNvz8QntkXRd3fOtZk+VG4FqMq1a9eEL5ICBQpg9OjRePLkiXhPHu9npcTjw1HWtiomhr//ao49Pg7VHRzg3rAT+gX2g38dN9jKSiFgh3r3YjJuz/wEtkX7woh3tU7UdUvvgRMnToglKV68eIHZs2cL8+dWr15d6FVIPfDRG6BvcHyMJ2yt3DHocOb2lqnuAzMK0HiEBBRD/k4bQZcZKx4vRDM7GbynRghHRAn7A+Hm0gVbuCdXqxwLUCtXeHXoiV69eqVsPbvBv4Unitpawr5Cf2zJoRXOkyKmwkvmgm5b338qEw4PhrtNVUy4oPqQJ+HmfD9UazQeoeof3oRQfFXSBhXGnFa2Y41TbgeoCi30TOtUUpDu3btXWZK3+5n2YcRUL8hcuuH9rk7A4cHusKk6Ae939U3M96uGRuNDNbqSE0K/QkmbChhz2lj3tG50EGNnZyecr9aGWqVHjhxB165dhQkY+vbtiz/D9wkBauXqhQ49xX2l3Hp280cLz6KwtbRHhf5bkLndZbr7wIwCNA5bu7qgcN/dwpHuq9V+cJJVxNgzKTslPiQAxVy6YisHqFY5N4jIBeXrpazL2qR2WbhYW8C6cEMMWXIId3KwzyZ+e08UkKmHpfJY9+ZM1FW2ON0aD8SstQdx7bmOkRLJdzGngQ3s/daCjttp+jRqdR0/flw4T2gM8ipAVWj053///af8X97uZzpw3t6zAGTqX9TKQ+abM+sqWztuaDxwFtYevAbdu3oOGtjYw2+tNE/v0PuS3gchISFiiXa0tujcuXMx7fsxKYOIXMqjnrBWchPULktzh1ujcMMhWHLoTha6Uk13H5hRgCbjVnB92JfqjlWnDuK7Bk6QlR2GY7TTYq5jcTvl0VXt6bhhHN9/Rid3unCT8fzQaHg5ylCszUJczcHLit792lb54a2LWbfVd3gsrqwcgAYfO8DS4iNYWDvBvW4nTNhyM80cya+xvLUtbJqmnLe7deuWsC5jrVq1ULBgQeGInQbZREdHi/VzX14H6Ht5u59pJOevbW0hqzsLmrv6ClYOaICPHSxh8ZEyzJ3cUbfTBGy5meYI+vVytLa1QdOfHosF0vL69Wvh8qNq1aoJ0/1lSFsXbvJzHBrtBUdZMbRZeDULXe2muw/MahCR4sVeDK+eD5bKLxYL5ZGP3/JIJCueYWkrOSzlFTFw13Plx51pk3vnQBNxY54PXCzl8PzmZNYGDiRdwg/+nfHTtfety7Ri1nWAXMd5OShi8PDcLiybOhifVc0PK1kFjD6p1n2kiMKSFjawabEEUWneMP/73/+EZaVooXYnJyfhOjo6x5Tbc8nmVoDSwcL27dvFW9pkbT8nXghGh26LcUP3LhQkXfoB/p1/gu5dHYN1HeQ6B8UoYh7i3K5lmDr4M1TNbwVZhdHQ3NVL0MLGBi2WRIkl0jNt2jThvbBhwwaxRA9d50ATb2Cej4vye9IT35xU21sGfNZMeR+YdoAmHMWIqu7ovIoufE/CrT1LsO7oLdw6ewxn7rwVwzIJN0NWY88N1W2mTa4OIkqKwJzGTsoPay18dz4LzRMaIORRBWPP6j5nkhA6CCVlZTDsmKqOAi9CJsHPdxxC1ObiTr45HXVktmi97JVYopR0GUE1ZCjYe6feo/HY2FhhftJ+/foJix7TgI1vv/0W58+fN+D6yQ9DLQ/60qTzkTmJJjCn851v3rwRS9LK2n5OODIY5TzVu/y0o8EpHlXGQveuTkDooJKQlRmG97v6BUIm+cF3XIgwHiJFMm5OrwOZbWto7uog1JAVRO+dOdpMzlH0PqRrd+lSlpRudT30DCJKipiDxk6WkNf6Dqm7y4DPminvA9MO0PgQBBSxQa3JV5UxGYcN/k6oMv680Q78MGa5GqBKCeGT4SW3hGODYFzX+BJNQtT5rVg8czK+n7sGYdqu39X4UCcgckcwgpaE4bnaEZLi+XK0sbdDy5+jUg+ckq7NQF0HW5RuF4Q1e48i7OBGTPcvB1unpviRJlBWid6ITs62aPzjg9THZoS6z06fPo1vvvlGCB1au5FGSe7ZsyfH1nCk6fcorHPSrl27MmjpZm0/CwFafRz2hq1G8LQfsHLfDbzV8mJrBGhCJHYEB2FJmHpPkgLPl7eBvV1L/JzaXZCEazPqwsG2NNoFrcHeo2E4uHE6/MvZwqnpj8Jc2SrRGzvB2bYxfnxg6J42TqpJMBYvXiyW6KB3FG4CwmnOcEtHNAi+rnwVlQz4rJnyPjDtAFU8xNLWzrCU5UepKtVQysUK8qIe8PT01L7VHoEQ6R5o5qjcDlDq9jk+qrIw+KTl4jvKY9MUsUdHoJJ7UwyaGozvB/ugpNvnWJ92qq/UD3U8Hm7ui4plPsOSa2mCNvk+5je1R6Hu2/D+TGUi7u+aBH+vknCxtYZMXhDlGvTEzENPU38+iadRgXa1MS1C2+9tmLt372LevHnCoBrq6m3fvj1WrFiBqCjpdRXS3yCTyYRrD9PL2n6mAC3tlB+l6/bChKCv0dbDFV4TtHT1qgI0/iE2962IMp8tQfpdPR9N7Quh+za1c9KJ97Frkj+8SrrA1loGecFyaNBzJg491djTCP2qJOxqT8MH7GqjQBNdlC5dGkWLFhVapDrpDVClmOMYVZkGGbXEYrrmz5DPmpKp7gOTPweqiDqBpRO+QkDvHmjiLoNL9bboKQ7NTrcFzMMpbp5qlf0BmhUKPJzXFAWbTse5F8odpXiBc79vw3nNw13xQ10Z/acNhGdZXyy8oqWVqnyupyvbIX/RXtieqcF98TgyuDScfH7CvWz6QFP352+//SZcTkAXudepowyb6dOFayul4PLly7C0tESHDh3Ekg8nBGjhz7HhRcq+pW68Wq6dsDHNUpdCgFbuj2kDPVHWdyG07+qnWNkuP4r22i6MmjZY/BEMLu0En5/uaRxASdW6deuEVuiMGTPEkmxg0GdNyUT3gRkNIorH7sE10GYOdeeyzDKOAKXPYQjGNHKDXOaibJ34Y+j8UDxKu0PpQ11WBlmBQihYtB2W39fx0Ys9gqEeBdF+ZSYmh3+9FT2Kl0TAbl3n/D4MnaOi6ddGjBghtBhKlSolvO6hoaEZn7/KQ7QGZYsWLcRbH44CtHyDWYhU7br4nehd1AuTr2rubOECfWXrt0Chgijabjl07+qh8CjYHiszMTH56609ULxkAHJoV+c6Oo1QtWpVYVQunSPPFoZ+1pRMcR+YUYCqi8fzm+cQFnoYJy7exWtO1AwZS4BCEY/YuAS8vXMS2xaNRquSzmi2MM25SOGo2B0Bu+4jZEBZuHVcq2OaOAWe/dYFJWtMwDmDJsdOwvUZ9eDWZmm2tT4zcv36dWEu07p16woXu3fp0gXr16/Pvi9AI5UyiGgiUieuebMGfvmbYv5DzR0ptEDdA7DrfggGlHVDx7U6pphTPMNvXUqixoRzMGxXX8eMem5os9Q0Wp8qtAAAtULp/Hi2MPizpmSC+8DMAjQR93Z8g9blnWFtoVrOzAI2rjXQeVbaE99MnXEEaBIufVcTxdouwk06jZNwG/NbFEbTefQBi8HT25F4SifJhA91ysAGRdRmdC9RAt03P9P5xboveBLWXTeg7z75DrYEfY/fcys906Ap2H799Vehq5TOmzZu3Fi4+P2vv/4Sa5gOCtBSth4YsOsJkpJfIGxCXRRtNCflvFzMU9yOfCrUez+ISIGozd1RokR3bH6m/YOseLYPwZPWwbBdvQVB3/+eawdKual+/fqQy+V4+jTlNfwgmfmsKZnaPjCrAI0/MxGeyjdO6dajsXhbKE6dPYvj+zfix8FNUNzGBU3mRnD3rg5G04X7KgzTPquCYvkLwrVIKdTutRjhFJrxu9CniBsC98VrfKiVH0M8XNkeRUr1w07xfJopiI+PF6bKGzhwoDCRe4UKFYRWBc17aiyzIX0IoQVaqzO+aOGBoq7F4NFyNHbcT/nWjd/VB0XcAoX/vw9Q5Y3kh1jZvghK9dsJE9rV2Y5mzKLGw5dffimWfAAz+KzpY0YBmiCM5spHR7HpUjIe4d/WgrzcCBw34MjIHBlNF65Oybj7Y3+MN8NRYHRNKa0BGRQUhBo1aqBQoULCh5omOMjp603zRPJd/Nh/vHiDZQWtoEOrtZhi70VuMqtBRNu6F0T5Ece1XgeacGggPnbpgs06BpGZO6MP0ORIbFmwFXe4C0GY0H3JkiXCyHJqqZqa5MgtWLD1jniLZQWNnKb1QmnkN8s6MwpQBR4tb4tCHl9gb7ruhbc4OrwSCrRaonMUn7kz/hYoMyaPHj2SzGU45orCk0L00qVLYgnLLDMK0GTcC/0Bfao6waF0MwwImo9lq1dj5aLpGO5XGc6ywmg04FuhG0zYJs/AFs0pcMwaB6i00HnQVq1aYefOnWJJ7goICIC9vb0wNzAzTnfu3BG6cT/99FOxhGWWGQVoHLb0LAJnJydhBGOGm3Nx9N7G/bkqHKDSktersZw8eVL4+T179hRLmDGiQWi0n44dOyaWsMwwowBlH4IDVFri4uLg4OCQvbPOZBJds0pdhGfPnhVLmLGhS1nokpZ69eqJJSwzzDNAE18j8sxB7Pr9d+w6cBq3Xhp0Wa9Z4wCVnnv37uXYRPWGoCXc7OzshKkJTXI0sIkYN26c0AqlhQFY5phZgCbjyf5JaOVuDwvlG4beNLRZ2BZH41E78ZBPeerEAcqygpZvo8/YqVOnxBJmbGguZprlqkqVKoYtus1SmVWAJt/8EU1dZCjeZBgWbg/DhSuXcf7o71g43AduNvnQaA5PpKALByjLioSEBGGVmehotVU4mNGhrn460Fm7dq1YwgxhRgGaiHPjKsGu8micSreaTxzOja8Ou4pjcYYnUtCKA5Qx00XnzGmpM1q8gJY+Y4YxowCNw5YuLijWfy+0XVqeQGs8On2OjTzwVisOUMZMG02+Qa3QBQsWiCUsI2YUoAkIG1YG9nVnaax2niIZd+Y2hmOpwTjC44m04gBlzLTRcnllypRB4cKFEROTdulypo1ZnQONPz0OVWydUSPwZxy5/QoJCgUSX0fi6C9foJaLDSqOPK5spzJtOEAZM30bNmwQWqFTp04VS5g+ZhWgQAwuLvRHWXsL5ZvEQrhGzYKWNbOQo6z/gpRVPZhWHKAsu/AlLcaL9o2np6cwmQxNxsH0M7MATRH/5AJ2/foTgqdPR/BPv2Ln+Sdaz4uy9zhAWXaIiIhAkSJFhGXXmHGiZfKoFTp69GixhOliRgGahBtnzuO1jsuckp+fxE+BQdjDSaoVB6j00BJn7969E28Zh+fPnwszJNWsWZNbokasYcOGwiQYPJexfmYUoHHY0NEN9ScdxSuNEH2HK2uHokFRGSydu2ILnwTVigNUWmJjY2Fra4vJkyeLJcZjypQpfM2hkVPNZRwYmLJwOdPOjAI0GZGrOqGUrQs+GX8YL5UhGn93N75rUxpyS1uU8BmNjdf5Ym9dOEClJa8nk9eHrjksXrw4SpQokadTDTL92rZtCysrK9y+fVssYWmZ2TnQRNz9rS8q2LugRru2qOJsCVmxBhiy6hLe8AxWenGASosxByhZuXKl8PvNnTtXLGHG5urVq8JAy06dOoklLC0zHESUjMe7hqKmkzI8Pb7AnuecnIbgAJUWYw9QmnO1e/fuWLNmjVjCjFGPHj2EEA0PDxdLmDoTD9A4hK+b+n6RbLVtuG8Z2FrmQ/Wu496XT92IqzwZrlYcoNJi7AHKpIFW9JHJZGjZsqVYwtSZeIC+wir/QukXy9a1uXbDJh5EpBUHqLRwgLLsMmjQIOG9dOTIEbGEqZhhFy7LCg5QaeEAZdklKioK9vb2wrquTJPJd+Fe3jwHM2fONGyb8zuucxeuVhyg0sIByrLThAkThPfTjh07xBJGTL4Ld0W7fLCxsTFsc/ocG7gLVysOUGnhAGXZ6e3bt8ifPz8qV66M5OR0q3GYLe7CZQbhAJUWKQbotm3bcPDgQfEWMzbBwcHCe2rVqlViCeMAZQbhAJUWKQZo69at4ejoKJxzY8aHJr2gCTBKliyJhARe95GYWYC+w+U1Y9CleV3Uql4VVatUQRX1rdYw7Oa5cLXiAJWW+Ph4octNShMV0ChPCv0BAwaIJczY/PLLL8I+mj9/vlhi3swqQF/v7IsS1jK4VmuFzr37oV+/NNuABTidKFZmGjhApefNmzdISpLWqDjV9HHXr18XS5gxofdTuXLl4OrqiuhonvrUjAI0Hrv6uEJebyZu8EjbTOMAZbnh5s2bQoBSdy4zTps2bRJaoca4UEFuM7MALYyi/fbw2p9ZwAHKcovqwn1aUYYZH1qGjpajy5cvH/7++2+x1DyZUYAq8HJzN7iV6Y/dtBQLyxQOUJZb6DIJWnibGa/9+/dLbpBaTjDxAE07F+5QtCppA8eyzdBnxAS1cnHjuXB14gBljKlr0qSJsObso0ePxBLzY+IBynPhZhcOUMaYujNnzgit0ICAALHE/JhRFy77EBygjLG02rdvLwz6osFf5ogDVE3iq5d4y6dHteIAZYylRZcbWVpawt/fXywxL+YVoIpXOL1kCPx96qG2txe8vFRbTVSvXAoFnDpgHXfhasUByvLSf//9J/6PGRsKEOrKPX/+vFhiPswqQN/s6I3iVjYoVrMVPqvvDlvnimjewRcNyjnDyq4Sus05iPs8T7JWHKDS89tvv+Hhw4fiLenau3evMKsST65gnO7fvy8sxtGsWTOxxHyYUYAm4MAXbrDz/h7XkoDkiKnwdmqJn58qgPgILPjUDV5B4eCJiLTjAJWWd+/ewcLCAuPGjRNLpOvWrVuwtrZGy5YtxRJmbIYOHSq0Qg8dOiSWmAczCtA4bO7sArcB+5VRqhS/A71c3RC4L2VS5PgDX8C94iic4gTVigNUWl6/fi18oY0cOVIskbYhQ4YIfw+1RpnxefHiBRwcHODt7S2WmAezaoEeHVoGLn5r8IpuJkVgqpc96s++A+q1TTz/Daq4fI6NfA5UKw5Q6Rk1ahTOnTsn3pI2Wl3GxcUFFStWlNz8vuaCviPoIIeWpTMXZnUONGbfAJSUl4Hf97txKzYO+wLd4FBrBHZevojNX1SGnfsgHOZVerTiAGV57ccffxS+oNetWyeWMGNCpw0KFiyIChUqmM2i22YVoFBEYd+4RiiWryV+fq5A4pUf0LSAJSyUH8qPLJ1Rd1p4SvcuS4cDlOU1GolLXbnmONpTKihQ6CBnxYoVYolpM68AFSW8fo0Y8f9x98OwfslirD5wC7w4j24coIyxjNA6tC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