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        <p bold="true">Vibrations of a rectangular membrane</p>
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        <p italic="true">Calculation formulas are taken from the book:S.Timoshenko,Vibration Problems In 
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</ImageFile>
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          <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
            <commandList>
              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/oxjfttom"</string>
              <string>dimensions=[270,215]</string>
              <string>font="Arial"</string>
              <string>font_size=1</string>
              <string>contour_levels=16</string>
              <string>contour=base</string>
              <string>enhanced3d = true</string>
              <string>palette =[blue,red,green]</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-6.608,0]</string>
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            <prambleList>
              <string>"set term pngcairo font ',1' enhanced size 270, 215"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>1</textSize>
            <textSizeState>Custom</textSizeState>
            <textFont>Arial</textFont>
            <contour>Enable</contour>
            <contourType>base</contourType>
            <contourLevels>16</contourLevels>
            <pm3d>Enable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>80</gridXu>
            <gridYv>80</gridYv>
            <gridState>Disable</gridState>
            <width>270</width>
            <height>215</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/oxjfttom</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-6.608</zMinRange>
            <zMaxRange>0</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Disable</xGrid>
            <yGrid>Disable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>80</azimuth>
            <zenith>58</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>1</scalZenith>
            <view>Disable</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX3</varNameMouseX>
            <varNameMouseY>MouseY3</varNameMouseY>
            <varNameMouseWheel>MouseW3</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth3</varNameAzimuth>
            <varNameZenith>Zenith3</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX3</varNameXmin>
            <varNameXmax>MaxX3</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY3</varNameYmin>
            <varNameYmax>MaxY3</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ3</varNameZmin>
            <varNameZmax>MaxZ3</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <description active="true" position="Top" lang="eng">
          <p>Mode(1,1)</p>
        </description>
        <input>
          <e type="operand">u</e>
          <e type="operand">0.5</e>
          <e type="operator" args="2">-</e>
          <e type="operand">v</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">t</e>
          <e type="function" args="3">f2</e>
          <e type="operand">u</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">v</e>
          <e type="operand">0</e>
          <e type="operand">1.5</e>
          <e type="function" args="9">parametric_surface</e>
        </input>
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        <plotstore>
          <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
            <commandList>
              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/lujbgnv3"</string>
              <string>dimensions=[270,215]</string>
              <string>font="Arial"</string>
              <string>font_size=1</string>
              <string>contour_levels=16</string>
              <string>contour=base</string>
              <string>enhanced3d = true</string>
              <string>palette =[blue,red,green]</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-6.608,0]</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo font ',1' enhanced size 270, 215"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>1</textSize>
            <textSizeState>Custom</textSizeState>
            <textFont>Arial</textFont>
            <contour>Enable</contour>
            <contourType>base</contourType>
            <contourLevels>16</contourLevels>
            <pm3d>Enable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>80</gridXu>
            <gridYv>80</gridYv>
            <gridState>Disable</gridState>
            <width>270</width>
            <height>215</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/lujbgnv3</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-6.608</zMinRange>
            <zMaxRange>0</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Disable</xGrid>
            <yGrid>Disable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>80</azimuth>
            <zenith>58</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>1</scalZenith>
            <view>Disable</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX3</varNameMouseX>
            <varNameMouseY>MouseY3</varNameMouseY>
            <varNameMouseWheel>MouseW3</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth3</varNameAzimuth>
            <varNameZenith>Zenith3</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX3</varNameXmin>
            <varNameXmax>MaxX3</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY3</varNameYmin>
            <varNameYmax>MaxY3</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ3</varNameZmin>
            <varNameZmax>MaxZ3</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <description active="true" position="Top" lang="eng">
          <p>Mode (2,1)</p>
        </description>
        <input>
          <e type="operand">u</e>
          <e type="operand">0.5</e>
          <e type="operator" args="2">-</e>
          <e type="operand">v</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="operand">t</e>
          <e type="function" args="3">f2</e>
          <e type="operand">u</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">v</e>
          <e type="operand">0</e>
          <e type="operand">1.5</e>
          <e type="function" args="9">parametric_surface</e>
        </input>
      </maximaplugin>
    </region>
    <region left="0" top="720" width="280" height="223" color="#000000" fontSize="10" showInputData="false">
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QBs3oz588XCBaDnMWOuLCK6TXh+RxcNjXQbog3Z6BRw8GS/bpEY0tVGDz/LIyKlilkSMJYgSYoLX0rYGswYK8QF2RhBkX2AKE8kVba9sB+MHHq5VFk3i/jBqGqFdEVy3KUtnZnlQXR4RoVdAwCejFSuzMNwAabsIZ1jyZwf69TluGZyYZkU7oyV/P3GitBtn07JppHxs2cbZ8+UZsySJ0+Frkf31xcwxj7022oDfvfhf3CqcI7//V/cckuk3SPd7CBZMPKwD/OETO3DLXJd9XjZtiaNP+iuQmUtvi9YYrYiwopZhJxV4vERK4XJZf2KpE02hWKiXFjfVaQEUKBItovOsE8uzTxJRMz9MHNI1QwCjv4Yj6WyApV+DtlDXQYSh6dWTCGqFSOjX5bUmJp2c+1EXcWB7jDZFYFVQ/nLhglZ1gyjXs9aUntGs6A5MMafI899uzxjtjRzNhs6DH0EY+zff1ZtwM8/9o9Mle3bxZXzxd9fpM51AMCi+VEwDDgOPM+PlMv+XPdnp8Rc6bDzu+tihQallVlE0oZUKWrjQn4qAgNzKlkU4QY/fMhbksrWTjHu18+UHRUCamVsvqsfTOLIJ33FjBSkSOFXMu/bURQ1YgLpbNlJQFxiwudJcMBBqnLwfdg/pnqMeYL0rkTB35qqxAyLoVhkAoqDmMUkT1Ais+Yw2RWG6decSUOGsVmzpZmz2cxZ0pRzeiNwGGNX/bjagAev+UelivjpI+L6G5DNlr8B40yWhCeBM3R3jpIERYHt61rkyCL54LunZETS4KsU7oYXI7OfqZorHM4ERRIDy5ue0JxV7CVi0FeHDFlwz1X8ZjFBVyT//HhFVovMFN1CwDSSgVblrAvyWdCZjNM1nE+iIHL6gG+BRCr76UO8iLosUxz/+RU3GqV8kVslwO9jprhQXZYowCj5GUOUvkmfydPtJ7PpujTlHL9z56zZGNa9wGGMffoH1S7dvZ/5x6OK2LzF+8TV4uUFAAJWiFjc9ZjojMFJ/oTkMrzDbkjTiDYESmEM/iLhkYhIocyu8GJEoaqYVZrGXRud5ZBUlE9GPGUB9/7cw7oW4JcD5JLIpVFMdE7NTtCEC0BZj1xCPoFsHVwFmh01SOgb/9iYv8f6Dl9DI4FMkqcuA92CYBXhF9pFIJQUWZc8IRy7vHGL6aYwTL8AE50ugUAYqo4/hs6UnOC0NdI82bDhmDePzTkP8+ZhwoQgCY0xduN3q12679108lHl0UcfvfzyyzXtmLQ85D//pXf9TWhvr/gSEocUliQCzIEKgEHI8BS4ZKUfdruKAkmqwpwggkGoIlLQJd+x4ldZDpLBAu9tIYF80i+crCJholYKU+CWqUB5N9l0WY+KWvOuwhw3GFwywCutOJmzRM7fP0kYV5fr8jKzypeFNNi6TFnySIoGVbWdgsRRl/G5F5YwEofMmWqLRAGxUjlLjSRJoOnFSn6mmV/Y7FUEc8jOqajSGTv2hzNnffqRR/wxjP3XNw576QDcecvJRBWK7Fx22WWPPvqofmQOja4Qm7c4n/gUf3khAJIY9L0FPcIKAC4UESqG4pBcKAxChaPB1pgjicPTpisUBa7rqL5BUjJQqgyJVJcwYVToaUwSshRY8Fz2HV9EHlctP60JXUVKeVNgKpdpU57s62bh2CvjMLrzg5FQKsUBxtJFJXC1E3Qr6taTwNIdQgBe5eGR0V9xSKFysbpM2UYiGgQjKURDKhnxKiwJqctMRDYySWY33cxuv4PF48FkZox99KMYMwbd4umnsXhxOQTZ/aAuOOZShbGjvwv3kV+6N34+IkwYhAXdQ8UznEPyIJMY8XWzTgkTHiOBa7B1WBrs7g2bw0GSHM7VzsaQFEkkMwDoJjWYVzVLKkJ7IccX4AscskmoZKBrTnF4MTKfFBeejHwCuRQKyWhQUmWali/LCio7i5Qo6xbiRQCwVZgxP3KfzvryhGL8xCLDRF0GTHRJT+aoy/obAfzmBMERUiJMrAQZspKsZ9lcINWD1syBkhacPps0WfrZL9jESaicaYyxW29ALNRaLYzWdnzn/j5LFaXnIScT+MZN9lXX8QWvAACkwNnFIRWQ8CBL4ApcnxVGzHRV4Xo2NJIhClxRWWsrwEgBdqAWkAAggZP5rcPqegBdDogT7ehxmDQVHPKf5aaBYlxQsMLse9P6ME8YkwyH6a1eUysABHY86WkMTPYqYpSRlEeZKYAre6jLoi7rR4cydZ3tj8GUYkWQUrNR3wEu+QJNMOjQE6Yr4AHQHGgOSrFo4aRmw1WgOkh3+lYkwbREo23lPM82TN/IKV85CYL5elQqh0ShszAGnpNtBSDLkDljXGg2gvx/dD5iGJj8yWvkb919uHdy1Es43A0cEu/+++o4lajiPPwL64YvStmO4Bua98QTDok+29Cohsoymeg0SASYzfSMqGMQGmwDJulsbuUV8FTDcTwLegZ1ErgOS4cVQ0kFPdC6eJ8j6LQWZA+JkpQwGQ56gD87KbuRHMfVRUoEQlSkEatCaWh3G9oBUFReBP5fAIxHBQ4L2TCQpIQtx4tOUyuKcWTqYOkiosuRVSNxpLNIFMgPZonKMY1tMMyKxn8A6jJIFEJKmhB2rhWMpQpI5bo7LwbdKlOInCVBijSXEC+KoBKTS0A8Lqk6sll2+hjlxw9Js6rlxei9eND1CacGVfjBVvuaz7h//AsADomlU8wyYVkAiogXkGAQgTABYEPLIymBU2oiADBmG2lecgGUECshpsKR4alwyhoXY9wpP5A5k/NqY9Z2AahwYigZwoyjWM0fUHHQ5ckle0iaSjJfTgArxn3zPdwGqbcITX3VZU0ZubHNBWAayKZRTLBCvJydwCImjcOF638VL/qmMzkASGmkzkbhI28+BMX1dUvaLD3mAcRK0GyYOlwVybyvXFH0hpxjEkdDu1BtMigrHjSqg/oOP9jPpShb4kUk8/6RkFsCAIpFzkrK/KvVb9yFdA+NMP8RqeL8+GHrC7eKTCZ47IpsTgCAVEDChAGyQJSYktClYt6T1LwXF64XaFYabCGYU6qIz5UQs6EBILmhw/JEpZ0jGLf9VRyorhZv8yR4ng4rgUIcxRhKgTuh9wIHgAQpWUQyzwfuBwBb81Ud+ot4zKqDcSE6U4YNEzFXZfscKq3J1CGXrrC2GZgSqbwXisTdVA6pnB/wiTgeqPwLQLzoO45tgyUKFRZ8oujHCsuVntx3XqWznVaTgKwYkCTXKpDGlSxUFA5wybdAiELhYI6vcQlIZ5yp3d+DMAkQyXw7cpzUZr04cND69E3OH/7kL6sq0zUUChDChdKOBg5JYRzhlCemlBCLeLRsaBZ00qaCwItpMRG6VQJMgZtAIZBCrpAjfjMe6oIlFJW7PIYSzfAYM/vmRgtDlimPkxC8goJMkSqJkujiMo6oUhKHrSGbRi7NCnERKbUnAyMMCvORuLM1SExOlKSwH4wC/OFONABiFovnRZAvR9Bs1GUAVERaAMic1XWISOZYcLSpXEXmf/lXxpT5V+tfryZMImb9bz58uIEA8C+/PZmcxf4O+kuVTmGSFQCrfGaTLUHzmElMScVQLMJxLOg5pACQ6kWakgO1CN+OI0NFh2VDq7Dvdb3kqsLjAFQ4CRQCUhEEkzxR8bz1ECWSAZNok0S+t0paV8gygIA5VChGFny4LaV/OiLKnAo/mCRLngj0QHLQkQONtqM4fgcjgiJpSskJrjPVCERsqlip7PIiR59mIxnquEXFYbKH+o7ysQWlOLGS/300z034zSz98CJjCD3FpOEj9XsflM9/Z/UrF6HK4++rNvj9f3xLUEUcPGR++mb396Esal2HELBtAdaB+hJikXQVBmFDKyEWnr7kIDZhRLxeBZZUhR1DiaIuYMwUelhicEgmDOJMGlkFbldihMdDUbxKxYakTRL5BAoy4z3oZlWglAOLFFUMmOMqURnSVcJU2PeKKlkOQg60ilQdxjSrwr6nAmDS5chK0aHr2QoLgNzQEbey6rJ4EZ4ULRygbi8BAhIygfoOJPOhg5EklkojlwPn6n98Vv/KNw/r9w0fTCVVnqgaL7n0yZOSKq7rynJvFfBAmAAQqJjjpHQFURE5FWe2JSwbQBbpIuIRM92BmkVahmfADB7zJcQs+PFQFXaCmZJwKyItjFlq0rP98YHHrCwrGHMrrZpIMEfoBrfKSosOK4VcCrkk8goq7KW+QZYhylKiFCvrabYGMMZ4RdZw1GXc3WKQcwlU5npJUtxRyXGCUPVoJE6SyvtdnYIWftS6hXW2FScWUTqMZoNLFca9YNBsNLZFj83ffnOL8f37lfd+oJeXJ0KVR2Zj6GH4tbQNX1px0sRVNm/eHIRCLcuKx3t2ZYu2duu6G93fPgqAOMIAVl8niiVhO1mk80gKsMCS9nJFBgFIWaTJuPcgC93Q0zra2hxPyiItwFwoBSQUuAZMHk9axbI0cKC1ipgDNYm8AZM45go54AkAIck5qSHj8gMYYMBMIReDKYdmfNdATZgnTFNLjlwSsQMYACCGEk3vFHIqnJ6dAWF4FRMq5iixg27LQcB3DAiiDTmyGBjCUjdi4Sgq81wIQYVZpDWFk5QVm8MuCxCJo6kVTMDWUEwyWxFMktO2xngJ8Nu0Oio8pVyjQgY6tYSty5RbVbBYgguPWyXKHEsUuj9Xdf41+te+zdJ1vb04XWAVoR/m+bw/B4Sm6MlSMNxLBcx75nnzE9eJ3XuCb4Ip6EBtRwN5qwAwRWaqglKJfmpDowCLKDkOVAt6JO7uQrGhBZSgg8sLPyAjgcdRSKDoQA3PfmrbGz4qcqmlkEsjq8PikCK6WXiRIsvlg1AU3umr1WElWSEpcknkYyj1LUsgAkmCJJGqRg1oyJkWJA1IXlTgRBsjOX7ktBhHPhnt70p9jAJQXX6EfgpnsYJv3AfCR3GRzkIAXKnYIBNoaI/mLPs/tQww7v6B8v4r+noNIlLl1RnVBs987aRUwKrvQrS22ddeT5ZJ10mWQV0RcUp/FEwKLjcZIR2op1UkVVYUiJIJwILegXoACtzAOvcgkyeAQZB3mEFYsXqrVKHvW9BVOEnkKVQvwCIOAE813FDGrgY7jmIKuRhKAMAkr1JD55Wt48OLTJaEAHnhZHhJ/+3ceV9P65PAiaDTwqGy4XyyonCfiWh2Vre6WdBIiUp8Kzbv+tpU8M5X6hUWmDqUGkORe2IUBUzo2sRK5Yh+BRhTr7y638IkQpUVZ1cbPGXlqUYV/sxz5jX/KbbvCL4J5iW5uQJhAoAZuuBC2A6H1IF6E0a5igsAIIE7UDMoX2hZlWIxMNfp8FKu5YVHyvAiCcgulBJ89ZYIozEnfOyCybaQAwOKMThKzHM4AAVuGtk4iknkAxUxIlKiEqby0cAUWbj+EZJpRH9HKnAYg6rCtoPoTbgXBypzsQBImiEXysyg97eE3+FK5n64k4tlMMWJhvwpa6treihVdwUoZ3A2txjfubcfwiR0ohVU2XBmtcFnbTx1qCJa25xr/9P7/WOgZ23oIUoSgGYtTabwlCKhQUoRkyU1HfOyBfLz5pAqIBFJsOeQskhrsMNfulCySEvgMZTiKDIIyo4JH6EH2YQRQymFXAIFAA7UsFjwIId1M6bIjidBiCTyaWR9ayR0IYSIis3DXjRFBudhgUN/CRSOVOAA6JQ2lDHQdYpH3GgkZFwFJQOWEa2spKIUanwRNEyi3i7oLB2lLylTRnW6SeqRP3CF8Z17WXPLkZxUhCpvVm0He9rWU4Qq/NnnnauuFTt2lqdLMilkhWdyBSRI4wor/fTBhULCJLoLCAGWQdrslAlB0iSH1I4G8lBRcgqDYKqSZXWOLYLBcRTRxZFFh0GfNdhxVjJEKeAbY7BEpW4GOUIkmuUp5OqQ6TZTs7fXUJYCm54ETpAu0OcATmUFG7VxokbJpgHGKyItkqorpit4eRey53e3CfrHUvZ+ADJUIsY6USWVC41MJAT3hGWyQYONHzwoX3xp386iO0SosrtqB5ihe056qojWNvfaz6M7iokAACAASURBVPLfPwpfIQE6LRALegGJsG0QhC8EWBHxLKuLeGkJDtQO1HuQI5EWCTyLdMWDH8KAacKIZEma0C0YZHXQRmxoYd0PQAkxDokiLUnkI8n85GoLn7YnqdwrHw95z2hd4nYfrmH4vGRJEl6QZ2AwKyHycT8Ps1hOtOkNdB22HXbdWgYzdeEnQTKmOJXOAC0mFUr0mZxmlOUVBpkxorJxpp8zJiAikceL3mXc+5N+dJnoFhGqtDZWG9zUdnJTRbz4Er/yE3zbjoixa0PLs1QQDqfHc6B6FZDIIk2PfAEWkTYFJHJI0TeKoTDByVcbZL5E4u5EHgMlHXawuyz8dAkGEUcxyYolUVGLxlW95JSZQK7nwPpHF5FCdTLli6DIQQqYBE7mO+l1DKJLAKnyAlYaKlHzTJGCGCU9CBIoGDDJJu+bzFHVcts0ye+7Ry+38M+6UjejkiyqVCHVS9ETekcpiPxQewpqZNy5CUUkEygWUV+vfe9e+QP9t0y6IkKVbKra4HTupKWKafL/dxv/3v8E15FsXPLqUiw8whCKhxQRF5LMGuqtvBPEK0jaWNBp3kee0BK4DS1wjgGQ4apwGUQOqSD+qMCNo6goyMt1tlWRDGbCoLhhEHMsioo8AK7qliMB0GHVIZMGBUzL5r4tKqrHIqodU2SK7hNtSJqV088iFzBS/FgpN8KLTFVk1wrfz1jZj1UK6g56BV2H5xEJA40rXBdNYZOuCJdzMTC9JGQOIVWkgUnvuVz93/uPbo88dKGKVTVfW7dPTqo8+6y45lPYujUoL0FnvIIo4TGFjoIWXaaVhO4wTTQ2WRbcvBn8FKybRTpshYfncR7JPJKRByqDsJkemcEAbGgK3PAcMmEEdDJQqkMWQETXithLDlTygNUhQ5GWMDdIEobHhxclRRIep9OnnGX6I22qukjpuhg+kYrVGVNUptl5Klmj/+VL1KOfQNNg26RWHe61rNRXieqliVSRzklcAoYMUX/wI+nSy6rtq7+IUOV3YB88zMiPQvwaJ03BcBAKncXYwgkTpfXrw/KEeBJWpShb3obmQHVjKZ5IWRlTOH5lvMM0OkwTBsXmA0O/IlzI1IxI00RnElN1iZv09GC0lgJXgx3MpwISJcQo0uIr+pqWdePhjGPK5CdHMH3jQA2bJS6EJ/mrMAiDWTGUUiIb6GYcTIRTkru4jMMIXMYMgkL7ZITEUJKYiCQvR6RE+OkQoQ11GiivqMqSY8nwgjJpHVbkkVEdFCfxU1cMQyk54WQC8ptFPF3Sey6Xf/gjDB7cy130FRGqZGAcTq7kgRaYJ6VUEQLZLF59FYsX88Wv8cWvoa2NfqWJaEPzIHNJEQ2NltDsjiI4F2A2VJdpEMJhWl4kqCSYKbKnxcySoAch9wMDUh7JAhKRicggZCY6OvlD31Bo0jWSHaFUcgYRY2Yk8T4czpfhpZBNsYIjKvhpQ4ukTtquBCCI6Bswwxvkve7zJakyXDd43sdZKS4KgUIVscEiIiiyGLQW8I8xlJjDFFllLj2VFLhkhlFxtQKXMVQIHEmCptFrBQIQbYIOT5HeEYIBDQ3s+/8jffTfe3ni/UMXqlSr/apD9mSlShhCiI1viMWvikWL+aJX+boN8DySKiRqyA6xoLtQHKh5JMkZxdIpk2t23gbAITlM9wSjLOAg0uLvISSsOlBPjSbCh0ASLKKk5ZF0oMZR7LS24Wrxol3hK7OhUaSFhAbVJ0e2HPEgC7AECpQuacDsg4+4Ur9SFAQxSgCkR5EqRY7soIcGY0wSbng7FSIFPHw1ZHjhRUWTWJD9xZguyrQJ15n6iMfhupEuUJQrWd77Oy9iDz2MoUN7edb9RoQq+zGgyuCBOHAqUCWCbJa/tlQsWswXv+YtXuK250yhW9A9Pe4YqZItuyWHQyohRgaDA9VmuitkG1oR8RxS9FD3IAc2DwABVkKMMiYBqIasSNwt2gBMGFTWQknHNFGoipjWpdCkDiv4xt+mqhU780PI7tdQURtFbZOCRUmRbK6E1TlK7E8gn0BRY051CyGiQUXskPDsVxQw16FWGyqcOIpUx6bB1pkjC+dwIiWynciirCuSVQr/SuorsauHFoSASMTxrW+x6z4N1gfPeL8RocouVCPnMOw+BakShhB84ya++DX+ymJ74RJz/VZLaEXETRgWMxyh0GcPch5JC7oAk2I6jyfzbb5NQpPVhFFAwoECJlWoD+AO03KioscH3X4iTxgFJIJYPgAwqSgqSl8o/zKOYhpZEkRdRUqFBa/K4fwxlblx4RvxfgpZ+Lp1ydmJTPdgkVTK8k+aJDtmQMKgBiFQrsgsUeDKjKvCPtx2AIQ9chTVLS/GDcU1Ydt0nESbCpkzbx4efhinn47jhQhVtuC0KoNPx5unOFUqIVrbvIWL3RVrSss35JZu7NhbKniGBb2EmAmDVC8yQjzIFjM8IZkwiohTuBAAY4g1xqyi55RcDomcxTTPwj0rCkiocMLdjApI+LkzEBRCiaQYM4mZLBaYsgrcOAoGrMAyEYDbpeFYeHUmS5Q/BkCGR4QxYMZRjHTx62qjh2dtRINS4YQXw53NZFVS3VLAIgUupS/QRDeYpQiH0oLorMP8DBcCkfgqH4+uKXCZ1WnAxOPSN76Oz372OL+bO0KVtRhfZfAErHtLUaUCjuO8vjq/eM2hXz6dWfIG1UKSVkbcoDhMEOwn44dWpQThHFLBXNdjkipzO2/T9/6hQpDS4mmxfGUbFXLWhUMfDtSIB5lIq8Als0SF0/tcSUVlAW0AqHA6W4GbMWYaohSemhXTtJI2VIhW3izcsI4U9v4RGYLZT77BYKSuCdkuoZOl1DkgECC0Iv3JjMsi5DqbN0966MHD9nU8lohmFqNaavEUrHzrUiUEd+feju//dN9DTzgdhTY07sbQTo1L5ZAsaA40kFeaqabQiSSURBM+lnAqcQDOZFfI4ekowKiqDJ1Z9wbMwKXmj1E1CkoGq1Dg34+QMOGJaBvlyH4j6lb5syIp3Ja5Qy5d8muTqU39A8JkCIuUCG3I0ggWw3GVKrShx0cwUoYX9rypMUW3c76bOB6X7/y69JnrjrMwCRChymLMrDJ4Fl79h6BKAJEv7L31h+3ff0SD3Y6GdjRsY6MzIm1DKyJmImZDM2EEJgSTWKrFKGZdq8RzSFHXybCeTT0mqdbSgKnBZhJzjWShWDGzyQ+WQIHmUFc/GFTVdsqrkHuXUk7gVydWeLTDq0aslIh+FdO5Z5XFCNGGTBGiMY0nE4VCJRI4GDNEKbzNsLYZJgM1CgwOgAwb/ydVjvFCED/RYAdaGZs3V374QXZ6NfPgWCNaMIxpo9B97e2LOHQb1v9jUSWAc6B9/Sfvdv7yVDNaVTi72fAdYuhOjHgTp9EkdqG4TKWYBjXUi6RRKnApOBNpZIEuEoAczfSZcq6o9CUY4EHywn4wmXlCogCsDC/BioYoB0aigYtKqpCfN1iM2NZBVxp0ypCAVIrKDF6k2gQA1B4Ane6Bsq8i9BMhjWyYJwGjKEtaAhdgjCEhOvsEJBLqd78lX/2J4+PmqoIIVe7HjNO7uGoIz2DvXVh3srxhOIjWM8YKhUJvauuPCvb8+sVl//qdQdiXRpZSsw6ieTtG7cTw7Ri5C8OCzEtU2g/kLYhErC3oJoygIyuDoCKW8B5dKB5k8pXRmIgfLFJCLKsS+cFIcJEpT1E/Sp2UDi9SIrZ1WDJQ6D1YDHfeIN93sCLtK1grTJtwowwNduCXU+BSQjQAJaHHeV4qFRhjOHuy9rMH2aSJPd2W44EIVf6C91QZfBn+ejJKlT51bDk64HzVf/953W2/HobddciQwQAgh9RWjN7CxmwUY7dhFAkHweScSASCIhZnuuxaeUdOxtryWnB5SNfvms0VrhqgPAB6C0vnEMErGyNVJBNITJZEkDoZhBRpCypstdJkjxj3YZES1ppI+wpGhlOMyesV/BTokABo7/RZiyuG2QEBLihNIUdHrsKhBxBUVf3yF9RbPg81mlZ3ohChyqOo1urln/HYyUiVE/hisP1Ld/7f2+5uKO1pQiulvlNfLwAulO1s1AZx1kaMfQNj97Ih4cOkXJuKGD9jBRETkMg9RbM20mRMNeSCrQouaEaW+4J3IqLLRawUVUW4aTK9/qUzWO4kOu0Q8muFpQG9uTXYZjiJOOwEl2SWYEXheiROdVjkpvMgU2yUBCBxgzZO6TkMgslSqknTD+0WXEjnTNF/8kNpyuR+3JFjhwhVfoWPVBn8r/j1iaTK1772tVtvvTW6gxNKFYKTt56a/9t9f1jQiDYDpQSK1JiLUiTJW5VB/SaM2Ygz12LCSpxNDSnJhpHhSTJz9UTYuA8s5nDbYktEXcxUMBO0RY4cWIQqkXzHMM0oaNi5H6QMxy058K0XJ1Fpe5S5AR6UQ0ec3ZTFTJ9VOGVu6CzltjPPjYypR4cKB7qu3fYl7Qs3QDnpul1HqPIwrqwyeD5+WpMq1fDm05t+/u5fDsOuOmTIWRQ05qLPAADhQtmAcasxaQ0mrsWEDOrI/AjPbIqrEJdiKGmwyWgJBsgyHKHwsFiCINqQb61r5Ul4+9XNkvBi2CyhUGawVli/Ii8zfaaSAfqs6SzFM3AcDklmPC0yADgkSmoGoGmoF+2SY0kzphsP3yeNP6uvl/34IEKVH+HqKoM/hQdqVOkZnu399eYXlvzg1UHYW49MHTLoNHApr1GHFbR0kcB3YMRqTFqNiWsxcTtGCjAtqWUKSvi0yL9MKg0AxhBJUlY1Zlf20g7eLUk6UliGyEzI4rBmSdjYIOsoWAz3i9FDqQNhnUpWpTTLebbfsIa+J+lXjw4ATJbqtaJe6hBglLbDdE37ype1z/0njrPN2RdEqHIPPltl8H/if2tU6QMObGh76INPlNZubcEBmhNUmBVED6k4kRxctIoNbQWmrMCUdWzCGjGhHQ3ozJL0O5KBa7DD+hIAxhDJva8IOEpQJY+7nKKKZAv5ih94JOOm/MaYTtoEm4prrmIX0WkRUQMA8u3GRUECJ4UwhRwdmwy3AR1ErVSaxYuHPFfI8BrQTntvRJsKRxo7JvaX30tnHL9srv4hQpW7cXOVwZ/Dd2pU6Q+e/PbqP39xQSNaU8gnkSNjJuixEjQdTiHHIauwKQgjge/E8FWYvBJnr8CUNzCWYjVGjBUtmYx7Ms27rWcMPkey4sPZKJLMEorlWh5tgbTEMjdQLMcHwZOsQP0JJCZSIhtssw6ZgF3BZ1lh9eiA65LoSCIPQIPdiDYqUKsX7bLCtM/9p/6VW3BsXhB9dBGhylfxRRndy0Ab9ldwd40q/Uehw/nxNUvX/n5tCw5RuCPoviXDCxJbKMWLihMt6GQbCMCDsgJTlmPqCkxdhnNI4ADQdGZZvjQgd1ZF3gpDuLaExEiwSOODxcOFDhlEoHrR52AjDTFTLuUBCLAkcmonyetZRhYugDpkSGZSZwwJnNzr0vizjIfvk2dMO9qX+VghQpUP4sPjD5Mx+Rj+sAarT5aC4fIOTh2qBHj2Jzt+eNXrLThI1n9Qu5tELt75qgmKqQfvVKEHPJkr9OsWnL4M05bg3OWYuh0jacuaBgjhOb7Dl7JRKB5PkftwVnywNUI4xyTiLPZb6QEA0rolWSVSvSjESe4v34UFJOIiZR0SHpcZbxBtpCs2oL38kgyVaZ+/Xrv1izD6/rrXE4cIVb6Ab1UZ/G188WSRKps3b/7rX/96/fXXM8ZKpZJxSl30AH//1Z7vX7sxmd1Tjw7KkqRwBHGD0ubDiSfEHBI45IwiZ7QFfSmmr2aTV4tJyzHlEJoBSBJ0xaPOfT7xmKUIJ0hL8xv8UYw8ZL7LjBuiRFsm9YkUQlSGEamJKwBNZ41KlhdKABLMr/FMiSwJohRyKamgcovYIk0/x3jwB9LZk473tT5iRKhyI75bZfD3cNPJQpXyDhizbVs9aWK6/cPy59u+/vFN1u5DzThE2lcgPcKChd4OGVgm1Pg46MoVmBm7MXQ5pq7CpJWYsg7jKZk/UmcSDiOSDKHPEV0rHK5prndFRwYAGEsKv6RZhlePdglCAm9AO/ncUshRYQy1vSSVkqmKdvt/qV+86SSMmfQGEapch3urDP4hPn0yUuWUU8CqYM+b5oNf2f30z/bXIdOEVkr9ouc6SQAdloFSHEVqbkrB9WDW+iUonQljKhwXylpMWI3JyzFlJc4+iBZ04UnYlA/eiMQYGpO2lysC4JCIqOSzpowESWZNaUfJtIJ79BYJ8k/EmBlDqV60U0SI2p1J48/Sf/6gdM6UE3NZjwYiVPkEflJl8EP4ZI0qxw9LXyzcdeOeHcsP1SFL1j9JGEriCjIdgxIXiqPTB7JVyFyhWD7FMQ+iZS0mrMDZq3D2ZowhDviJ7hDkRAbAGGKiqMMibiSRp6wzA2aa5Zjg5JPQYJNngtrAkuhLsoIqbJ3ZcVFQ4TBFVm6+Xr3jy6eWZdIVEar8G35WZfAv8LEaVY43GGO2xf/ym/zPv3do24qOwD8Wbk4XkITIQy/iI+8WyRkiDNWNEHMMmDa0DThrHcavx7jdGGLBIM4k4iIh8l7JBmAwKy4KtEFqpKTDTLFCUuRIvyLlkPYSZyVZuArjMVEgarHx49SHfyzNmH5ir+FRQYQqH8Jvqwz+HT5co8rxRtcT3L/H+8tv8k/8sn3z69nArRzEFokPFG8JgpUqbA0OaWtBimQwQIJnwBKQSjCo1QbVOdPLZMgzRrYHtfZLsKImLH/jzNNhkWONtun7yjRN+ept8s0nYzZX/xChynvxpyqD/w//VKPK8UZvTjDX4S16obToucKKBfmta4s6L5EMCYihwmHgGhxS26hOKwhEUtWkBzk9MDZ0Qv3ocxpGjpYaWzc1tG1hK5a7y1aSxSLAwJgnJEpXC3zQ6Mz7JGexAGPjx8kPPcBmVn0H3KmGCFUuxlNVBj+Nd9eocrxx4k/Q88TqNXzRq2LRYrH4VWzaxDpfSuG/5rKzg6sAg6JIN98o3XHbqW6ZdEWEKufgf+rRfc3ZdvxmCx44Waogyzs44TPpGOOkO8FDh4gzYtFi9upiVgy9FuiMM9jPHsGsWSfu4I4hIlSZhsd0DOx2ZA6rVuPamlQ53jipT9B1sWwZXnlFvLzgv7Zv/+ZLLyKR6HmtUxNdqLK0yuBlmH4yUsVxHOWtYjtGkM/n582bN2HChFmzZs2ZM2fy5Mkn7Zme1JQ+GohQZRJWVRm8GpP7ejWOVcumzZs3P/nkk/TZcbp7ac2pjxdffHHKlCkjRoyYOXPm0qVLP/KRj9TX159//vlf/vKX//znPx86dOhEH+A/NCz/fWHd//VjgzUFrD9ob2//1Kc+tWrVqocffnj27NnB9/l8fsWKFQsXLlywYMHixYtVVZ02bdrcuXPPO++86dOnn9hEuLfkjQgjIlVGYFuVwTsw6mRUwN5id+jJJ5+85pprPvrRj95+++2xWLQ5ZRhvvvnmggULli1btnDhwjVr1kycOPG8886bNm3a29/+9pEjRx63Aya89W5EBBGqDMaeKoP3YkiNKscQuVzuc5/73HPPPfexj33s9ttv7+u6K1euJIHzyiuv6LpO0mbatGkzZszQjn3t1FvpRnSLCFUa0VplcBuaalQ5VnjhhReuvvrqK664okdh0iM8z9uwYQNJmwULFuzYsePss88mVe0d73hHS0vL0TrmMN4yN+JwiFAlgXyVwQUka1Q5+sjn8zfffPPf/va3hx56aO7cuUd9+9ls9rXXXiNVbcGCBbFYjATO3Llzp06dKh2lbtlvgRtRHRGqKNgPdP/ueoEtHs6qUeUo429/+9tVV1112WWX3XnnncehnSwJHJI2y5Yt27lz58SJE6dMmXLJJZfMmTOnqamp31s+1W9Ejwif4PjxZ69fX81ZDGDTpk1Ufdjb7deocjgUCoWbbrrp6aeffuCBBy666KITcgz79u1buHDhAw884HnewoULBw8eTOZNPwTOqXsjeoljfYI1qnSPF1988ZOf/OSFF1541113pdPV3lXbLXhpn5t9w81u8rKbuNXe5XfB1JSkNUh6A9MaJKNZTgyXEyOZUk1qua67ceNGEjgLFy48ePDgzJkzA+Y0NDRUP6RT9Eb0Hm8FqnDO2Yl+o0DvUSgUrrnmmueff/6RRx65+OKLe7mWV9hl7X7S2vOcl9vsZjcxSZPTZyjpsUr6DCnWzatuhZPjVju324XdzksHvMIOr7CTKQk5MVxOjJCTo+TUaUrqdDl1mpw6jcndBGT27NkTOAZWrFgxcuTIIIYzfvz4rhe8RpUj3f5xaEORy+WSyWTP65wEePnllz/xiU9Mnz79M5/5zHnnndfjeKd1mbn1d+buJ3lpnz7sPfqQdyqpMXL6DEnv3qCsDl7a7xV2eoUdXn6rm3vTy23xcm96+e1SfLBSN05pmKjUjVMbJir1E5hSkcrlOM6qVavIvHnppZc6OjrOPfdccgzMmTOHTKwaVY50+zUFjGBZ1u233/6b3/zm/vvvf/e73119sPBK5tbfFjbeL+ysMeKf9OGXay2zwI5NlpDw3Nybbscat2O9/z+zQU4MUxrOVhsnKw2T1aZz5MSI8Bp79uwJHAPLly8fNWrU3Llzf/zjH69Zs2bChAnH5CBPAtSocjywZMmS+fPnn3feed/61rfq6+urjBROLr/m28UN92kDzouP+6w+5EJ0eavjMQd33MwGp321277KaVvptK2A8NSmaWrzdLVxqto4RU6NDo6qUCgsX7582bJlN9xwQ0tLiyzL06dPD1S1IwwQnVSoUeXYgoTJr3/96/vuu+/SSy+tNlR4xTcezK24Qxs4NzX160rdmb3chemKDe3Onrx7oOgdLPF2ixcdnndE0eGzBukL91qqxDQZAHSZqRKjDylNSmksrUkpTarXpUFxuSkmt8QkTe6Gmby032lf6bStcFuXO63LuHlQaZikNk5Rm85Rm6Yp9ePBZLoRgcChXJvTTz+dODNv3rzRo0f39eqdVKhR5Rhi6dKl8+fPnzNnTo/CxCvuySz4uPCs9LnfUZvP7XHLlic2tjtrW+11rc7uvDu2QR2dVhsMqdGQ6nUpoUoJlSVUiaa97Ql6EbflCYcLAKYrcg7PWjzniJzNVcY2ZZz9Re9A0dMl1hSTBieUYSl5aFIZllQGJeQIfYSdcVqXOa3L7ENLndalvLRPbZza/J6FxS2/0gbMlpOjaFiQ3Pn444+vX78+kUgE0ubcc8/V9f6k355A1KhyTGDb9m233fbrX//63nvvveyyy6oPNnf8KbPo2sS4zyQnfRGsh7cmHCp5T20rvbjLHJVWJjRrE5rU0+rU7iRBP5G1+YGit6fg7c17ewvu3oJ3sOQ1GvKwpDw8pQxLKcNTyqC4LIX2yK02p3WpMfTitucutw8uBpO1lplqy2xtwGy1aTpT4kIIIcS2bdtOnuTOfqBGlaOP119//UMf+tCgQYMef/zxHhOuipseyi+/teH8x9SWau9BB5C1+U/X5lcdsi8cblw6Ol6nH6fXtwvgQNHblXN35b2dOXdHzj1Q9IYmlZFpZVTa/6/LLLgRbnazc3CxfXCxc3CR27FOqZ+gDZitDjhPGzhPjg+lbYaTOxcuXGgYxnFO7uwHalQ5miBh8rOf/eyrX/3q+9///h7zREpbfpFd+oWmdz+v1I2rPvKNdud/lmfnDNY/cEYipvRZiHAhDpr5g2Zhv5nbV8zlHCvjmEIImUl1mqFKcpMebzISjVqsyUg06XG5qrfN4WJ71n0z427NuG9mnN15b3BCvvvtTU9tK55Rr45MK4GUE27BObTUPvCKfWChc2Ah0xq0gXO1gW/TBs4LjLETktzZD9SoctSwfPnyK6+8csyYMffdd9+AAd2EBSPwinsO/Wly07v/pjT00Ot61UH7Byuyn5qcmjawD/p9m1V8avfGP+9Y+/d9W9qsYrORGBqvGxxPDzCSMpPqNQMAh8jYpuW5bVax1Sq2WoU2q9RqFZr0xPBE3fBE/chkA/0/PdU8Jt2UVrsJVjpcbMu6Yxu0e1dkNrU7rSY/rU4Z26CObVDHNWoJNeANdzrW2Ptesve/bO9/GeDEGW3Q29X6iYErPJPJLFmyhFS1l19+OR6PH4vkzn6gRpWjAMdxbr311kceeeSee+654oorerlWx8sfk+NDUtO+2ePIWxa2f2BMfHqvefL3fVvuWv33RQe2nT94zMVDz7xwyBmjkg3VBUUElufuKHTsLHTsLHRsz7dvzbet79j/RuagIslj081zB44ek26e0jhkYsNgQ/Zr/YMbkbP5pg53U7uzod3e0uEOTcoTmrQJTdq4RtUIyUM3+4a9/2V730v2/peEnfGlzeAL1KapgSe6a3Ln5MmTiTlHmNzZD9SocqRYv379lVdeOWTIkPvvv3/gwO673XSLfb9IDrhiR49x93WtzgOrs999R1Mvta7fbV15/at//M6M975/5MSYfJRfEHDAzK9p3/d6667lrbtXtu3dkjt0eqp5Rsvwtw08bf7YGV1vhO2JN9qdta3O2lZ7W9YdlVYmNmsTm7QzGhQ15BnwCjuIM9beF4ST04dcpA99lz7kIik2OLy1ffv2LVmyhFS1I0zu7AdqVOk/PM+7++6777nnnu9///u9FyYBDvxuaNNlrwWW7uGwI+vevSxzz/m9eoI+um3Vja/93xMXXTWxYVBfj6cfMD13VdueRQe3v7x/66MXfHzwb74yb+Do8weNOX/wmDProjaG5YlN7c76Nmdtq70j545r1Ka0aFMGaC2xCqefl99u7X3e3vuCtfc5yWjRB79TH/JObeDbmVqRuxRO7lywYMG+ffvmzJkzd+7cXiZ39gM1qvQTGzZsmD9//sCBA++///5Bg/ozL9uevdQYfnn8rGurDxPAdc8fum1Ww+BEz2/f/cWWZY9tX/3YBVf243iOEIyxDR0HFuzfr7JiegAAIABJREFU+tL+N1/a96bDvQsGj7lo6Nj3DBvXqEczmkuuWH3IXnnQXn7Qjsls2kBt+kD9jHq1MglTOK2vW7uftnY/5bSt0Fpm6cMvN4ZfHsRtwnjllVd2795NtWuUa1M9ubN/J1ijSt9AwuTOO++88cYb+1oBH4bbsbb1qXc0XfxCj2b9w2tzu3LeTdPqyibyYbCvlBv/2LcP/utX+mSZHBVEbsSOQseL+7b8def6Z/e8MbVx6PtGTvzAyElD4t2UG2zLusv2W0v3W60mP2eANmuwMak5mjMgPNPe+4K588/Wrr8wrcEY/l5jxPvU5mndZv30JrnzyE/wqOOtRpWNGzfOnz+/ubn5hz/84eDBg+Uje8+6uePxzKLr6mbeY4yqpr95Ar9cn3/9gPXFc+t7lC0XPHX/8ET9vbPen1SPazj8cDfC8twX9m5+dPuqx7atntY87N9On/aBkZNS3R1bm8lf22ct2G3uK3rnDtTfNswY19jV1hJO6+vmtj+Y2/8gPEsf/t7Yaf+qDZhT5cC6Te4kI6dPyZ01qvQWnHt/+sNNry97/tJLLz1n2gzGDABgiqyOkdXROMx7mXuE07ay/W8fUJumJyffojaeXWXki7vMX23I//MZiYtGxKooFAXX/o9XHl2wf+uPz/vgRUPG9u+o+oEeb0TRdR7bvuqRzUtfO7jzmjNnfXb83BGJ7pN99he9l3ebC3ebusIuOy0+e7DRbTqC07bC3Pa70pZfMtmIjbkydvq/y4lh1Q8ySO5cuHDh3//+9z4ld9ao0its2bxk+xtfaKiTho68NJ1OQ7hCmACEKHn2BuG1ydpYWZsga+MVbRyTqqV7dYVw8oX1/1NYd4/aPD056UvawHmHG7kj5/5kTc7yxAfPSEwbqFfRxv68c921rzz67mFn3jnt0hbjeBTz9P5G7C1mf7Rx8QNvLJ438LSbJrxtRsuIbocJYOVB+8mtxd1579LRsYtGxsJOs9A4bh9YUNryC3P7o/qQdyUm/5faMLmXxxxJ7gxybbpN7qxRpQdwzv/4+5smj1u+79DU886/m7FuWgYL3uHa6z17nWev8+yNTG6QtXGKNl7Wxsvq6b0UOMIrlTY9lF9ztxwbHD/rWmPUB5nc/UNuxUH78c2FnC3eNTL2tmFG/DDB+w679PWVz/1887IPj57yH2fNHl/fB0d2P9DXG2F67i+2LPvGqufPqhvw9XMuOafpsJ7AXXn3NxsL2zLuh85MzBtiHE6iCrdQfOOBwpq7lMap6Wl39mgBRhDu3Llo0SJN0yLJnTWqVMObm5dtXvv5lmbWPOyrw0f2XLQIAOCes9Wz13v2WtdeL7yDsjZW1sbL2nhFm8ikup7Wds1dfy1t/ql94JXY6A8Zoz6sDZjdbQ7l1oz7xLbi6/vtWYP1tw8zzmjo3uTfV8o9+MarD29aUq8ZHx495SOnTR1+GLXnCNG/G2Fz7/4Ni765+oX7Z//ze0dUsxzeaHd+uSFvuuK6s9Mj04ftcS48s/jGA/lV30hO/Hxi/A39q4dzXXfFihWLFi1avHjxK6+80tbWNmvWrGeeeaZGlW4ghPj9rz47deLqA21T57yje2HSq+3wrGevc+31nr3GszcweaCiT1K0ibI2UVIGV1mRmwdLb/6yuPFH3O4wRn4gNuoKbeC8rpzJWPxvO82X95iOJ84bYswdqg9NdnOonuBP7Nrwqy2v/3nnumnNwz4yeup7R0zo1h/VbxzJjVjRtufdzzzw5EVXTT28bCG8tMv8xfr8zdPrzmyoFl31Cjs7Xv44GKuf+0iPBkyPeO211z75yU/u3r27ra3tCDdVBackVXbtWL1h5Y2ppM21T88+78NHbbvC9Zw3XHuNZ61x7bUA85U0bbysjfX9BF3gZtab2x83dzzuFXbqQy8xhl+uD3lXJB4HYHvWXbDbXLTX0mR27kBt+iB9TJ3aVVfJOdYfd6z50461z+1548y6Ae8bMfGy4eMmNgxiR1xreYQ34rHtq7+w5C9L3ntDg9ZD4eTqQ/b/rsjeMbthSHVnoOC55bfaBxc3Xfx8v4/qCKPMfcIpRhUhxLNPfvmMEa/sOTh5zju+229h0htwd49nr3PtdZ693nO3ycoIWZsga2cp2nhJ6eZB6BX3WLv+au78P2f/QqVxij74HfqQi9Xm6RFRsy3rLt1vLdlndVh86gBtSos+uUXras843Ht5/9a/7lz/h20rLe5dMHjMBYPHzB04ekyqWelXhsiR34hJf7z7ezP+6Z1Dzuhx5BNbiysO2rfM6EmT5M6Bx86of/uvtZbZPYzsDkuXLr3++uvj8fhPfvKTESO69z0cRZxKVNm1c+XmtZ9ravDqBvzXiNHHtYedEJbnvEGOAddeD+F2OgYmyNqZjFU8aIVbtPf9zdr7vLXnOV7aqw++UBtykT74wkgYu7XkrThorzhor221R6SUic3aWY3q2Hq1a0nw1lzbS/vffHHflgX7t+4pZqc3D589YOSslpEzmocP7rWSdoQ3YkPmwIVP3b/jQ/+vN8FTl4uPPXXw55cM6LGmrbjhXmv30w0X/l+fDoZzfuedd37ta1+75557isXiDTfc0KfV+4dThirP/PWWsaNe2Xto0sy5d0tyP4N3B/P2vpxpexXHoytSfUytM5SU3lsZxb395BXw7HWe86asDJe1CbI2TtEmSsqQipGl/dbeF6w9T1u7n2FKXB98oTb4An3Q28KJhp7A2lZ7+QF7Q5u9K++dVqdMbNImdMlZJBwyC4sPbn/14I5FB7Yvbd2ZVPRpzcOmNQ2b1jRsUuPgw0VCcAQ3wubejzYuunPVC1+efOGnx/XKd9Ju8S+93Pajdzb3ONLc9ofi5p82vvMvvT+eTZs2zZ8/X9f1n/zkJ6NGjer9ikeIU4Aqe3avW7/8+pZmr27g/xs5+oJermV7fPXe3Ou7Mq/v7li9N7c7Y+7PWWlDaU5ohlLxXDRd3lFyMqZbcrw6Q6mPqS0JfVBaH14fG5TSh9UZQ+uMsS3J4fXdBxaFsDxnk2ev8+y1rrUGTFa0SYo2UdYnVYY+hdO2ytrztL3vJefgIklvolIQbeA8OVkOERQcsaHNplTfvQVvbIM6oUk9q1E7rU7RuzyiBcTmbOuy1l3LDu16vXXXmvZ9pueeVT9gYv2gs+oGjEk3n5ZqPC3VRKH3vt6IvcXsusz+Fa17frB+4dSmIV8/55Leu7Of2V5atNe6fVbPrryOl/5NG/S2+NhrerNZzvldd9313e9+92tf+9rVV199nPswnuxUefLPt40Z8eKufWPfduEPZKVnYbIna/5y2e6/rt+/ZGfHaY3xGSMaZo6sP3d4/dA6ozmhSVUvrstFpuR0mM7+nLU3a+3OmHuz5u6MubOjtKW12Fa0T29KjG1JjGlOjGqMTxiU+v/tnXl4U1Xex5Pc5KZN2mZt033fF+hG6ZIubKPsqC+86siI7OIgKsOjr4pTx1FHXAZFwWW0OLiAIggCbUVa6b7v+94maZM0+567vn8ESlvaNKwtmM/Dk4cHTm7Ozc33/u455/f7nhgPZ4bD5HkeDBlCoFbU3IRArTgqB8AwAIy0PK0RSWPptDiiaodGyyFJMST+nYAhoHsG6MYHeelkZtTY/KkWwlrlcLsC6lTCQi3q7QyEsShBTEoQg+xJJ095KnKzoVUpbldL2lXSAZ3CUtNCIBACnTlVq/c8WfS9u6PzfLbnfLZnqIvrpDHPl11VoybdgE7ZqhK3qSQEAiGSyYtiuj8VsmDhNKuQU9Ikgz5r0manMCelJF+PWZSrKtnsuraJ5DBzKWVPT8/mzZsBAPjqq69mxVxm7kplZLizqni7nw+RznkpJGwGDzs9hJ5uHjlWK6wVqh+J8VgdxUsLYLMcb2c1iBnBBhSGXrmhc1TXKta2irUdUh3LkRLj4RLJc4pyd45yd47gOY8PWTimRqH2q6ufHUSSC0CNIoORACUCAIPHAg6q7TOLCyHx75CkFDPLQdeFFLdU0DUFdEshUq4MRcwo3qtCulRwrwruUyN6GAtgkAMZlAAGOcCF4kkHrNwEDAg8oFNEsdz/21MzqFO2KsUdamm7WmpGkfHNFrr6ZboHetMZkUxeJINn+yjo2leE4qe69QUC08tJzADGDE+ziLpDnpvByvoBdM+y3hLH8S+++CI7Ozs7O/vuB5Mx5qhULpx9Ldjn94ZW9oq1OU7O1mobNCbkk9L+g0X9Cd6Mp5J8Vke5T3q+uqOMaEwtYm2DSNM0omka1nSN6gI59ARvRrw3I8GbGevlMm78g6HwwJXntLGlT0qERTxjAQczjkCjFZC0DJaWwfJ6MiMc5KWDvHSKa/L49Qc1hPWpkD413K9B+tWIHsb8XMjBTIq3E9nHGfByIl9f339H14KNCF4pNp/s0sdwwUfD6DNacECSYuXv653j36SFbLHeUiAQbN261WQy5eTkBAYG3r4u3zBzTiojw12NVbs93SEHxr7QCGsedgiGHyzq+1dBT1YQ59WlobFeN3IXxHFUOAR3dyK93QQExtRqAgxhBgOu1xIQ9FrnGUwSnU6k0UmuPMDdg+TqBrh7AlxXwjQ7blsGSLVCVa1AXSdSt4xoAji0BG9mog8j0ZsZ68Wgg1ciCY5pr00MjA8443JtcNQIj1ZBkmJIWgrLqggkkMJNBLkLKJxECjeR5HDNHkALYUNaRKRDBVpEpEOFWgQEiJ5OgAcd8HQie9AADyfAjUa+7dfajOK1EnP5iLlVDkVxwEdC6P7Tr9MTrp65vuOwrulNZvoxqudSKw0hCNq/f/+xY8eys7O3bt06i1X7FuaWVIoK3vXknh+WBKZmfUymWKtbKO5TPHOqOYhDe2tFRATPpnRDpLvTVJCPdHfCXR1ITyfJyZkcEk4ODiU60kguDAIIkmg0It3pmgxwHNeoMb0O1+sx+SgqkWAKGSaXYzIp0dER8PIBPL0BT2/A0wvwCyAHBAE+vkTyhEc+i3JqBKoagapWqG6XaIO59EQfZqIPM9GHEevJoF4JgJMCjhwAI8nUaACcB4DhROKVERqq7YVkNbCsGpbXwPJ6EsiwaIbCXQByk4jghJQcLYQJtOiwHhFqEZEOFenRI0u4fy2QcR1JXAeA6wiwHEgsKsmFSnIBSUwqyRaXGYuLkkiHCLSoUIsIdIjUgIazwRQPaiKPassREGWzumwHgUhk8L8muwRbaSkUCjdu3NjV1XXx4sXBwcHly5fPePA7zVyRikwmqC7eEeBrINH2hEY8ZKUliuH/d6H9+zrRoYdj1kXPXN6I9HYbz/9sPHca1+sdlj5IDg2nhEaQQ8NJjJtPtcL1elQkQIeFiEiADgvR/j64pxMVDALunmT/QHJwGDkklBwaQQkJI9KvydiEYI3D6hqB2qKcXrl+nodLsh9roS8zxZ/tx7qyODMu16YNhbtJgDsAWgJOxLWZaBxDNF2wrAaW18DyWljRCNB9QNeFFO5CCieezIq+PpWTSCQO6xC5EZWZMJkRVZgwtRnTQJjajKnMGE4gOABERzKRNjGFwIjgGH7F9hLDCVzHCd58PNpkY8vpQHX9usZ/mgRnnWP/QQvbYT316/PPP9+/f/8LL7ywd+9e8jQB/O4zJ6RS+NshHuNHlS4wMe0jELT2HKU2wY9/Uwej+A9/SWDONGpHh4Wat/8OVZY5rnnEYeU6MDaBcEdHhAiCDA0g3R1Idxfc1YZ0dyG9XSSuGyV6HiUmjhIWQQmPBHz8xvqgh9B6kdoScyoGVQYYTfZjpvqzk/1YCd4MR4rlUW1iwMF0Fs1cXfq8OiWIo4iqHZbXwvIaWF4HK5sBmjeFPY/MjqWw55NZ8wCal/ULYUZxE4qbENwAT2jkQCYCxCtmymQS4foJ65m/FXW7vvUD09DPtNAd9MjnSA7WFltEItG2bdtGR0ePHj0610z7Z1kqcrmo+LftYcF6gPZsaMTD1g+FYPiyT8tDXOmHH5lHnrI0YgwM0354QP/1F/S/bHV6+jnibPm9oygyNIB0dcAdrXBLI9zSSA4IIuAEMGEBJTYRjEsgca5Nkg5rTMV9itJ+RXG/vEOim+/JSPFnpfixloa6smlXbgoTRjjTBRzCVeUo6mB5PaxsQhQNBALR/XG5unIPmRFBZkaQGZHWf7K3DmaSGvu+N/Yew0xSWuh2WsRfSeAMYXxuBpMxZlMqlws+ZtOPKzUByZmfWA8mFp4/09onN5x+KtH68giBQFD/42W4uYH14ReA5wyZsOOBYbi9vb25ubm5ubmpqam5uVkoFIIgCEHQ+GYODg6WcjwAAHg8npeXV3x8vIODQ2BgYGBgYEBAgKen5zSfQMDko3BzI9RUDzfVw031BKoDGL/A8ocSET02TNKakaohVdmAomJQWTGo9GfT0gM46YFsfgCb5zy2uDQ+4HTgmJYMRgBgBABGXp9rg+qFZCcfbfM7qLoDVrYi6g4i2ZHsEkZ2CQKcAgHnILJzIODkR3K8JR8ZzKxAlE2wrNo8cgkeraL6rqUFbQTds2bMtB8eHt6+ffvIyMjRo0djYm6sjuWuMTtSUSiGi3/bFhKo6x9esXLNi7Ycp3xAufG7+roXMlwcZrjf6L/6VP/dUe6pfJLLTMUnV2lvb3/11Vfz8/MjIiKioqIiIyMtr/7+/tfP4huNRpPJRCAQYBiWSCRCoVChUHR3dw8MDAwNDQ0NDclksqCgIMuhIiIioqOjAwMDp5zAQYdFUF0VVFcN11Ujvd2U6PngwlRwYSoYmzgWCVEMrxOpC3tkhT3ykn6FN8MhI5CTHsjODOL4MK/pAce019Zw4A4SwLuaa3MluXPShUB1g4i2x7IxGKLtQ7V9qEGEQyqA7k2ieQN0XyLZkUTlkKhsEpVDtLxe3WcPRww4aiagJtQ4ghpEmGEY1Q8hyhYcNVE48RRuIshLB3mZ1re2HGOOB5MxZkEqRYWfcOjHpQrv5MzDjo62+kHt+6XNxYG8f9nMxejSRQtYh/5DibZWBz+GSCTav39/Xl7eSy+9tHPnzttiXI0gSF9fX0tLS0dHR0tLiyU6RUZGzp8/PzY2Nj4+fv78+RTK5IEWbjRCNRXm8mKorBhub6FEz6em8MFkPpiwcEw2CIY3DWtKBxTlA8rSAQWZRFwSwl0S4ro4mOvqNL7nGAr3IuZmFGpGoFZLcqcT9y3YVH99wJkABqNGCWoQYEYJZhRjZjlmVmBmOW55Rc2WVkSyIxFwIJCogCOPRPMGHN0Bug+ZFQM43Zhhfmdn55NPPglB0NGjR+fNs7WKeLa4q1JRKsVFF7dEhelN+Jbo2I03dJzEfxe9vTJiWejMGRAjYR7u9b1E2zxy1qxZ4+fn9/bbb9/R3SoNBkNDQ0NtbW1NTU1VVdXQ0FB8fHxycnJKSkpGRgaXO3nYgOu05qpyqLzEXFmK9HSCickOWUupi5aRA4LGN+uTGy51yy51jxb2yD1cqEtCuEtDXTMCOWOrNxYsyZ0gbYlWumticufU1QR3h59++mn37t2PPvrookWLVq9ePVvdsJ27J5XLBZ+zaMf0Ro/YhZ840m7YPv3N37o7pLpjj8dZb4bDkHh+kOv53yf9qqZkZGQkKipKJBLd5X3elEplRUVFZWVlWVlZRUVFUFDQkiVLFi9enJmZSafTJzXG9XpzVZm54Ffz5UsEAoGatdRh2XIwOY1IuRZGcJzQMKzO7xzN75BWC1Tx3owVEbw1UbxInvNYG8uFmJDcCbUTcNhizQGAkQAYTiTepAfXDSGTyXbt2tXS0nL06NGkpKS78Im3hbshFY1G8/1/Ny3NkBvQjdGxMyQyTIfaBAe9VVC5hx/EmfxjmoTu8EHz5Uvsb34a/2OaksLCwk2bNjU3N9/EzvS3CwRBqquri4qKLl++XFFRkZaWtnbt2tWrV09pr4z09Zgu5ZkunEV6uqhZSxyWrXRY8gBxorq0ZuRStyy/U5rXMQoQiasieeti3NMD2GSAdP21xlDpWBEOBveSyJ4AGAmAUWQwgkS+I8VSp06d2r1798aNG7Ozsx0cpi4snZvcDakEBATs2rl62xNDzrwjJODm51gOFPZ8Vj547PG4VH+rltsoqtixkejgyDz46aTl8+vZvXv3yMjIjz/+OFtJeOPR6/X5+flnzpzJzc0NCwt7/PHHN2zYMKWfPCoeMeWfM547Dbc2OSxd7rhuPTVj0fUn2yHV/dIq+alpZFBpEL/+QEH3aEYgB5hunh2HUbgbgdpQqBWFWnEcJYNRAHUeGYwGwJCbNlIbQy6XP/30083NzTk5OcnJybd4tFkAv8OQyeT4+Pjs7OxfTr8y3LsLx7FbOdoPDSL3v+e/cqEdQlArzTCDQfbEw9IH+OaaSusHNJvNaWlpzzzzDIIgt9Kx2wsMw+fPn//zn//MYrFWrVp14sQJk8k0ZUtEJNB+8m/pn1LFC8K1H3+AyqRTNhtQGAgEwoJ/F3lk//rCmZY6oWrGPqDwsFmfb1C+pxFvUotW6EafM6o+g4wlGKq4iTM6ffq0p6fniy++aDAYbuLtc4E7GFV6enq6u7tTUlKOHTuGYVhtbW3R72fNEJSaHJKWtjBxwbLk1NUgeMMhWKI17zjZ1CPTv7Q4+NE4r2nXInHceOak5r03KZHRLvv2k0Om3RBYrVY/9thjAwMDr7322oYNG2Y9LW88er3+559/zsnJaWxs3L59+969e9nsqSMq0tut/+9/jGd/oqYvoj+5DUyYPAawjFXaJNqj1YJvakUcGmXfouBH4zxBYObzxTHt1Vyb1mvJnZRwAIwEKMEEqw4HCoVi586djY2NOTk5qanWHFnnOndZmoLButM/vrH3uaXJSe4sJpic5PXMzqXff/umRNx7Q8cp6pUv/7wi4J+/HSzqHdWZp2uGQWbdl0dGEkKVe3dBbS1WDlhYWJiSkhIaGnr48GG9Xn9DnbkLdHd3b9++ncPhHDp0CEWnjaiYVqP78ohkycLRDSvNVeXj/2v8tUZQLK9DuuKLCu/Xf/3XpW6lAbqRvqAI1GfWnTMo3tWIn1KLlmulzxpVRyBDEYpMjmnvvfcei8W6p4PJGHdbKuMxm9WVZd+8+6/HH1oT6soF3XmOD6+d9/6BbVUVZ1EUtuUIdULVxm/rWK/kPpRTdbZFDKNTP92hGrXm4DvixDDZhlXGvF/w6X9qly5dWrVqFZfLfemllzo6Om7yxO4Yzc3NSUlJ6enpXV1d1tqhqOHnk+KkCOW+3djVJ7cpb4uNw+rHv6n1yP71vzWCm+sShmphY5VRfVQne1E9vE4tWqWV7NTL/zky+PEjD2cGBvq98cYbOI4fPHjw5o4/d5hNqUwEGRoo+u7Yvl07UpIXuLKYlOQkr73PrTh98t1RaZ/1d2pM8JeVg/xDJby/52/7oeF8m8QETyEGDDIbTv8wunapOClC9fr/mWurcGxqaXV0dDz//PNubm5JSUkffvihRCK5Ded3m0AQ5MCBA1wu98KFC9ZbYjqt8m/PjK5dikol+DRSsVA5qIx8p3DbDw1mqyNAW8BQNWJu/en4FnceddeOFJ12Dn11t8jckcoEtBph4aXD7/7r0YfWhHLYoL+f02P/G/f+gS1VFadRdNqnhUGF4aPiviVHyliv5K7/uuabWqFcP0VjuL9Xe+h96QN8cXK06u8vmkp+x+ApmkEQdObMmXXr1tFotKysrIMHD/b399/Gc7wVKioq2Gy2LVMR2s8+EqfOg1qbrD9sa0zw2q+qHvy8Ap3m9mEjavXolk18H2967rkPb+U4c5DZ39PUBtDurqLiy2dqa6vLyjv7+tWREW5pqfP5/EXpmf/D4U7hSKAwwLkd0rOt4t+6RqPdXVZH8R4Md4t2d57UDOnrMeWdM+b9gg70UTMXOyxdTk1fRGJPnpzV6/UXL148f/78+fPn2Wx2VlZWenp6RkaGh4c1p9Y7TUxMzJdffmnLEp7hxDHjzye5x89av9YohmcdLlsb7f63rJlXb6fkYv6XW7c9t3Rx5AcHf2YwZ/PLuRPcE1KZgEYtrKs9V1ryW2lpfUWVgMGgRobzVq5amZ6xLjoma9LyCIxiRX2Kc22S3A6p2ggvDXVdGsJdEurqzZgw84YOC035500Fv0LV5ZTwKOqiZdSMxeC8OMLEnYxwHG9raysoKCgoKLh8+TKXy+Xz+RkZGXw+PzjYWk3fnWDt2rV8Pn/fvn0ztsSNRnFCqGe7cMZrXS1QbTnR2PS3zBvtjFYrf/7ZdfkX6z498sbK1S/c6NvvCe49qUwEPfH9+ypFf1V1dVl597DYmBDnk5Yan7AgMzNrPYs1YcF7QGHI6xjN65QW9sg8XBwWB3MXh3AXBXE49HEZIkajubzYXHjRXFaEScRgcho1LZOamkEODZ9UFoaiaGNjY3FxcXFxcUlJCYlESk1NXbBgQUJCQkJCwp3YFnQMDMP27NlTVlZ24cIFG/dMlj3yoOup/BmvtdaMuGf/qn/bmqXBJMxm8+XCb7bveG7JorD3/32Kybrjhqizxb0ulQmoFB0V5WdKin+vrWurqhlxc3WKjwvm8/n8jDXRMZljAQfB8BqBqqBHVtAtqxhUhro6LQrmLA7hZgRyxhtMYjKpuaocqiiFKktRqQRMSAIXpoKJyWBM7PU2FJ2dnVVVVY2NjQ0NDQ0NDQwGIyIiIuwq4eHhN7QP+HT09/efPHny22+/5XA4p0+ftjEfB5WIRx/kezT0zniti/sUTx1v6HnZVl9CnVa1edPi0vL2T4/8vW/Acc+ePTa+8V7kvpLKeBBE39acX1P9W2lpZVlFz4jYGB/nnZYaz0//Ez9jPZ1+5a4PoVj1kKqoT17Up6gcVAZyaKn+7BR/Fj+APb4aBJPLzBUlUHmxubwEHRZSYmLBuAVgQhIYl0hydbv+04VCYV1dXXt7e2dnZ3t7e1dXl8lk8vPz8/Hx8fHx8fX19fT05HA4bDabw+FY/kKlTjAE1Gg0IpFoZGTWKR2vAAAI8ElEQVRk7LWgoEAsFj/wwAPr169fsWLF9Wn8030Rqpf2EB1pzH++Z/1aYziedLD4uYzAJxJsSjcuvHR885YdizOD3/vgJIszCx52d5n7ViqTGBE1Vpb/UlNTWlbeXF0n8fZ0Tk2N4KelJyY9GDMvy9IGxfB6kbq4X3G5V17Sr3AkkzKCOGn+7IwgTiTPaaz0ElMpofoauK4aqq2CGutILi6UmFhKTBw4L5YyL47Emno1XaPRCASCwcFBgUAgEAjEYrFcLpfL5QqFwvI6qdbSycnJ29ubx+N5e3u7u7v7+PikpqYmJCTcUDIBKpUod28hglTWR18AbI71a/1aXmdhj6zombQZs+H0et2e3WtycysOH3517UMv296f20tubu7ddHL5o0hlPDCsa2/5taQ4t6S0sr5hUKmC4uN8E+Lnp2csT89c7+joRCAQcJzQJtGW9CtK+hXFfXKNCUnxZyX7sZL9WAt9WdcqMTEMGeiFmxqu1AC3NZOYbEpMLBgTS4meTw6PBNxnZyII12n133yl+89h+hObnZ/dRyCRrJsc7M/rONsiufR0Cpc+Qzp2UVHR5s2bFyZ5HTp0lP0HCCZj/BGlMgmRoL6q8pfS0t9Ly1qbW+U+3sy0lKg0fmZG5sNBwbGWNkK1qaxfUT6orBhUNg5rgrn0ZD+mRTnhbtcCDgHDkL4euLkBbmmEW5rgzjYChpFDwsihEZTQcHJgMDkwGPDyIdy5NDMMgztajb+cMnz3NZWf5bTrOUrUlerC6aSiNMLbf2jskOouPZ3i5mTNFdpkMr344ovHjx//+OOP7/S+P3MQu1QmAEPyutqzxUW/1tU1lpYPQBAhLtYvMjKYn77iweV/cXCgEwgEM4LVCdWVQ8qKQWX5oFJtRBJ9GAnezAW+zARvRgB7QnUUJpPCne1IdyfS3YH09SL9PZhcDvgHkAOCyb7+gK+f5RXw9CHedPEGjsOd7VB5sbm8GKosIzq7OD6wkrZxC9l/gm3plFIp6pNv/K5+SQj3o3XRTlb3zKiurt60aVN4ePiRI0fc3KYYnt332KViDeFQw48/fDQw0F9a1tzeqQoNZqamRCYkJmdmrQkK5lvajGhMNQJ1jVBVI1DVCNQojid4MxK9mQk+jARv5pgR3hi4wYD09yADfejQADI0iAoG0aEBVDZKpNFIDCbJhUF0YQAcLuAXAHh4AW48wMOL5OpmWRhFBYOmi7mYUoEpZKhMho1K0JFhbFRKcuNRk9PAlHRqajrg5TPluUySyqDS+PKF9qJe+ftrojbETmsxQyAQhoaGDhw4cPLkyUOHDv0Bg8kYdqnYil43Ul11pqb6cllZXUnZAAAAcbF+/LQkfvryhSlrqNQrwUSgMtYK1Rbb4lqhGsGwWE/GfE+XWC/GfE+XCJ7TlEnvuMmEqVW4Ro1p1Ja/oBYZSCWoeBgVj2BSMW4205/YQiADJDaHxOKQuFzAlQfw3Ek8DyJ15u00xqTSJtEeLh040TD8bHrA3swgGmitZqumpmb9+vVMJjMvL+/48eP393SwdexSuTlQwVBlSdGZkpLSuvruxmZ5eCgnNWUeP31J1uJH3d39x9qJ1KbGYU3DsLpBpGkcVg8pjaGuTvM8XWI8nOd7MiLcnHyvCzt3CCKR+HPzyKGS/laxdluy3zNp/uMsxaYAgqDXXnstJyfnjzkyuR67VG4DWo24ruZMSclvpaX1VTUCCoWcmhKWlpqSmLQsOWXFeMMkA4S2SrSNw5qmYU2LWNsi1pgRLMLNOdrDOdzNKczVKdSVHsihUWwot7IRidac1yHN7ZCe+Eti2qGSnSl+G2JnLueqq6t78sknAwMDP/vsM3f3W/LRu2+wS+W2g3V3FRdfPlNbW1VW3tHTp46J8oiPi+KnL1m89DE3t8lulzI91CLWtku0nVJ9n0LfJzcMKo3uztQgDs2X5ejDdPRj0XyYDixHkE2jsGgU6xtWSnXmPrmhV27ok+t75YZWsXZIaVwWyl0ewXsiwduWa20PJtNhl8qdRaMeqa89W3I1uZNKJaemhKalpqZnropP+BMATD1OGNaYBhSGIaVRoDIJVMZBpVGgMsr0kNIIm2B0S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              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/kgshltax"</string>
              <string>dimensions=[270,215]</string>
              <string>font="Arial"</string>
              <string>font_size=1</string>
              <string>contour_levels=16</string>
              <string>contour=base</string>
              <string>enhanced3d = true</string>
              <string>palette =[blue,red,green]</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-6.608,0]</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo font ',1' enhanced size 270, 215"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>1</textSize>
            <textSizeState>Custom</textSizeState>
            <textFont>Arial</textFont>
            <contour>Enable</contour>
            <contourType>base</contourType>
            <contourLevels>16</contourLevels>
            <pm3d>Enable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>80</gridXu>
            <gridYv>80</gridYv>
            <gridState>Disable</gridState>
            <width>270</width>
            <height>215</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/kgshltax</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-6.608</zMinRange>
            <zMaxRange>0</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Disable</xGrid>
            <yGrid>Disable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>80</azimuth>
            <zenith>58</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>1</scalZenith>
            <view>Disable</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX3</varNameMouseX>
            <varNameMouseY>MouseY3</varNameMouseY>
            <varNameMouseWheel>MouseW3</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth3</varNameAzimuth>
            <varNameZenith>Zenith3</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX3</varNameXmin>
            <varNameXmax>MaxX3</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY3</varNameYmin>
            <varNameYmax>MaxY3</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ3</varNameZmin>
            <varNameZmax>MaxZ3</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <description active="true" position="Top" lang="eng">
          <p>Mode(1,2)</p>
        </description>
        <input>
          <e type="operand">u</e>
          <e type="operand">0.5</e>
          <e type="operator" args="2">-</e>
          <e type="operand">v</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">t</e>
          <e type="function" args="3">f2</e>
          <e type="operand">u</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">v</e>
          <e type="operand">0</e>
          <e type="operand">1.5</e>
          <e type="function" args="9">parametric_surface</e>
        </input>
      </maximaplugin>
    </region>
    <region left="378" top="720" width="280" height="223" color="#000000" fontSize="10" showInputData="false">
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        <plotstore>
          <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
            <commandList>
              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/qozxmfgd"</string>
              <string>dimensions=[270,215]</string>
              <string>font="Arial"</string>
              <string>font_size=1</string>
              <string>contour_levels=16</string>
              <string>contour=base</string>
              <string>enhanced3d = true</string>
              <string>palette =[blue,red,green]</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-6.608,0]</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo font ',1' enhanced size 270, 215"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>1</textSize>
            <textSizeState>Custom</textSizeState>
            <textFont>Arial</textFont>
            <contour>Enable</contour>
            <contourType>base</contourType>
            <contourLevels>16</contourLevels>
            <pm3d>Enable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>80</gridXu>
            <gridYv>80</gridYv>
            <gridState>Disable</gridState>
            <width>270</width>
            <height>215</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/owner/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/qozxmfgd</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-6.608</zMinRange>
            <zMaxRange>0</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Disable</xGrid>
            <yGrid>Disable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>80</azimuth>
            <zenith>58</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>1</scalZenith>
            <view>Disable</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX3</varNameMouseX>
            <varNameMouseY>MouseY3</varNameMouseY>
            <varNameMouseWheel>MouseW3</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth3</varNameAzimuth>
            <varNameZenith>Zenith3</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX3</varNameXmin>
            <varNameXmax>MaxX3</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY3</varNameYmin>
            <varNameYmax>MaxY3</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ3</varNameZmin>
            <varNameZmax>MaxZ3</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <description active="true" position="Top" lang="eng">
          <p>Mode (2,2)</p>
        </description>
        <input>
          <e type="operand">u</e>
          <e type="operand">0.5</e>
          <e type="operator" args="2">-</e>
          <e type="operand">v</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="operand">t</e>
          <e type="function" args="3">f2</e>
          <e type="operand">u</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">v</e>
          <e type="operand">0</e>
          <e type="operand">1.5</e>
          <e type="function" args="9">parametric_surface</e>
        </input>
      </maximaplugin>
    </region>
  </regions>
</worksheet>