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</raw>
    </picture>
  </region>
  <region id="22" top="1773" color="#0000ff" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Stem[data]     </p>
      </title>
    </area>
    <region id="23" left="36" top="1800" width="440" height="279" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
      <math decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>Error stem plot for QuickPlot unicolor</p>
        </description>
        <input>
          <e type="operand">data</e>
          <e type="function" args="1">Stem</e>
          <e type="operand">stemX</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">stemX</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="6">mat</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand" style="string" />
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">stem</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">V</e>
          <e type="operand">stem</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">j</e>
          <e type="operand">2</e>
          <e type="operand">stem</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">V</e>
          <e type="operand">V</e>
          <e type="operand">stem</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">V</e>
          <e type="operand">V</e>
          <e type="operand">data</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">row</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="9">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="24" top="2115" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="25" left="36" top="2151" width="71" height="63" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">j</e>
        <e type="operand">1.5</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">1.5</e>
        <e type="operator" args="2">:</e>
        <e type="operand">end</e>
        <e type="operand">4</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
  </region>
  <region id="26" left="36" top="2205" width="235" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">j</e>
        <e type="operand">k</e>
        <e type="operand">t</e>
        <e type="function" args="3">Haar</e>
        <e type="operand">2</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operand">j</e>
        <e type="operator" args="2">^</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">k</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">Ψ</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="27" left="315" top="2223" width="95" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t</e>
        <e type="function" args="1">f</e>
        <e type="operand">0.1</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="28" left="36" top="2277" width="280" height="93" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">dwt</e>
        <e type="operand">t</e>
        <e type="operand">0</e>
        <e type="operand">end</e>
        <e type="operand">0.025</e>
        <e type="function" preserve="true" args="3">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">t</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">C</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">f</e>
        <e type="operand">j</e>
        <e type="operand">k</e>
        <e type="operand">t</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="3">Haar</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">t</e>
        <e type="operand">C</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
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    <math>
      <input>
        <e type="operand">dwt</e>
        <e type="operand">dwt</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="30" left="477" top="2277" width="67" height="29" color="#000000" bgColor="#ffffff">
    <picture>
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  </region>
  <region id="31" left="549" top="2277" width="74" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>Isolate </p>
    </text>
  </region>
  <region id="32" left="387" top="2304" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="25.7624071249275" scale_y="18.438008816015" scale_z="475.007489691182" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-80" transpose_y="7" transpose_z="0">
      <input>
        <e type="operand">dwt</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">sys</e>
      </input>
    </plot>
  </region>
  <region id="33" left="36" top="2367" width="121" height="26" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">C</e>
        <e type="operand">dwt</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="36" top="2394" width="315" height="122" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">idwt</e>
        <e type="operand">x</e>
        <e type="operand">0</e>
        <e type="operand">end</e>
        <e type="operand">0.025</e>
        <e type="function" preserve="true" args="3">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">H</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">C</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">j</e>
        <e type="operand">k</e>
        <e type="operand">x</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="3">Ψ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">k</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operand">j</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">x</e>
        <e type="operand">H</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="35" left="387" top="2493" width="93" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">idwt</e>
        <e type="operand">idwt</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="36" left="486" top="2493" width="67" height="29" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="37" left="558" top="2493" width="74" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>Isolate </p>
    </text>
  </region>
  <region id="38" left="387" top="2529" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="28.1350804578396" scale_y="18.1590800878715" scale_z="510.907179312619" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-78" transpose_y="7" transpose_z="0">
      <input>
        <e type="operand">idwt</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">sys</e>
      </input>
    </plot>
  </region>
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Rufl4uJWYs0Lc88uGRp2pjDAd5HsLp6q3Ueoc0b24vfgtuM3EETRpIWytfgyvyhVw3fQaz37eOWNf2zB4rVb2ZXZU6/rwC9UVsrgv81A/x5eEd/KfKiRTcBXN2+jvO3oxSSeKj6F6DQ0LO0FAgu8UIW0cwTcDX0d8S2leXjo+tb03X4ZZNsquWp4HXVCN1pYG0xckOdUQFh1Q5LUEabFS2je5VjOs7E1O4YmUGVjYkNu/S79ksZots7PFaU6easc4i6mbud2GqtIVvjAO6tv7Vbl4uBlqrJkMyXpRNauNZvkI47vzQOaMCMfqz14LRvCMcYEIBDVniQtAgCLlQ5NPTpGapT8CmbLDJt4jCfY3klBHDHTjHuchhZXqqrIH1heXQc87b1WnZ51To4lx0qTlnFjNtzLYRp5tVd82po3zbacxF4WRui4DC02T2SHv+ZKKhn4PAdHlcYqqcHT68RAlRjj3pHjS/jVxbw6fICI3B8/SOcsbu8KK8SRayJ9b/WB0xt6u8idsj5JNTIZU38HY1v6g07D7gqNNE4iP2LyjaXlMGI7JrNUw3w6V5Bx2ayH079NJ0AW9e107Y+s1yFFO6FblT8O0MUnnW+CyKKNYbvsn6sYzbC+hF4SUupNj6xvviI9QsI8XS9wQz9+Z1smQzLOCefCjJXtdafDxT3rcsxh7ErUgckdsaq7wDxMNEErR3etDgUbEtg6eKM7CtbCQb+ppU4WefHUjHy7WZwGcvZdyT6yW0jCu+g1jcbitk02+s8lQ6F71zxmuK2Mao46bpnTjce1usol7mcO7L/dGiYewca08lXxY7lUmIXSqRSdiSWB2n0agQndVT3fnRxwu9uPcpDXbqIlQ+vlgu6i/XykbswFi+nxoqqMHKRQqnE3ktfH1pcIJtbTuKdcYawzGsacbrZCkgjlkjOeW6UVeoPMNSFN48PFHkRy00/32A6cJe0KnZprpJQVXD0vW+Ec0yyX1wHKq5UJSJHamtygNNyiovVGTnplC7vXeFKO+6Qv9beQpbkQYeKq+YJ/cpbXlfZZAsTZ1a2A0O0kNzpKjo5GPZ/qxi9gjo0N8krSOxcrysFZfUlG05Vd7A4Q6IzeylVTP59fFjxBd1hMTECw5uKnZ4614e8SP2whHD5X6/gNhuoREq/61sbIPofL+mqDxj+/bqou6B2/Yoi+RrSVYuZG5MNDY5feV31+qqvImqeeR5qPOH2+ERtggveA14O5hWYl0d2f0bwsxR+RleU3jvVSGc1d27/Hx4fTHRbqU+KEe2lyFyWYuJoOI7RFC5wI2NM1DHx2FARVaEC8N6LPEYQj7ohAvCjCz1st29FWA+GLp5HIlCKUxKlJDdAcBeFFNPkfsO78P6DZuw75S5I9ng4el9dA+WzpiMyZOnYN7ajZgnhAOz80KPhorPEXIUxbxdO7B21Q5ccPLh6si6bWLdTNNFP4IOP2wXjUYq8+7jidxmEoU41Fs9HVfFgd3bsHHTZpy8rTtrL0jxqqVTeXu8f4kivFyyXthooTwWi67hpMg3cB9WLZgpjsGMBRuw2IN7CTSkNHZl70KqSKxsKHPPFGdIVdmFMmD2PCz3nokprA7vxUsx1rWIsHfa5f8EouJ7hIlrHev0iO+fhuC60ce3R9SV5TsbGlw/zBNdQZUxV8TI2eMmsokRfIYG/DXWB2H54A2x0EKMflIDTcxE4UULUXh9PmrwqQcii36eb6Yxr5MlC1kuOCO+FxPzKm9OB7EsU1J1R17fWJ4vi2TWIQt4vQnQYr3KO4H47lo5lWOsdkMabktgem4/uKKoKDdqjOpOuV9PrpdzFnZtWMzOr8mYMmUuNm4cI6bg0TSL7jjOl5lqmc6z6YBz3hPENmbtN48H4w+FuWsaT2CF9FAlzGNjCCCDL4udyjTXadl8MgTFyuF7u4P0hJd3XhQumJWZ1ZUIO47qruEe/HtGQ9MNKm/GNbHt0uWlCClaWIZXtBE5J1k+RHmn6mLV2i2sDdmAo2ajIjcjjFhumiYnQEzg62pIpBMGlqLwwqyYLB8apdt6Y9WSueIcmOm1GHOmy8D7/OWc6XPxkMIhvmVbyuRTbTkq9IDD6T19RZnYcfOo/FcmCuWUJb2UxT/e7PYWxyr3qtXKwuki6qhY2eKhbZk6Lha/6/q40jspIyHfY+VCmW/TYjjWLJ6HqVNY2zlnIUb26SXstVqaDqwhpMOSg9lkHaFmH8PWZTNEGz51/kpsHiZHu2oqOJeLQn4Mg7Yc4uQIWnNOTpuIlZsMnanAw4J8f4JhoMp/M8d6y3akpsoztm/jDpEgWL7E3KnzpCbfZm4YfT3uclCaZunZYaRLIWeu8F8UMv2sPJPp6jXB6j3bsGrlTliGha+pU1uUmazyks8YNSQZs2fCuWumE9DvIN9PJgqX6YOVZM9fiLSWD0eGtjWIygVurM9ASx6xQ8QFIZ+ChscS1mcpOUsDfoCH0MhkddAKqrwtZFBpiSKmu9zt5dNQIW04tS5PwZG/9gTjlBPS9h9ad26F0nmzIUfOXMhXtATKVCyPjEmTsudYzles7lJYNkiGFC0rBvY1f4Kxxbqt60X5Dkstg6rfYLs3ryu1Y1HIWD+zGzJyMWbYdpAUqDZmt5wrqad60jV0A9njw0vx6jTNzQ2Wz6OtRL0hUbZ9S1Qpmgc5c+ZE7nxF4VK2DArnLoQuxqDBvdJTGNraE9eglrxxVm/SGFVK5hPHMU+BQijjUgbp02TB9JP+dRA9E+sHDeGi8jru8/2znJJmJ5LH4nY1PYPfKeEVite8Hcz8CLe3om/rNmjasAqK5CuC4tkNXatd5HK/TxjA87nawHIQ7qdP70XZgg5E4Zd949hpz/K99R3HAae52CfbgfnD1DLbE7RsEcsyZy4qcvcHybiwcu+c6K9fyOtNjJZ25on+eGYNBndsg4a1K7DzoChquRi62sqrEpw7yK88RQZf8EQ+Qj10ZcwyOCI2yW7uSBVaoW2N0siTKwdy5sqH4qXKoXLRZEia15abKGCiENc2iN8hfFuTGn6zQYZoFOtl+dvcFvYMGUzRsHr4MpMovIJ8osswgcrruNVRisIKARCFs7OwupJix3HdL83rYO1APzt36RBseZ7q8nwtXpj3WrC2NUC8xpLlrRBfzZsmU3I0nbZTDTDoL2OBSzoz8+ZHrJ89AG1bNEKlkjmRs0ZnFFV1JtJFCFmKwrMqVjpvtQaoXbYwcvE2Jk9BlC5TnJ0/RdBvrKNhRwa6SHEbV+eSNNBdOgT26sZdPNm5AH3atUXD6uWQLU959HLh819yUWi4h3BRKLvj7XFt00R4dGiH2mWKoXCRQsieOIwon3+lXhS6C1vZRhbBkcpTmMsQM6RYGVfGd8oApntY35uXi4TcFZqgWhl5bPLmK4Ay5UogX+7cGDzfdH0Y4pYt6R9XPsC79PREvSK5kI21v7nyFkJJl2pwSRsDScbLcl8ePxSitkLP/tLwnYjep+AFVM557myfjNatmqNBleIoVLYUMsWTceNabVWAsX1rGWYLj0UrzEeWPKzOj0FujFRK720SORl8fBunULoUScQyZ0QhHj3ClFL8+pTHmKdQ6VzgNcnkZVij5ik0nyPiI0YN5dtholDnFDaKwuV6USjP0xDprH3ycpt/iyjk3J0iu5BTsBSdpV6m7rkfwwF10BzszjG5vFBzlTfw8T7WzvPGwgXT0SK/bARyjpBeDFlncfHZio/mjeTziwewZgV7up0yHDnUvvTzJ15sqxKFtVZZisJ32D6f15HGX1HI+fzoNBbNWYCFswejiApwH8VblV3yJqH55zp491LEFIZo1dGqm3M4X790ZfXkaskrXdzeHiUKDZ5YEx2r84tJ50H6BsT3CJ1d5XQ8lt9X7ynk+FSS3cpCD3+Sgbyuw3TDA0+5IUkouW7Ohl0xaswUrFozArEjc1tnWebDRxnPl6IDVpkFKLIGVHkKHYlCHJ+Gkjzv4m9kl0OEMGXJVhf0fBEXpMG6c4Qju04yp5Uixm9aI+FNiOPM7izm9SZGK1ui8EQj5T1i11MTTwwdOQ6btq0VeR6jpOduAzlSuLDwQD8Xn9PV081NeloKhDS23KDsKdtmjPrzEcor4myn/D60yCj3N2WajMieK7cQU1o4V+j1l+SWKJc6sw1xweDLTKLwDXLl52IirMrruP09olB3MNLy/Y6P1jYvwNdifwpXloM9ihWWXY/fwutbx7B8wWIsmz0GDVR83/A1vO1ZJEVhVP+FWf8E6gE7SnF06TMIo703YUcLWZcjUXhxKCsTvgpMEZN6vlgN/LKNEoVxrB9KrzeUo0L3qg0+219TPVRoqNimOzt/p2LbDhnPZS4KuUCz8duyPZ83SsWvhU+LjgPHYfLM2RjiLgdn5F3hvCjMY/Hyo1VmovAJ1s3g5ZrgsIMoJwP2ROGihNJbZruT5LkxTvLL4weim7JmtzHK8j1Iz2uInM5FhBrw8aylukpToYnnEIyZPh8re1SS56CZKOQCionCleai8IEQhXkx3KD0inAvHRNwNmZKyxAQUajw9dmA5UuXYOmcQYgg9jMRpqpla+rIUJ6fJwqDqVzgxvkW6B670QZnxRt8b4CBbURsHkul7AwlGiGWh4RlZ5E5Z9EiDStXYK64UC6qOv1ztFkju6uiOd4YPi7ZLOcfarHJolv0LXzEPIXpsGiDzrdlRxSacWk+MrE6CyzgnkrpKdK07nKZPd69Ep6UYEwUWkaSXBSDAqJhoD/TofBRdKm4Fyi8vkGU7G0hY1q+ZzbK4uJ7xDILIBZ84HYNIT3MRSHYpSrsZ1iRmaxM5JTQ94RO4PFebLmvhdMsr+iONYzzfYwDLXk+K5ZaOH75pczXtykKjSFdB1BdjAgtrPLfxgpeJ0vW0ZqMUcHkfjS3cesUA5M0JDHs4r3RSM7rimtvyIqOOXzdBGhtY2rEGbyO0LGxxkLIie9uIQoBFdohYi34YKGgqG72XqmNcnlW6/PGLuc6yhtHKZX3hw9bJyEOu1EMXHoD+4ZXQIaC7bDq+Fn42rzRKlGY0XbsKV8WS9d93D9rdmGz8iu+cUcp7n2r9p2i8Ja8odfuZDmannFSerbLdJEqv2hheQP8bs6sRRJWT/4BMogruxjM9Z/4bJ9FYtuZ8lk0Tnv5uv6IwgMtRH7EfOdiRG3jIUVhNsuu5s9wqyaFlqFtG8rLpckMy1+Yl4kdN7/KcVHIvdghVV7H5UnIy+vIOMt8EMwlHzHyNo8zonCuPC65LEShuaeQHdXFMjyp907/zyN73ceYKeuMpB9cbQMuCoOwctW7jVKW7+CeDBPJ4NQMHAZ85AhyXVyy4MkU2eOiG8C3fYtBFJrHaklRmMckCn3VgLssF5TBRNrM8oE1IKJQz+ddMlwjpxroaRCFhsEsEn9EoVn38b8mCjnvbE7k9GN4pGKT0squMjOuyCdoTdNFgO4bjLJ9LaPD38CrNCtXYo7qRpUjx4JmriByejyYnTcqH3YOxcBFlnOBycBprZeVG8KCTXATJ7GGTRbxLmXF/mbGoi26YPcp3BYRhdWQyaMThqPfZgtV8/UWqrJ188+UUnaLqEdDPktn5C7etayiPT69Eo1cqNYdrYbnvzunvLAphsNyKMPtyhqKGNuqw0jK32gSRu9RUH1er2YYp3SxZNiwoVjg48TNYJJc36WFuUrpl0J2+0ToaX2sZddqXCRmf5PGVyMSFR3EMsv98UY5MWLWFOu6ZvU8US5GVwshNUiuX6SVaUQrrkiBph/HsaWqjJvUslp8x6fTUKVAB6w2jMZ2wAs1+lAnP3UYRsu6YLyZN1MGvfOkH8bTJmZoaTeOslSMaIu8LYaaYuN28nWzYKCNFnMqXz9HBfPR3SqgXtOsr5VOwl4Wk/nUOtGjW3mdR6iuyxpmo+gZV2ogejsbLrKlakoaJ/XWyVEjWPmUuOVU83NH1J0mi3VsGocvi5Oqg8ox1su4M00zfwLcO7WftNd1PnRggXcOtk5y7DipC1b6eFeNfi+LVWZOERmPzKf8WKqagCKFZVdZQDjbsh767rN+3ODhMPn7ydjaG234dthDbhLL2N9+CJWmhfo8SZTp4Gn+fe+qUb2JdM4nN/WaO2PLdW+nmvLKBRctRoO8XVcFLb3MB2PYpgeiB+N1GEZDS3YvlrMMaMFN17Q4Hyu4Wcy/11OUixPXNJ9U07JcdNvwFO7ykOE2CVVe8fTCXFFHAbPuY3kPKetq8R1EeIaGvBYO2LVKFBrb2hteqCW+V2mzEbmcHWuao0Vjk7Q1jL62hWx/Qxi9WkZyR0W0bcol8fgRQrJyNX6Ap/BlBbkv1lLMEbKttRobsKob4nJ7Q5VnbN/mwspFxKLV5kHwj0VMYT6M0jV6sk6LEJuXQ1BU9AqZt4+2eYS5U2uijbfKGngtr/00SkNvUN3H5k7JTxg1nJfLhnO6EBC/I3zbsdHOFILJKCvWD5HxlMqbkF7JxCoXuAlYC/SzWRhBHFSeUjddigtHpcdOJkMAsWRLad4AG5aZp96zdF1HKiDYVuJxrz5W80eZkjMRT59njlGzldtK0eA1T9dF1kXac4lpPx6hUp7oFuUNKSmmzTfdQYR3yGZSo+qePZZzEzZtAYsHV8HBnfymarmuTIlNThPUThrKYnkclDFouC2mKQQsU/lRq4xeA0c0sLGuMdWy9UjaVS0PhwaW3ZPTbM/vKFMdVYhzEjOa2CojU6oGDUxzrov3VbNkMcy6fT41KtQqZcfqFU6MSjrDp79gT912PMTvPxhiaq2TYRY5ExcR0968ZsFb4YrandfvBlkvvyjvYH7r5PxetlN6UcaMk0qIspQ8lfl8XQYKmtWhT/rpXyT7GmUVy4apvP9sQYvUtupmKZkre5zRs1/YEyW0HJXMkbGtURKYv2N9RCwVzG4r5bTdDW3NO3hN5rFfkbBhh3ncyaNzO63nyVSphTEI+D1y5ZLtQQCmRUfN2uph2ioVRj/dTXCc3bnwNKO3TD7I2k4xdM9OVfPLh3S9TLq7cokYCWu5Hk9pMk9SpRzR3Xw6FbMUEftump4ILq22VUamUP8Z4kOfoXgReZ5bcxcVK9q/BpItWGxqz57Jdq9IcYuHm4GybGyLgSYT/vtP2PXP8B/nDEBqVbdlKlHPdGCX2VjefKBBdZy2WmZMnaQofH3nlMgX72gxUvobyCfqVrHZAWCQfr8sk24KqvWL+KAsDTMtHhhOi56e1OisD5F5JttPe8nfYUy3TmKBjfVEihTGGOIyvXIFYZuh8pKnGNSdz4YRG8dPmhw8T4WuCA3Xyfr2X40BCG89uu8wH/Co364WGZ4eTs2w+MsJXKKQ8d5vhXXj0MB2RBz3blVJFAdhI0ZC5EgRECpGdvRfZeOp9OVa9mQYAuEjR0bk8CERpJj5z353UXekDxsaEfjySOGghSkfIJf0u819kTtxOISPEBGRYyUSo5ce3WzE9j0r5q3RDXsVIxGTobre6XVsPJLHj4qIkSIhUoRwiJ65HBZbjhZh7G4bH8HDsPrZPoYNGRS15pi6M949PCae1ON16WWcK9GKM8tRPW1ohIsYGZEihUXUGDVhNTvMnjZIFic8+x4REC1ecoxaYynUbqJkyLAIF4nVESEsouVujGMBmMKKxxd1yawhdITICBNUQzvxypWZotskRTvbI3zjsGVBoph7DwwsrhwawcJGQkS2L//laYQdrCUf0Yh79izfM3QNAxpkRaiwERApbBDEaCR9DPxl7wXdupk8DstkQHfiBubBAJwP0yshQoTwiMSOf3i2zfyNxxhn1vefc6LeNKnl22Js8uYWOuUOiTDs2ESOGAZaEhUXaYeNjWIheFh+PkRE2NCJ4DrOfGQuFyneudlTa/jIiBA2DNK6mE8uv6BOBHY+sXMuIrs5JmwkboL9I4dDhHiVbHyvywgbNBRCxEuCBpab0eHTNz+ChQ4v9ilM8Mhws/PGxOYZo7HjEVvl/Of5cnc5vU2YWIgdI6q4Bv6LGhXRIhvEahEsMt5EVgpbrmK2FPhx0b2VvYh1kO7sEtERPHxEhAsVBjWG8Mj9i+hciz0klbUxetomT7FoXB627cxYst9GrOS7s+hSJgFCs21EZtdfyP8aW8Ta3UH16vJGae1ncMyjzb2QMVE0RODtYMRwiJS2OEbaeHHT1+V1oIUIK45fhDAhkbPVLLVE8uLhBiTTgiEiP8dDasgtQk5qsH0Kjbx9DX7lV/CoIyd+tgpi+HgUzcukRJjw7Dpj+xEjQVassjN/uTUeot0PLiY/uI34WlBEZOdmsDT1sc+yI+fNQ8zMIc/tyBHZOZBIenn55NIpcpVTHvBraFWJdw/GFzkrPqxBmezxEY79HuHDRUGh8iPw9OV2VI+nocDyVcbpo74e5gOaQqFOG/Ohao8H8UEpwVByhXnU7NRcucSx8bb63ntRMW9yhGXbi8TakbhZS2C5VRnuaQsm7mWhY2VG6/nW3RA9UrL2k7XhkSOHR4hwRbBM55l9en2DEObV+461OdOB88hrSDPN7hMA/JCLfYfwkSOJcyxP5wm4dfswKqdj9VUw7NU7bJnEu1qTYdpy83vMGu6hjFUEw45afIMjzaAFDSPaxmBp2uAse3La2lQONnM2cGVT34aIFzqsaMMjsXqixTVvY+e2kZ7CcVf0fSh3MdGDT1uVB7tOmxw196fzwTNp0X2eLqzgQ2Wxfsr8loENnFnQQoZm994ICB8jGZrOswqkCjQEOlFIECZkXGHcASr7B9OSN7KJUjl8/du/wWKk4hOhZ3bypcyvT8AtISufprP5yHPF0WHlxDkyeZON4EniD6KL7D5NY6uvg/ilLJRToTW17O8m/glIFBKBlkdqdnw7s6r8UdyZzefUCoa6i5zpaP97OT5KBnP3OeVkfPKTw2jFp2wq09sqJotz/8BgUd/A9U4MviECMWqgSVxbXhbiZ3JwTGO0GLrAOLq5VwLe7oaEw2khib8WEoVEoOLY+vmolL8C2jZri/D8JpHRejLtPxMfVODfp0RPm3Gf/waH0S4VOwZRO9t+u4sdVjeVI4TjpSqAap1HYt0+H6yZPhD1yuVDhDCsviBZ4ePElB9EYKatFIWR/Z0mgfihqDcZZSglZuw4u8ZD5CuMcBAnQvzVkCgkAhUzmqi3mYhU1sY8dH8u50fJN5SMXm/z9RZ/PbtXyKB9T+8AKrgvX3Fv10gkMJ4XppSm4TjcehOQoRlEoOSSfGuS5fvYiZ/NE1Q0u6YyoutQ24PJiH8DEoVEoOVvvNU3qSVH3k5eZv0qpL+ZNWuGie9dtLo/k60R/yxfP77FU2devEL8YN6rQU9fLKapIv5FSBQSxC/m/LlNOP7a5rs+/lqePd+Jfccsh5ESBEEQgQkShQRBEARBEASJQoIgCIIgCIJEIUEQBEEQBMEgUUgQBEEQBEGQKCQIgiAIgiBIFBIEQRAEQRAMEoUE8Tv4GNhnYXyr/v6pfMHnr3L2tcDAl8/fOQv7539rgu6P9I41gvgtkCgkGBfQrVB806z29d8oe2DlDc6dPYq7f+iNo3fhAuI4d7v7TFkCGVf3oBQ/D9K6YesfOZvtJ8wuwM/lDOiwX5l+I0+ObEEQdjzTNBilJgnmPMX+w+fxwgmt6NOosjhfkvr8Iy9I9Ckkvm/qjGuUIfDwYV8HnHrh/3yb75+fw82LO+CzaxmOn9iFx29tvbmbIAIfJAoJxkfce3wFm7tIYRjluDIHVkZIUaXlWKUMfxadmjYS+z/kayB9h5/vMTTnx7fweOxVpj+N3aW4KCyPUYFAFL65cAGh2PEsOHi4sjBWBhfnQMJyXZXBPkfcO8uy9wPpQ8SP5n5u8X1dyq9Tht/LvXNeOHJ0Ey7t74baMTU023JCLbHFQ/iuqoySKTVkSKQhC0vxwmmoO6g3ngYexzVB2IVEYWAhMDjnRmcTjfFjlQ2sfOolPQla8gXK8i38vhZ6mGtTsf/egdXT+eQkuvHjW2UiDijTn8b5BlwUVsCoc8rwG/l86SLisONZfvhkZWEslKIwZek2/p6J1zpLUZj3+T8iClFTfN/y5Q+q/G/kySiUY6IuRhoNbs01JGf71f/GDbXQmuvzsiJtJFZ2+kDc+yQbdb/rQ3H0wonf2OIQhPOQKAwUjEOMMNFQo8kElf891IsZijXGpVUuMHMVC2bMhs8Llf0GsvwXEnncPHFM5X8lQ5UonBlYReGDk+jM9k+rEIhF4aevGJQxNuJVHYhtNt4YeKae8hSeVYbfyCcmCmOw41luuP76PoMho1fhyiP/pcIlJQpzPvtHROGXakoU7lOG38jnM9joPR47fa8Cp/uiehQNI+/Y6T6+NQhF2PLqYyYpA0H8eZAoDBQsFo2gps1T+d/BdsQPy/ahZCBwrfwCIvHjnTIl7qr8r2SQEoUzAqsovH8cnfjxcZkQiD2FnzGJn6+ZytjcxzN1+fXEROEpZfiN2BaFznNRicIc/4worCq+b/nygSx4Yf8wFGT7NeSWbVG4vklixE+s4TueVQnit/P3isJXj9SHP4HPohFMU9qGyyMAfME79ekbOFATEdk+5AsEN1GnsOrjDtjozKbsu6au1lDlLPGzEIs/tkN9h7rJB1pRiFdYm5CJqvLjf4oo/PBKffhOTtXR8F/TnipnzpnabP9D1sFslf+d2BWFz9Vf/xg8BDHZ+j/cU6i6N53D9kCJrzYGqd//3oHrShTWq6fyP4TPuG72FQIez/thax/kYvs19LYtUTgQ1XNqqDzecN9Zh73rcmDr3qEqTxB/BoFCFG4sz5/q2ZPh4f3oxJ60+GdDytZvpyolOTatudlyQ1qg11PnZKOiJeOZ4wivyuSrKD1xu4qarytTSsy5IBYbGSTsudBh0gBksSh/mC0/Ns3DzKZpEXBRrmri2lSENSvDUtq+csKPEw3M7boUqXpX3BEVMPwuIY9lmZSDcF8t5qJlTltuz4vZC4CFNaMay21RJfxjVzkXUd4QLXNuXzckjBYX8VQ9sQc6NxLwzYUlYqSlYfuG1OWoKiC4jhaJrMtoWnDMcOaGsjC8LN/JVxmAPp3aCludMWtQyKxODSX6GKTNRjO7WYrVCudey1KTeT5CahzFM3TIpZYnvyUX4gPWds5stX7IZrvVcnMOtohiVi5JjUbo6tFafDZ1H3/G8hU5hK2Cxyhlk9zJLdcr2s5c8N8dmd5Ypz7Nv2BSXFfWd7NaHnewpSLbjfzBzMvkGjAF1fnnSgEQhZ9vwoPdFPX18NR4m/nN9/a40sKeZO4qTC5sXjZWtbFw5rFomG4d85RTlWCCkccUJnHF4kMzkc6iXM/LqpCRS8hnUUZLXh9nnBTt5wZEN19XpQFquU1R+FqVy24eF/tuaj7zevLkRu8uHuKaymshCtf0LmpelqV2V9VC/3gxFwn5OuEH4e68Wub1RCyOHbpn6vfvj0p7ypIwXXGMW6p8Yt33mpVU2kqyCjqr5SrlneEtilhen/lrjxR2I19qCHvjhivRxU03KwJP+W0NPvmEDsF1ZXiKUAg7n6rFjHvCHh7j2OdJTWOqcnvxSl3zzvDRkSg83hu12PnfY8lMnB0l9yFWONYusL9Bo0bEnut/kpOC+JcJFKLwjls8dZFGQ/pkRTBy9hy0aaxGmLLU554qyGTQgqFpoYXMgwHrDPJlLUKIcmGwWln4U1tC3rUUojlq82VhwiJh3prYpNw/qZMnYeUrY49qNE6udpfbKjkEV6RJcCyv3D5PuZv2wOYDm9G7ZBplCy0u+EotpmDn9gWoVVA1NDkfqrUZN+YgpVq/0XwZ3LREdGtpKFZ3vcgvXn0auNBY2KKkHM6+4TF06zQQWy8Y3AivkUnUER61Om9j+S9Y2UU2mlpbU0TczrVZmS00XJg9Kl8WNAjKD3N+CouyLvw3cBOfr+/l3Zux4cW+ytdZE+S2mq91yhd3zaeCWLfBBMO+nUTREPI7D1SWdb1binz6CWqY83tfeLnnQOjMxTDHGWfIUSWIZqg8Y8X4cdLGUrD45bDM5zjWT20gBWrwapiq1PrBid5Mkh4R5cJmLoGtN99gdoeOmHHY5A28purRtCDiLx852uO5FDdbekYStvCFGmPpOSawXh9FpZxqf4qZd/8/7RNX2kMlRqFOXti4fCJq5U8gbSzN0omOI0daCNvgyYuURdGal02DprqBq8faBRVlE2cvgC23P+LD85tY2q2yePipc1E9KpyYq7aTB8PXcNsDNCgcR9iKGZXeObjkkPsSJmxZzNq+D3N610eSECHkujWc7T7+gMZiWxpqtGEi4zPgu7EnciWRtlL6Sva2QVJVNnzEdBi1+Qx2TvdEYmELi1U7jBe7ffa0RmevLWj1H1snTQnMPX4Bm8Y2QY0Zppv1KVe5DZ7ytxmGAyd3o2e5lCIfOWZtVYrji8yqXK6+cqjyhilSJIVvN9mJc14Jpsxt1EPaa5xd1kSIwH4ib89TKNuLZOV1rvnzbWRdWkzkqDII69YtQJuy/LqW+1dQJwp3T1KDrYr1wF7eVNyciRS8zWM2UzvoiLMolk2e31rQUKjaby3O+sxD9XSyjmIzzUf2c1vayg1UzoA8TxLk367yjHMlEY3XyVPKFHCdvgPbJw1DBmULzlKIYOwBfOdxLJ3uKvKaVgPz9D3FX2rL9VmKV6AGRi3djuUDyyJrRGkLPUyVE9xDTVU2Q9sNwrJ+ckO5fpWhMOrClLKMpkkBz9vuyuv1rb3/OBKF71f3RY2MGvKV0jBmZkdlZXxaiNpp2YNpp8F//MyfxL9BoBCFL/rJp8FI55VBcWuGq7yQk/sT59acX+xBUXiEymM4EvEbBls3fhvD87qO+5aRZM8w0S0MKx8Xl46bLt0zZWQdbsNkY2MgN98nLTgqj9dHjxwRDY2m9VB5YIZ7OZaPCcsxstuqR4aWqS58VB7YJ7YTI52Nbsrxch9GWLj8ljZLxexBVA7YtbG4KKdFi4kRAQ5qmY3qqVhj2/8Cvjw+gxTRcmK6ElF3NixGyeS1sP/ed0yeuzea3LcKctK7gWNysfx/ePmtveWXpVdNW6byjHXjx0tbbZ2R4dubH7/EmD7vibJI+CjCxIVLqJw59yPwddjxSFUXF8y+9glhj8BuxJbsLy7X6XxGGXAeiZXXe62yGOjXU4oO/ejjI0fchG30FAuPrAevIx1cDbHr70eJclq4xspgmzV82yFK4ZzFzybFmxT/vrN7ibpClFkq8ka+PEETXq6GcwNNPs/h56KGspMsvZDPkFZsL4GpA/5wW6QRNldlkBzbMEjUsWC38/Mh7cvKREaVljaF2+lWfBsaWs3dpSySEnzbSZLCIMUedEknytUyL4ZjI/lI/Py4ovM22SaLWD9/N5W1gW1RmFqsl7yBybXXLLtsB5taPMvtG9lf2As+Mzwo3hDiRMs/xyR6BAfFQ1C45irrkEsonl+KOum/U1zZg6K87h4bzUQML5epUnuVMxBD2BOUP6LyjMullCgMqwySvWP7irJasC7KItm/JJOwr1ulq+NLHWFr2GyMMhhYK+zBoyZWeXbvGCu9pSV1D4icG8v5g3NGXDG4Ng0P+BFyY5OxCyZgOBKFTxf2hUtSDZU6WV6XD7CxfwQkY9fj1Tf/SEwo8UcTKETh096yMcyq8ibOIW9MfjFHV3l7yC66Ek0MNxQmCqPy9UI6HfQ711t6ry5eu64s7MYiuplzwVM3kwSnEW9cIsVAJ5WXPFOisKzK70U/vn7U0mjZcxg83dqhbbv26N5/IMqU5qIoHiZtMDQSw8W2w4ezlA/qJsbSkJkT0NW9HVq1bguPvsMwPb+011Hldm2UjWP1+RuVJQAsHor0bN1wKatjwYoF5l1EPwRPsW8hoq4QuVXD5JQTVRo2xMABvTF9u/0pHmxyQYnCxSrPWKNEYdU95sNNfY5xb0gkzJxlvg1eNmSOHDbPj7th+LFNgL4rLWZuni+PebXlKm/GTrEsRTnlYdldS4qf5NYjKDu6ynNttpko7CBsI6ZY+HlEF1xauE6U2dMt5U00ma2wJh28TKiI2TB53GC4dWiL1q07oAcTJaP4PrHEO8MXTODnoYaVpyyO/92TaMnLVXNOFPL4TP5QdknlzWght5djj8ofbCu9543NnwiuzJ4lynnvPaQs/jOY15OnnlHg6TndjG83GyaYKR7IATQJUsEgvavn4G1PVIweNhDdO7UXx6lL76HonyGx2J/h50xBGrZZLsppQYpi8qQBGOO9SdlN2BaFUkgnr2sQhaNRIB7fZ4N/0cSBzl1E2XzPlSi8Lx8gkiRqgnFDu6Fj29Zo06ELBo6eII5tmEiGVsER51FchEYY2ivFg6WyfWu2CXqJz7eXvlJblTMgw1QSlOPBNIqLBlFo/nBzv3tPROf2Seb9tStWNRF1LF+/Q1kYX2T7UKG8xcMKYzyvI1QctFL5PsXk9TB4YF/07NqB/X7t0Kn7QIysmkLYZ1xQ7bkIbQiOKv2NT20BxpEofLuyLwqz36/9Gutl92cPQfooGhbd+fEtK0H8aAKVKEyp8nrqJJGCzwy/M+jbvAxyZMmETOnLoJiKTSrharg9GDyFFncEPS83oHDu3MiVLSsK5cuF6JFDijrOXjNd1KcL8ToKo4vFnVF0V4SLaLyxSB6I9Y2N7LnN6CLySVG5eF4kjhUN0aJFQ+w4cZE0VkREiF4MGw4YvFcjxLrhw5t7JDmyTg2V+zZHisgR8V8UVk+8REicXDZ6bVWoyq6N+UV+xYKAz8ExZ4DstqpcvwRiFCuEPAWKo/FKtfCbeA/vXtWQM3sWpE9VGJUryC7XkFGXyMVPnsC7uCnukXd756tYByNGOuklsiEKVyhR2P60uUTwOci9IREwc7a1KAzHRKGlb4tzm9cdNjdmWj7Yi33V0NvOuBO+LGWmpjLTwlUIAU2vAxRt1ehjp0Sh8BSaROGobLKr2uRltoWKnQydBmXrFUf8/yIjKjv3oidKhgTxoyNCqlIidm9xj2CsXEkctpyX58ZJKQwqOycKQ/OyTIDZ5EhssS9pc6g8E4Wi+3jiB2WQXJg9U5Tz2qsTGP4wMiirJ1892AqSONWE75MLRhnEqKId33ZcgyjcirwqDrJiuxpIFo1dX9GiI0bceEiYlO136CiYeMP/0SDLO5vHFqfKkhN525uOnFOicGsHGWuXxbqTcZdxnkK1L0sSiXyMdOVQqVAy1iZERbTo0RE3aVLEjhkU8XK1luUccgHFs/P9Nffc4c5S1OH74boJfsrE4duzFoWyK9amKIxrPojldvfuCMfsYU/qwmsYK1bI0Jnl63U/lIopLF/exmwMwuMXF2XFZfIS5YrL+OKyNSshRfyoon2MHjsekiTjoRLhMfqSCkfIwNdLgKbfMZm5w5jCXX1RJKaGTnus3ZCf1vZF5qgaxp28qSwEEXgJ9KKwbDLerWvYzRfYM0J2u4gUJTt6b72Da9tl42QmCiPzMra8Dp9Qonwe42CIcPk7YMF+H7RtJWN3zulFofDGFUAXiztwNb5uGH9E4c0N6BVEQ9S+Sggxvn6VKuDrp7d49lLf+BtEobWXQdZZQ2a+vMcXo5D4gmd3TI3Mro3c6xMS8+cHdJKVixjQiW0jxnDwb37nwUss5wMPgmTHeFkgQLzZmFftM0/x0XiSD16+lN1BIaObjgWfrfvurRs4vnggskUylM+JEc48TNsQhSuVKOxw0lIUcuHDROEcw0ARCS9rTxTe4nVHzI45loO5hSdHQxuLAUkG+LK0Gd1lppOrDOQfLLN62jsUhRZvaenOt2kShTNyy0EujicvuinK5KmoTtxPn9m5Jz/igx8ePebDML9iTpewrFx++FheJrdOyu7jqs6Jwvi8rEV3oRHlXU1bTuWZKBTxgxPNvbDfLArz2xaFZxrx7ZbDKIvxP+35tpkolMMVTiM3F4UhDGe67jh9/oinT52Pw3h05gyO7FqJ5gWkCBbfWT2wOSUKD7RHEb5eIuv3ClqJwu28azs+Gqjnhy+fvxjblo8fnuHWI2deqcZEYTa+n51VXsFEYV2+H06JQvldzUThBSUK45lfPFwU8oeH8KcsRaGM/3NWFPrxUfFMFJYUp/ZXVCrBYzNN3cz8MKgjgfv610imles1O6ny38DHbX1E6NAwW/MUPuuO0kk1VJ1p3f6+WdIf6ZkonHGZPIVE4CdQiUKDM8HERmQQ8V2NRM7v+nUxkjd+R3eYR4jJG6WZKBRCw8YtrVsNBGVlNXWTNTBlcidRh01RaFGNQRSa374tRCHOoltjnm+ER/7OfiDjxCJF3KzyJrxEnRrMI+Ws2bUxJysXjIlCc/HjL9e2YTjfRoc5pq7UwzIAPZfoif6ARcM7YuTBS3YmpTBHjNLOmBvmL4KSg0BCRLf/LV49nyTKNG1nEVhqCweisN1J81bfkSgMnzuXzUl8bvK6w2WHt+WMHRfkb1G42wNl0FNGLEtRR50svlVEl7wWyTokoEMreZM3jylsJ2yjp1qUb8m3yUShCmF42lcOltBkT7xdUvAyuco4HM07fXIxUdeRc2ZDw4Hn52U3q5Mxhf15WZZ04fVGtsaQy9IatI5BFI7/flE4ij10aUUa2Oy2ticKDZ5CwxjWjukyiO2agkZ+BF5iChn2T+Bc9/EM5BODPNQDoI5jXfuIsgWMMYVeIl+/JR9L+60wUZiVb089xBhwJAqrtFM5A3x9HlNoQxTGMfd4clHIB2yFP+GMKJQDTapWtr52yvK6o0eDofmekle+hcnfPgYx0CQ2mjh6Q50/vN3UTwxK6nfD1oP3CrQtpCFrlTYqb+L4mKZI8Z+G3c9IFBKBn8AhCvtKUah5KIPgM/qXUTdA9cB45/YdkXftbcuboqFkM0O8yAjVfWzdyXa9Ih/8oaGQykueYNRoOar4gk4UnhXdx9aewhp8n6w8hY/E+rzLysCRgTJ4PpLnXgtB9QA+W7bB0LNhiEuKFceW/6ewqreXypvY1aAkDBP27NqUh5XhnsKARVFf2rJZ1N9+9lxlYXDPoRYUshNqN0rEiInhDt/3aYLXlay4HMhg5CR/U4qGkLHkrfjAkQM4cMZCcb3aLsq4tnRiROAlJQp1IUcrx8tR0h1OWYhCH959HBlec8yPS2xWNlShojYHKYju44g5MMe6J092CYdJiVlmauszEnE7O/66o4jc2eUIU93AYcY2tHXlQlUzK3vwkHwomexlHoPYUNSbHq5TlIHd/iILm2YV+3mjQysMfCB37OsMWaZyc+sJgBd5uIFLsnfLZ8o4r+TzcUMnUG8d3SyOj1bXOVGIa3JqpcgJLOZ9fNhK2LVg5ZWBcch29/HF2VLoeO9zXhRO5l6jIk3Z45filknin2vKlvHJqy2+fke+7QSpYAzUOFhYPiRGGKsMJrbMnY1rfub7ac1UpO5u6d3bIs8T1bp+YaKQH88KI/RvupDtTfJ611Se7VtpOeOC+bi6l+jUU4aGFHth8nxNELHWCdBhmfkT58v3W1F3oB1XthmXbHcf31uK+mxbWovNVgNNCtUyH/hxOiRfX0NCF90gEUP3cTzzY3JXdR9HtPIUyu7jlXpR+LW+sJWtUVEZFJulAEyQrIMyMC51UdeD9eiaafN34J6aNQBpeJm4aGLekRAwLoxAg+QaVr+y0TAw7o0tjwSRNXaF63+TGehfVEOO2p3NRDa+XsTZ5wGYD4cgfhGBSxRGDMf+hkfZ6tKDIZMuEPrxTbRW9vDpK6Nji1K6chqyVZXTvMCvs2oobMQUPvZAElU+X71WaFiRe9hMdWw4ZZrEbG1sbsuAFhYOLsO8Z+a3kQOqjhQqz7mFXm3TKntQ1OjQGQXjyHV5HN0Yb1Mwl7RpSFuRT+nCPmduikOqXd2bR00dwVIOl1qomEOO+uMpmxKWa6fKrpwpUwL2KLxqLm9oE2LyHGXgrJJ1z2Ifr46uhZyle+OcI5eTjiXqRqFFzI9mLapJ0WFIYbg8uoN+uql+0hStgaoFEsp86PwY4ozLZrP0smi6geVeg3oKW8WN+qChj9i2WG5n8ETz42LwwEbN6IL/xOcCuKYcgHtEPilGmu7XJk7KrnCegqcvjrK51bQzWnDkG2bR3bioCeIayqYtidKZTV2LPPV4ZBLGp/dvk/YYpdFv2hIMrSXLcs+4psVAdf34g00lxUTjfHnwlAVRMIuMMRPJ3TRTZkc1FRAfAV+jVk3kVF47PvWTvL0/wLgeyZQtCIrXbYDUvEvWUFfhwdiqE4uO2FnatF620hWRJrQhHxp6/9jXZfXl22TczP17e8fKB6iBS8znJXXEGjGYREOSpCWM8wwaHIMbRJxxbvS1GBRUmpcLHwv6sWPzC5cQ6/KUp2pjVM0S2Zivsc9q5lFzuspyPEVPVxBlS5vakxxKoz4/vkfm3fVzqchYuKgltqo8ZzCKhlf1Rc2J0gXTScGqUrwTpgdWv7vH1FRVLMUrjPoNSsmpqFiKna66KuWIHcgmRsdXVXnFKS8U5/WUnWE2Zbvo2mYPPZV6TsOMgZXEdiKFk9uLkFPnst+aG8FEWfMBHUfbynlEtZXmjzLec4oI+5hFuvkHL0nxJ1K4GMhRvDSSG87LcOmNU/0YONCgojEcKF+NFqiSX069xFO3VbKN/ci9ylooVLV2PvrDNSztGQp9JtbEwrHxUTKFhqZDhmKnV0Y0b5UNprHjnFnoV1xDTFZmrc9VXDk5D4OqaeItJ9t9defR14/oI/YvBMqbTa9DEL+fQCUK+7DP27MkR7ps2ZArd05kz9oCpy0cSsfOj0XaTFnYskzImDEjUjNxePpIIWRMlxsdu6sncZ++cC0eH9FidJd5C7zbuCNftqzIkiUT0qbNiDrNy8NzeAOkTZYcU2+YGq1xyaMiXoo28DJ6aTj3kDpWQqSpXBtm71K4PwOF8mRC5qwZlcHEDLdGyJs1M7JmzojMWTIjS7GGmLnffBTDtSzJkClPHuTOlQeZUyRH5yXboX8r6oWppZExSw5kyczWz5INWTOlx2CjB/Mpjo7MimixU2HbNj6XobPcwd5BTHAm648dZo60T0gcLg1yx3RB8UwFMWOD1Wy/dvHDOqTMkBm5smdBpkyZkCptMRzwqYy8eXKgQjXV/XT/CLrVL4ocOfj3yYQsWbMga6GKGLDWOeX5aFwb5E8RF6kbm77r8lUTkShmDFRZekF4wSTPcGZWXMSImQnTNpjP6fPhUlGkyJQb+fLkQl52zqXsttn4fD8lRnTELNgUo+0oohcXFqJkpszIkT0rSzmQI1NauNsZNOs7pCHy5Mktvmu6tFkwetVsTNs8BxkTJEDLS7rO6xfnsKFOUqRj53SaVCmROnkiZOehbrMyIFmayhg70vz2g+fjkTZDdnacsyNbtuzIkys7MtedphYaeAivtjmQKWt29luw8yZbDuTMWQDmsfZnMKBjBeRk11x29lvkdamIfjsOoEfmFEhZfRXO2AifssetBXWRIVMOsT/Zc+ZEpvQVYTmZ1JmJk+CSIBaiNzQfJb96/QREixkdPRYcNzvvHXHtwkQkT50FufPmRs7cmRE3i7r+v3zGzFJRETthYyxfqJc2T1EwSiwkrdYKAy2CSS8NLYoM7PhkYddnpiysbchUBGN2+TfyWDK8WkbkYNdudnYeZ2Hr5sycHmUnmQ7cVd+tSMq+W9UhS3DH8OV8MrPvmxmNm1qMRFrfAkXz5UYudr5kSpcBbb3HYsaepSiZJCFSrLIY4XT7BPqUzcB+38zIyNrErOy4Fy3f0eqY2+TGPLjVSIEY0cubecsfbNuNpvFjIUb1Cbj30nT+3xqRECkzZkP6NKmRKnViJMjGr70OSJM6G+o2HiQLcab1Rv1sCRAz1kxlkKyePRs54kVDrLH60Isn2LO7MmJHS4ihB/eb9mNRGsRLXhzeY7th09xaSM2um+w58yJHloyYYO5oNLGwAtJmVr9fpqysrc0M96WmaNMz0aMjRpbK6DPJ+ThRztdnc9E6a0zEiJ0R2VLmRJ707Bpi51yGeCkQO15KLD9vcYE8a4Nu5bMiezwNKWKHQIG82bHooHJW6BgTLybip26EOdPNA6EI4ncTOEShiik0xKITvxDWEn94Yi/o0VbnKkEQBOEY5x4oCCKwEShEoWHyan3HK0EQBEEQBPHrCBSi8GE3KQoTqjxBEARBEATxawkUonCFYeCB7hWaBEEQBEEQxK8jUIhCzpMzFHBLEARBEATxuwg0opAgCIIgCIL4fZAoJAiCIAiCIEgUEgRBEARBECQKCYIgCIIgCAaJQoIgCIIgCIJEIUEQBEEQBEGikCAIgiAIgmCQKCQIgiAIgiBIFBIEQRAEQRAkCgmCIAiCIAgGiUKCIAiCIAiCRCFBEARBEARBopAgCIIgCIJgkCgkCIIgCIIgSBQSBEEQBEEQJAoJgiAIgiAIBolCgiAIgiAIgkQhQRAEQRAEQaKQIAiCIAiCYJAoJAiCIAiCIEgUEgRBEARBEAEShZeA+d7AU5UlCIIgCIIg/hqcFIW3gd6JWGlWvFZH4I0y/zAeY/XCRVi2ah3Wrl1rlVavXIlFc7xxR5X+O9mDnp5Tsf/qR5X3jw9YOGMhli5ZgmVLl2DxooVYvHQZli9biqXrtuL0A1XMguMrF2HUyBl4rvLW3ILXVG+sWLLCwc98EoP6Tce1F+zjg7NYtXg+Vq4x/F5rsHb9RmzZuhVbt27B+rXrsMbwW65ZiXlL1uCk72tZDUEQBEEQgQYnROFDYHhKIA8rWo6lNCw1qqKW/SAudGJ6U/M31VbF/07CiO+YusxGlfePjVbHxyyFywj3rkOYxDOnYUi5vMRRZbBkUTpjHS2+KJsFt9fK5U0H3odX5UzG8s6mdOXGqJoIgiAIgggs+C8K+8UDMrNilVlqx1IDltKy1KoGYEc0BJhnvZVgqI3z5w9i9erVZmnViuWYP2sWTqvifyfRxTEoVPmgyvvHMXXM4uIqy906fQTHT57GwZ2bsXrNeowqJgVYjKpdzI7bu66J5Xq1nimLOdvjyvV4ytpSGS04IZZnwugbwFffU1jkPRcr1G+1dvMObJs/EpVjszJJW2PEkj3YvtHwWy7H3NmLcPjE3+3zJQiCIIg/EabuHFA5FJCcFanGUjOWWqpkEIZVq/JezO/n4yglRDorw79IEnEMCtU9qfL+cUEdszAqb8lnnBnwnyhTvtUIZeMMVuvVVXlzwvFls3YjN/ubKmc9ZTVHrJ8zF66ovDXn4RmPlUm5igceEARBEATxB8CUnR2WRAfis8V1WWrNUnOWuDDkiecbspSFpZl91QrfgVEU/uBu6T+KROIYFKoTUFGowU9ZrHmK6LxMpKLo9laZ8BVh1Xo8JNCctcKen3/iZfLnZVuxZLkokztLW5W3wd09aByUrR9hKs5Yb4QgCIIgiEAIU3UWPLkMtGHmmCxxQdiKJYMY5MlV/eUisSZL3JNYJTPw9pOq4BswisJKyvAvkkEcg28RhY7G/Xw91FSUKdm8l7IA5wrL9WLMUwbFl/4xhF0wgpdJjuaLZdZIeW4PitIrVN4W9/eiUXBWLhIThS+VjSAIgiCIQI1SADoGpuL9g4ALS+4stWDJIAQtE/cY8u5kXr5cMybuVB0BxSgK3ZTBfz5eXIexAz3Rs09f9OzRG2On7VVLDFyDp2crdO/7WORe7J+Flq0m4PVRLywY1w61+1j4wI4fwuyO9dF1l7nE+nDjLobUqosxl3jkHucchrp3QfcePdDdsxs6dRyO/bfeqWWS98tro+6wNTKW7/05TBnaDg3anxHLJG+xfe5A9Oo3EP17dMIkEWLXQRyDQvV+rCiE31Ok4uXKtMcqZcLVqmK98FGmKoOkc5wIzJ5SfH77uY0oU6/1NJE3kJXXFSII9qm8TZwWha/Qr28vdGzdi2Y6IgiCIIjfDFNzFtw7JEUg9wBy4ce9hvyvpTDknkIuCquzFJel7oN4z+S3YRSFriL74MY1XPX1ha/vddy+exHLBy8yG9Oydcsg2S1qkbJ2nIyjRoflJmXvBt9DxRBGfI6ERTN6Inp4/jmaKifx8miiyk9WFsmW5c2Evd4kbvdFkURyWzyFjxBEff4Pk26aJnnxZcdE03KhWuc9cI9jKL9ILmRfZGKuWMpmSIVQs2Z48TngMYX+iMKvbzBKlGsFb+MYFl+5bvhYuKcswAkkichscbaL3McXD0WZ0HXa4KawcFYLWzCtncrbwWlRKOvjaY6yEARBEATxe2BqzhavgDpsUWyWmrKkF4Y8GQQh9yamYmnyMLXeN2IUhSwFU38tUmglLt7u3YNE3JamDZbtvY93n7/g5b2zmD/GRZQrPMjg/bptWj+shvQtZuLIWSmfmqeIL+wLRI5zFh3bhELocLL8I2Xlx2GbO7cVxOI10tKlQQ2sOn0eD94o9bm5gfSeZRwp84xnQ9V2WYqZqRJWbN+NnQ/Vsuu5hD1UvupYd/Ux7l48i8s3/LA8iiz/w0UhXmMjE/iaVgPzlykTo7lYNywqP1GGc80Qldlirv8s8+9ewJuXCdcUCwzz2qwLJ7fZTeXtEYDuY4+sRVC9dR+VIwiCIAjid8EUnQOqssVxWGrCkkEY8tSWpSosJWRp2jhV+DswisJGyqDnM47OXKeEzxesmca9bAkxZZelW/I+vCuwOkJVxhLh/nqh6tSQeYYoYKJlbLlsgsqfX4C6WhjsOJAfqaJpyH1X2Z8/Z9qXlavTGauVydob+hh1qgRj9WVReSb8RsntxmvWhMlNc9aIfcqHgVbz64QQ6/wMUbg0Ki/XBPPWKhOHiXu+bt4SUtxer1tJ5E1FXmPPKl4mPBYskDL5gPCwavAUOQcEJKbw07e6lwmCIAiC+JEwVecPjViRJCzVY4mLQS4O+QAT7kWcMVEV+k6MorCLMtjhzU3M4+VyeNqcs3DH5q6inoXePELtvapTszGd4gi1rKPInV06g31ujBNXgCy8eziyFGaPHswT5dzdHE+VM6BxBVYujsoxUSgGacRE396WU0fz8EsNYUsX1XXbGpD7+sNFod9rlOXlUnfELDOB1lesmy+vi8jVqMAnrS4qPhvYsfOAKNPIW7pJ/1Pb8xcaaEIQBEEQfxxO3OFfAPVZsdQs8WlouCCMztKwHzAVjQGjKKygDHa4+xAteLmy3W3Of3dq02RRz+Kl0j8n6ywjPltSSSxj34OxY058JmCa4AT73CJFZGaPJ+wvl/G3jMRB++EiK7hz9TounJyOSGp9U9KJwiE8XxCdjSM7TPCy6YoWVzk9sp4fLQrfX5spysR397QazBGDr5+vEh7hGhoXZJ9LbVBLFPu3wYWViTFlG8ucl9uLIhc5hEQhQRAEQfxxSFXkH19uAJ3DSO9gLJaGDlULfhBGUVhZGezgdxOTebkU7XHExkjnvSvqiHoWLOeDPt6pOu1Mc6Pi/visLJuraUjU0F3a3aIIO8c3ByuTNB+8RY7xyEvWGTwvcufIizqecl6Wri14nGB88ZnzbCCvOx86qzhEPXz98IWL6+IWDcj9+RZR6OhNwt78O2jB4Ol1X1lM+KRiy+LWxswHW9E8mIbam/QjpDlHMbgSK1NrIfC6u9hWBrXEISQKCYIgCOKPwzlRyPHbAxRixfv2UIYfyIeRSuD4IwrxFit6hWLlwmDQIcvXtL2DZwpWR9BS2HCd55+oOu15H1eI5emnr0Ux9rdJF4Mg6iHsPe/xnnMNybKa5vfzyS5fRTdT5Q20b5WZ2aV3kSNFYR50XqkMOsaz9bXgWbDwgTIYOMnX4aKQ+yudwSQK7bFzgJx6Ris6FOeVTc+LA+nZ8kxwzdYDqbXgWHvEeqbpqX1rsDJZUS+/HB3tFPcMonAKiUKCIAiC+ENwXhRybh5RH340k6R4sfPqNT2vzk5FXF42UgKM3qNetPbRFx3SpRR1ZGtncM89UnXWUnlrSorlTOxEzInROtddHm6PlVasn328MjJu1ZCisM4qNZSYcXV5b6SIzOtJoyyGgSaF0NmiN5Zzf34xUUe4nF3ho3Ttg+PLUVWNfC7c+KI0+ouaVkZLqvImnhz2hmvTomp5VRy3Dm0UfHh1WJVhKW5fm28feeY9EgkNZSJtUlZ/eLYXLSKx8nFm48x7ZbND4/KVUaRq92+e4pIgCIIgiB9DwEThz8I7qVGcOMODpa4mMaNLIavOhppQhWF4x6+ms5mzwzDnYLIkZp60JWo9nlqYBexNNNptpYUf5EjeS0lkvmZT605i4B6a5bZcNwzaZpaf46Torsr5h4dFHdYpS7tluGnpUNVz+zI8DOVbD8QlZTZjfzs5+TVPHo4qM3Fz9VxEFOuUw+Y91sN8TPQx7mt7ZSEIgiAI4vcQOEQh482Nw1h50R+3UgA5ungrzl21/2Zg4CXTRTdsjAT+gAeP3uPJU+vpUj7adGk9gu9zXX/wiwtY6HOO1WIfU81f8V7ppktHb8D4imIn8N1mmDuH1fLlC7581e0vyzvD17dvcPm+P68ofPEKT6+9DNC+vbx6AmevWscxWnJjxT5cf0gvSCYIgiCI302gEYUEQRAEQRDE74NEIUEQBEEQBEGikCAIgiAIgiBRSBAEQRAEQTBIFBIEQRAEQRAkCgmCIAiCIAgShQRBEARBEASDRCFBEARBEARBopAgCIIgCIIgUUgQBEEQBEEwSBQSBEEQBEEQJAoJgiAIgiAIEoUEQRAEQRAEg0QhQRAEQRAEQaKQIAiCIAiCIFFIEARBEARBMEgUEgRBEARBECQKCYIgCIIgCBKFBEEQBEEQBINEIUEQBEEQBEGikCAIgiAIgiBRSBAEQRAEQTBIFBIEQRAEQRAkCgmCIAiCIAgShQRBEARBEASDRCFBEARBEARBopAgCIIgCIIgUUgQBEEQBEEwSBQSBEEQBEEQJAoJgiAIggBu+p7G2g2XVY74FyFRSBAEQRAEOpbLBE1rgEfPvigL8a9BopAgCIIgCMY9fFKfiH8TEoUEQRAE8S/z8gZmubuiVufdeP5Z2Yh/EhKFxN/Ba/WXIAiCcJoHl6Yhe6EamPmgF+Ik0dDtoK9aQvyLkCgk/gLuw707j4XRfk0KkgKNt6pNEwRB/Kl8/YAz/Uuj9OSnLDMSWaNp8PbxkcuIfxIShcTfwZ4JcNELtyj91ILv4TmOrhqPGjmjmotClhq13KLKEARB/AV0ckcIrQSOHFf5wMTHF+rD97NhyRa8+qgyfyGf3n1fVCiJQuKvwdd7GKLqxVvtO2rJD+L9VuQOF0HWnao8dlPsDUEQfwm921eBlncCTql8oOHJFaRmbW6vdR+U4ds561FMtN9pR9xWlr+MZ4dRJbaGUtM3K0PAIVFI/FXM71TAJApZKrnzqlry47jpVVTUXaHfAWUhCIL4kzmDthU0ZJ80TuUDCZ994Mra2nhZZynD9/IeB0/dV5//Tt6u6CDuT9PnfVugPYnCQM0bdGxQBSMeqezvZksHVKk/XmUCK1fRKZtJFGohomHLqVdq2Y/j+ogUiJquCg49U4afyOmpTTB85lZ8VXn/6F21Mnr9zvln3xzE9BVH8E5lfxabBrXG4LkHWDPvBF+fYHit6hh9WuUJQse4dk0xYYOTD5Bvj6JR9SrYobJ/BWcXoRRrLyeMvqIMgYFX8K7F2vCypVSecJbzoyuy+19GjFD5gECiMNDyHoM6pIGWrBFWvVWmn8IrXNw5Dwu8xqJxq544+FKZbXFxNpqzhiO/63xlCKS8WIOYBlHIUqg0XXHmh49OPoZUWkx0nbVP5QPG/vkeKF2lHLJly48ODqr4PC0VEgdljfWui8riP7N6VGbfuwy8bipDAHl36xwu3bhvJULfPb6MEwecuGnMqMa2nx/3n6v8T8B3UHaEZL/t0APXlcU/PmJ551Rsv/JgzY8LT/rpPL2wAdVzlsGOI39md9f9y0dx4Z51A/bi5jEcuBQ4pgyYVyIGOy+yYetZPtjCGW5hUinWtqSsA2fPvsDJE5RLkgrr2KdjXrnYMSiC6ffkkoDw8vY1nD1/y6q9ePP4Fs5duIdvnQb76aR2bJ8SYYKje5KTbBhcH/nz5kbBTLFRZ+0lZf2TeIp1Sxdh+oQ+aOc5GQ9e+X9UJ/P7X6nGKuc8JAoDKVvdG7ALojoW3VIGR/htRb7U+dFza8B9M892zkRunYByP/9GLbHD1U2ifN1uP+BK/Yk83FPH+J14yjVw+zc3Tva4uHsHbjwKuBv3Xi8PhNCC4Oip+5gXgu1f5AxqiSV9xb63fBjwY+3d/z9oaasgoDHjH15cQJ2EpuOmaSEQzPiZpWCpsVqV1fPlwW14sOW5uk9huTUo7bKR/X2HJMwWssGP9j70EPvieiHgT0uLK7PvkLseexT6M5jv3VR81x5L+a37z+LD/c3Iyc8ZQwoeGkH0+Wgt4U9r8/OZH1Psi0+APf6f0Zqtl6jwDJUPXDzb5YXiqSIZj3Wa8l1xwsblkoMtW8L+vru73OZ17T8X0LUya2vUdjTWroUJFkSXT4wpe7/lgeYw6vMen54rVd6aDQPrIkF4tZ3gUVCxz3qbvQZXesdD4ihV8fzpS9RPGJmdd6PZI+KfxZW1rrpjmhr7tjtx33nsJco3PKfyTkKiMDDiOwBl2I85dskhZXDAly/wCCZPlhLlJiljwNlQvRarIxmcCeU9vKsLtDBZMFHlAytnWhsuIp7CYtq1x2rJ7+QWGlVh+5NkE/u8zbh/tijPl+V18FTABGlZVqZ0ExvNud85NGDLatZZpQwB4ZN6q8FO5MrF9y+iyHE+O1DWFxe1ReHCVeA+wAVBQuXHsAFNkDBhBng51b/rPFX4cUmqMrZ4fQsZWZmyPW2EzN+7gsxsWeUOD5UhcLN54XBxfszb8u2B47+VT2/lw9jVzigZnZ9LY4SZExjenCGuP4ce7SWiTKttKqvj87NFbFlQ1DihDIGCL/AeWFjsc9k+C/Do/VtsHV5bfk8tEgZMNfeSSTtP4ZAyKfeYGvIahg0fpUr5z2c16K6mWrevzOKTszEvFrwd2os9OGvYdNiWL/Ywyhfg20mK4RvP4NnDixhSI7rc72j1sF6/Cjv5xmWLiBY3ZLZW8ZDQSu6VGX/xxcp8GqJXdcMPHrL4jRzFqIHsO2YbjzNOHtd57JjETxcwbyGJwkCIe7Ns0LJOCICX5zzmL9uGb+8Vu4BKZdnJlnCqyvvD5/uYxU62oqWHKkMghQnmfryhMKYyuPW7uw73jURlti8x98pf992JHbAZ/rcxtNhnR7z4MEWUqVqfe+Ws2b2/PXuCzoep/nbjPsEZm56SXcjHGkW+DVtP1u/9nqhPJu5umov84lhr+K/kcGX9gVyTdTviw826ooxLB9tf/PDxhNDS58BSlQ/MbF00SnyXBVv/kIkxX9zFfVs3rKt9UC4S/+26K4M5fs9/QXCuJRH4/rRVGTuMludbGTuxqNdLagifLIfKBQL2zEauhIWxybIn/PM7ZGffQ9NqYbLuxrJwB39weoX984ehRcueWHte9jaN7NYSj+7a70u+fdv27yW3ocHmr/zlEg451f5+gId7XGhhZuKEDVfyTldXhKk9zcrbf+LEMLFtreEYKA1ozvseKMiWVzp2RBkc8/XuE4Ri5eM1aoGfGsHlLLv2owbbn6xTpyuD/7x6z3+PBOiv8s5AojCwcW8l6rIf3nPqL7xlne2HYmybUcafUQb/2bSpGbTIJbA8kE/Lcue6D2v7ZUMlUtk1asnv4dzocWI/hh1w3DBx4ailtxZder5u498pDTpcUwZLLu4Vv2vH7vuVwQ5buiBeOHV8KmxQRs4G5SnUoJdXF4e3kGVZqjtyj7B9uHoJVbktR18cebMVHgPZ99tWSpYLv1aU+RGI45JAZezwbjDft/gw+aQsOHYU6Vg9Hds5G0P2+9iiROH8P0QUnp5Q2xjPm3GmMnLOdEcpIcLclUGyuHs+eY5oYdFz9Y0fHuJhn0Nyuypnj628TOjkdrsbfa9xb2F81A8k87hsW8weBNk+u488qywGPmG/ewixbNLcecrGeYK5baugXvMeGN2vDqKz5Y2Healldri7TJTjdYWO10wZJWmVvYPKC1aa2ouYrZ1wq77cidahNUSbOdVGz9V19GjD6opSEcsto1Ku7UdvsZ1k8PGxjlf92LcXgrLlO44612P06NUcsc9tPQOHn/Dgvrlif6ZNO6os/vP65V2xTu0eju8lekgUBjLOLJrIfsRMmHpQGX4Bp/rJJ6xxZwIwZHX3esRn6/SeGvhfiXRslQuCs33l35Gn0ht3qyW/nsWLe7N9yABfh72XI8V+dlQ5e5zi3yeLi8rZ4iGG1WNlXHuypt8/XqvjEwSmEJSNRlFoeiq/jfG8C4PZJl8xbyy/3tzMljJWFWTLK+Cu6B/cjx3fP72YopvYbm+Vs8daViZ02iYqZ4tLmFhbQ4xWHQP9y/+3L5Lnwoq9znZ5BQYqiH3mAxeMnGWiMCK36UThqzOYGIXbCsLHUsP8bMZlEPvoH/FYmWilHLQXj66gMytTpZG3Mvxelk1VD2JaU2y30A6bVxQXy9IvXWLsVbreKjy0vH1gfLbf1FGUcT3rvzyvwLcTPi86XlAGBn/Y4uvrRWH/cnmFLYGTA99e7F6B0Kz8iJm24mj3oEsRuQ2t2GY8MfNK78bYGnLZzIvW/Wyje/IBeK1xzNkoot2srmCFoJfQv5M9U/l3K4dph5XBGd75iVHlWRr3Ugb/IVH4q7m4FO1q1ECtGlVQs05NNGjdF3fVIs7SyWmgZarPnmMd8/7MKrRsWhe1GtZH0+598T3zeg4Ylp+dbDlx1qDvPpzFFPf2aN+sKRq7e+GczYt5L9wTaSg6yHlX9u/jIWZUSiAbEpUW/FLHy1X0r1IWLTo0Q/5MfPspUbtcB9SrWAyDt+h/fcWgOGIfrXhxFcPdm8OlUl30G9JfeUDDYWB3V5Sp3hWbL1i3dvOHN2JlXLHFCaeYoUFfqPJ6UWgc6vL5OLyKcVseHDlgO7DFb8tcNC/bB69+cCwh6iUU+2LFl+MY0KMxylWsi/Y9B+M/8T1ywLNDQ5RwGYAjp627kWeNbwgtbGes9FOGn8i6FtXQYdxS3LY4XJ5VG2DIhIUW3WCv0bpNK3TsNEfkdiwaIb7z2ZvsOxxfie6e3VjyRI9BE3HIpgPjI5b1Yut37gKPzh3RasAS8/rfPMOudtXRa8t5kX2yfxq6tKqNzotEVvDqzHoM79Qe7qwO9w5t0GdFQGNxV4h91rTgMHYyclFo6Sm8cxO1ebnEI7D+F/cee2aLx/ZF96UNXFyHAS3Kw6VmI/QdLR9CtCRN0cW1Kkp1m4f9VlPcPceibqxMrWYIDI/H967ugnuDGqgz9rSZd5+za3gS8X1aLJqtLOyB2SMGtCj5dNPrdBFdpnFsxFBasl/8xpnQWRfKbi0KP6JltXTC5qzL4djmfqx8WHgtsnVxvsO+ncNQq1ZNeJ62eNR9thfDE8jtbzhuGYt4Cj34ILP2E9ndwB7Psap/O1RxqYJWfQahmYjVD4Hi/T1Qo3QNLNr+G+f5+vICU/mxLesKg9b3O7US3Xp2QcPGrujjPdPO93qPZXy9ks3g7HA/EoW/kMf9UyFaOA2Ri/TDtOmTsXjDOjGgJHyzB6rEU8x10RCjkqvK2+HUZOSLmArdPAdg6tTxSMnqSNfauTgJaw5gSB520uScBNHePVuNQrGioM7SBWhaJ4q4wJpMsNXl+hS9m7L1ao42NfwOuYgNOy7jxauXeP78uRPpBV48f4Bz+33wDbMkWPNmJ/JE5Re5SlEai6kYfg2PsXj4YMwd2E52sVaogVGL52Nk765YfNI6yGZNJv5avaYqp+PjfSybMREDJyzC5omyKyi8+06snj0cPQbPxok71l0mNyYNYOViYNNB/31itdSxmWx0G9gQhW9PwDs1t1XGgV88d3f3dJHZdm2dizewZM5YcVxWDAsm9jfPgA2YO3kQuvVZAN9b1ur08lQutlJj9c92Gn99iZkx+fFKgJFm3v/BYj81LQ4mmWku6c3RtJ4it0uJwhLV8xlvuMZUb4jFw+MjFEweUS0PhjCqXPDoXdVyhu9RDOL2zLXQsWNXxFJltCFy8ckLo0zhFpGjqNHCsZgQDYgr75JcnyWjULIlCm/eRGFeLlf/nzztliV3UJifw546F5eBu4exYGI/jJi3Aoviye/QfvVGTB/WFz1n7cBFG7PoLJtbGVq4hljq5He4fHA/rtx6hOcvXtho92ykFy/x5MFF7Nn+HaP4P76GWyj+feLAa51ePrzD6fOmJ8YrI6Wncb0T47DuRuP1JUeXQaa2xVoUvkGDKomFzVl2LC3NyufHPH+iXiy5fWiFmKZKS+CGC5ZhTcfWiba3wxj7o5n5sfBZOBXDB03GzLVDxT7HitkNa1fMRL/uw7Dn7G+c9PrlfXEtlm0zSGRvLe+FFMnLYuXqxWjGv7OWBO42o7/eYXdNtjxqSzg7OQmJwl/FCj4PFPtxZpmefs6MGqAaYNW0f32IPiyfs6GjARwX0bhYKLTut0Dl5SjVVDn6qFwA2bsFRdn6Vebwi+UEysSLiMoz5A1gC4/dYMv6rrcdtDakSx5oyXrCmdvF0/6yrm9JyQY4H0PhkN1tzepN6ur5HYNzvoEHl9GYbbeoWUyPNY0SBGU3ZBteDD3u8jv4Oz5w62hxjq3d6f8NZbk6Lj2MIsWGKHxwEsNFuaHYE8CpDr6PryiQlG03pQ3Pqp7ecn/97WFZNFFMl7N4y8+fs+zUbt5txa6jcbp4qn5yP7knovxQnWBn1za3Z1b3LkP3saaVYDenE3j4+gPe376AIXG5rQAG6O5xe0vIOpONu4mPqvfvmJuccsXFEPP2+hoWCXEgU8m+K3H6uA/EY+nDa6jE7RHKYewedQf58ghDRdmUWCEtTmGo33jl2hCFH2/el6+l9OgPf7X5I/9d3e/fLkb6IKy+KBkwZr2j33Ul8nEv0CHH18RqXpeWTOXss2/paFauEBZtVwaHmGYc+JYUkJ5DPa8OyMFXKcqMYjLBNq/Xz0YMVqZaN9sD1yx53pbvU0R062rykVqLwtuoWZwPmouq8v6zYxAfSVwbC5yZjs2IH3ZwTyB7GGo+S3ZtffXOi7DF5Jl1/WBrtiwrBjsd+8mnhGNtdSDpCHv5nk9JExMd+Yxfe8chTfxsGL1FTvVTSBzzaGJqIWu+Yp/odq6C+U66skkU/hK2qqf20ioveTyXn6gaWp5VHTxvHqIhy5drZf9p5umgGkz1l8c849RPL0QdmVy+zVO4ded+tn4YLN11FxNdq6DJbN0kyZ9f4ZbBiWmDKd2rsnXr4ZRTc9C+h9+3BHB9/mCKd/kBXFAxJ4bUasBOteTn4+vDj7WGoZMcC75sfOqO0o5/Ty4ueV3+cm4ykrJyE7Y54dYbJuvManzeMA00MYjCzycvIjnfdtdR33yD+jYuIQ/3uHV0/LTeku+blkblHHBgFoqzsj03/fzf/+3xU4jCtpWtr2k0tvAYhz6LncU1ZCk8TFmBNGGlp++kym9TA0205TvMJge+NT0cs8fF4IGGx5oHolyQ+iqro1v8ENDKqAaDicIlYhQwu3EvNJ/m5sp13h7lg5cNLxEvXzkAU/KJARos9TI8A9sQhdcfThVl6vd1HD3rt7GEKKdlmaYs9lkzSD58u/WU3eM2eTwWmViZYqdtjlFVfJTb1PyPKPNdM4OVC4+5K5xzxbx/+W1xFR/ffuvseh9lTHWiQnZ7XW6tmS4GYbQc7vz1cOOufN1nY0/TezOsBpq8X4SKsbhtsjL4x1fscGPlQzTEggCMA3t1g0+pxh5yyi1TFojX44nfUE3ZltE1AHG5ZeQ6PVT2d/PVg+1PhrLY/P4EhlXIg5k7TYr5w6sbZiFolhzczL9LAUw3NCr+QKLwF7C4hIwRczwfFuPZfaH6K7YPwI3qcXJRdxEbPSH+8wE71oWU+5a8Lm4HcI7kxb3rsXUr4FRAQ45+M0349zWmJBiw0om+kh/A/v1l2PYSY6LD6SQ/I8t/bL8aObphHZT7HsSJH/3qdDFnn/sWZ0YuXRf1xkvYTuW3IC8PLWA2Q9j59g3ypjt1Ap9n0T8+ODWQ45NTQ04PIi8XM6Mc/VYn5HHJ4sS77M7NRUlWtsH6X/FQcBpj+ES8CbthvVB2x8R+RuEfdzB7iuKQDoyRCM0nMzf05TIMorDjDvMgryuL+MTEYTBksBJ7z6vL7243lZflXl3DouAsH6YFDlo88F1tb7mOeSpQLCDvxeWv2dIQsZw67670Rhkxwr2zzDMO824tLSsGTlAGB6wdv8Cpia5vXGgHLWhBTHZ04l3vL8RLw7PGJ2trPqgJmZ2YBOLx+lmi7OxVgfOdumJASKz4dmPKvvqegFvjzvBRedxvizJNnBhxe+uZnA2gYDN2dUq42ObHopPKX+zVWeSrHnW2W+ETdriyOv5rjAVOdne+fyFHCRco48+o6QAgwhq0SCrnDPztK/K7Byzlxplz/p/Z8mFXQ6om3dnjccDw2RaGrZsFM40/sGNIFP50fJFBBb/6y8v74gKu0NY59z3nYQZed0SnunCt+PwEM/lNKHcrtK3sJrrTNC0kTp5xLjhmVs8arHx1nPoNU4x9Hw/F78FT9i6jftnEpD48IF1rgCn+3Duy8NjH6g5ea3cwpdj36M44hy9ORRpWdpBTohA421gel/gjee4+ypXh3ZkhxLKnCxYhDj9uzYfA/5f7vcEgJoQi1nLsobx9a73YHk9RqnjKuFabnEBeflz6OXBdH5f1ZHTm/cbHvVGCle244de8wXbZGB4nFR3b+b75yjc+cF/W8zP8lYCZMZifhDP5qG32HUyRIUZRONhiSpor87loCY8hQ9QR25dGlAvVfgj6taiAfNmzIWfuvChYpAQKJWc3BRf1asqX17CAbyPjcBy1cMFfScmPX1LU6tATrpWKIEeOnKyO/ChcOA/SpsmCPgsDNu/KEL4dltzEw/A41E3O81Jlbd/IY101lOzZReR/FEf4yNScZe12kQpuD0N6tu3KZ+z3T75PyeN6NSxXeUfcW+clynqv8O+p/1fzRP4GsRLoPITc22jyOb84tRyleZn4BdB7cF80LSrj/5Jude4ecOhYTVG+Tk35KgNDD4Y42y73QOEkLB/cDTecdhx8wY7mbJ3QjbDAciJCW9yXUwvlLbxYGRifvneE2xZRp5bcyXdhG7h20/F5Z8nbe07Of3hB7E+OIl0xv08OuW9JXLHCydHc0lOYH9OdnHGOROFPZyWSiCdk09O/JUZHyfuHcGc/eKGmzvfTCCEXvo3KBYyPj6+IE6ydp+ndJNl4fVoilXuHGzfO476dC3pk15LQIrfHaSd6NZ7O64W2nfpjzNgxGD16tFNpzJjR6O3RA1MW/uD5Kl6tRFP2PUM0mo5f5+T8gJn82FZt5O/I8pI8Xiydfr5Acw6n5b+RZpo65v0LXLp4HR9tDQY+NF4MJli8w/mp0Pe3jwYteiW06twLqdQr7ybtOCjOjdytPOBU6JSvNwpmi4VI0ZyYEP3eZeRkT+XD5zlqzB8jF3+4KmtfNp7nHla2j0ZNeOcmzpy5CJvRDRumie8zceuv6QS/u3qa2Let99jVHpN758sI+9tz24V9CrunLa0p30Shj6A1iMK+dkWhut1/kZ6KYv6EXOLFNcxn5bSMg3DYYsaCC3x+x4guZtv/XvokjIjIhYqjee9ayChi9MpixxEegxcW9dp1EBLFHi8u7cWcaVPg7T0Og3c4N89aPvbd8laXV8a1w/uw0nshJg4cYe4l++ItXr+X4Iz9IKtc4lwyvTbn6cNHOHnB9sE9tXIyK5sSC52ZjvPrAXRz74pBw0ZgjI02z3YagzFD+sCtxwjlUXaGSxjBRPh/sfOovOTpklkYvHuTjCFlrGn5H2InTYv0GTMhfdp0yJApK1LFj4/1arn/fMC6pS3Z948Hryl9xduC+HlYZ/ky9E2kIVi+PjgcQG21oy8f4FgHCxw4cjkfrq5CNLatPLXMwyB2DRuCBZe/qetMsjm2+A5pjM8Mfrhx4RKceN3wz+FsJrE/RQ1N+OeZyMCPc1blPPoEnF6yxsacjpJ9s/lvUhlzbb0cxgYkCn86OxE/Mv9R7Eza+WAx6owynMCPMC2dhiS1dCP0HLJSnCwhG1s/oX66eAQn/bmoHvvy9wOHRPPBJjUxgJ9sLAnurEWDYjUw2OZ8z1/Rvz27eAqPhDPxwNe6FEb+kuXgUt4F5cqVcyq5uJRD6dKl0bDbZrN4qu9jPVqIudFaYOkvmI7EyKcPSMWOa+6G/gv4cUnCs/2zP68U93LwwHYD++d3Qp4qnjbfSvJirpyDcsOOgE3U/Oz6ISwd2ArRQsvzofuI6Vi43VGX9rez8yAPQ8iLaf4o9BrpgrNy9j2PItZRK6FyrG0fUhZ5mzS32W32ZsZoEUO1YpNzQ40uHT6BS98zDP7JehQPoaHj8d3IwI9pK2V/cQaN2H4M9+qPmpW5d8p86JDTopA9wMlJo+vY7GY1nuoGUZiOiUILDX7ztJyCpVS3Hztf0+NTOzHSozCiB+X7Vxb9pg7Fan96E5/emY5c+eKgcrd2cBVisrpa4oijYv8bsmfI+2s7olZzN/QpzdfVoDrPFUdQiD94zbcnHBaKGFAtiuHMeQWvpoVQuZ7t7sm1893YNmpgob3+WT1v5rPvVYS1bS4i2Wr3rBIvW7YMylas5OSMCR+wpjd7qGtieNmciTFNqiNxn14//GH4w/UTWD9/jLH72GXICqxYGMDhw4qtC4uwOgpjnqPuztcn0K5EUbQabN0tUDhdHLius/9Q7R/H4svvYLh9Pt06A4Xz1caOK864Ln88F9VbpWapPHAGKbimyCJ7OR5cnIJ0Whg798iP2FWfn8vNaPRxYKK1eOrMp3I6Hh1EK76sieHs/4zlfFRioYbOdWlu5jdJDfWsblZLkDuWhiDR0mGEA8X2vCHbVrgcGKzynHLiopbB1fc3TkTa9Llge8qq4/AsoSFxt7Eq/ydwHs1FjFxc7HLQO/sz+Pxlo/itGtT338/2sFEssY+2UXFzCVWWnSkdiyZEzZ62Y/y2j3Bn5Uti8zcNsv2K+g35SMAsKu8Enx7gxKb5GDNoCJY6iPU38Qk+/DzMX0F6jV7fxpETx7G0h/X7Rk/nSMT2pYDKWSLjIbVsKvvFFxXyxUcVb9se0pXj+VxoNbDaGYfCXBlHmahaU9Ycfyt+aFc9KbRE0URdfBCh5DWmdvkPoZlI4VNOBFtqLlJ3LZJvwBluKQqXxWX2WEwUmsT+gzHy7SDRanTHZuXU+nhjOxpVTYegUdRV/u4alnCRlXMYjlreRT4/RBMx3ZCGCsPWGD2sB5Z0Q/Ik6dC8ja5fO8AshFtWVndoZ2Ie3mHdiEzQqsvvfKpyTrZPtcRnh5zn+x4PYsDo7UMqFGEtsiSrD8ufuVb2cNAi25l37mMJOSra8FO83IwSCeNixA7bnX0LpjOBXrA5dqn87+bUGu41To8hQ6dg7KBeaN26DVq3c0O/Lu3Yg0M0jJ/y897qNDi2HCj1PUEZh7b0YHVEgtcSez0HT7GwWQJo6Zth0bwZ6NOtI1q1aYN2rbuge0c+pU5xHD/o5PxANpAx58aGBHObFUS+BkOt5n38VfC3UmlaVZXjLETSkMym3LmPBwaDlt3eg9x7bOQxxCVsPxzbgkThr+DFfHGhaCHiY8isdRjdsYJ8Eg2dGvX7z8BZnd9346JOrGwZeDvh2NmlRlVZhxZ4yO3xVNX+hJv8jSRagkRmJ/s59VQybcM0RNNiouJYO2riwlpUYeU8RmxRhsDOJ7SryUWFhuUnvr3B+FY+XOSNVTTUN80ba5/L5cV+2nshFH8NIm+0bl8aIc6jdNX7GLuDLBndIx0TXJ6mLlV/eHV3J0rppiyxSvGSYYLdGNLrmNkyDxoOWo/R1flE04n9b0g/fUALVm/pWky8vd6DFpU9cGu9nMIlXEtVxsAu+fvZGw8lAuq12Nh1eIR4DVfWGhOs3o8qeY/R45koqNXV7jE2w9Pw/UOgipxT+pvoW0F2D/OkZ/AAk33teb3sfIPRw7ILe9LZXrpu8NfYVViWb9XC/E0aS/tlMdalTyFcj8kCe/eouK9imG1rMOaz1cgjRglbp+E7Axar9ercLPFGEFt18RT6v8K4ZMdb//HhURxRJ08JHjddxH+v0zNVb5ToYZHZZQiTDpLHNjy8lwqkZ2VzqZwl59U+zset2TwWVEOZ3vZkji8WpNVQpJmNeUV/NZ8fYUFPFXPmIA0abO+9mN/Ah/1oXSesze3IFB9dlzk57FXxaJuc/Hy6l41BYHc2YqAa/GY/dcFGZxs8GzwvJ+sZc+MsyoXXEDl7fez6XYrwtZrPNJLebfpGDB7k94C5w1zE8tn2xqq8eyNmNEnb2PnYXRKFv5Arh1ajU/V8KNmwO1Yfu8puTdZ82TFXBPNPnup/FKm8AAwjRW1wqxvy97L/ZL6xSSnUtTHjwtaJHdB15DzsP/1IWaw5sZYH42bH4G/rIfjlLGnPuyg1NDj6g+MTneQjn/MxejI4HHhs5LH8be0G9rzFxPZN0GnACKza56hPcze6x9dQsasYNeI0fo9v4v4j6wiVz29e4aqDAKFl82tCS5RACtADacV3cDAsRMAHiWraf3A9/BFeA8vAbSF3L+4V6yaweh6R0y9pdit9iomda6DH+BlYv9/B9fPkICazelq4yYlgnWXrxhrIbnAgfDNfcdfOHEsv7cRIPDj3Gh+s4ple4NLbF3Ynjn9w7QCWrT6IF2I984rfvrqPq/52Jb3DwTXzsOREwISgJc+vn8ddG8KPT6Nx6Joz8RueyBhGQ/7j/gem8XMjYgv+yQet+ZuDio62+wABVBLl7XbHftiALrVbYOzk6dh2xUHwyqUb7MEsGBo1VPlAgIO9/Sm8vHUHd2/YOBP9XuPOnccBn1LszmrUYb9NDi9Th6ke/v3sx6L+mAnM9g1vjgZdh2De+iNODgb5WbxFm2J5jKO7TdzA5F69MGbxGhxyMHj55Rs5tVKdVs6O/iZRGAjxRXcXDXF6DXYYhA3kljdIR1N8zauKxM1+xpsbH8O7D9t27SZOvFP393PRvZk4VslmBmz05PfjJ0QPpzvbfqxk5pFNjrianh1frYLKfRvXVy9ldcTC4G8PrwkQdx4ew2oV870lOX+tYGWZccRLPrGthuJdzIPF7SJiHM1fwh9Q9m3gnvuS6OvfiB8z3mLTdA1pHL1SmfjxdGuDYOz8OHbVXN49enfVwgst4yGzqlzX5gWhZZUjUvl8lCnEJ3NS8wGAme0/+DrDoR3R2XbywJ+p5okA8Qr9W4SHlmS0aZoc4pt4c4kP2kmITgHwdJIoDITcmcRfsZMJXqrHh+O7cixKl2uJnapPZHlYGU/o6BWV1SNraLY8QIPkneLzkTkIr4WFp+kluYGWT0vcZDd5y/XG7qQfxceHL/Dus53n8ocyFkwrIKU9/5zH9oOvHeRUC1mdnHbAmo8YxR4uotRzU/lfSxIerF3D/6DCG7yrOkQatBoju0G0kr3VoIjbuG3zqeimKBfrm6eWvIHBCTUUa9pP5Z3k9h6U0sIggGsR30n/Nny+w07w1cUB7NnWW54r6Wthi+Hyq8TyzGZgRKu00HK0xe6bPHbUMg7BQCGxzjeHF3/go+Y1VGzunz+cCCh3J3iK32btEbuxKoQTeLNjGClDwNzYJAoDJQ8wpKqGcA0MU4ACvdiPy0cKN5vyAPePFxAXTNRO9rtfni8vDS1ytZ8w5YofOrAGOFLj3iofiHkwHuW5ZynJABz+4QPH3mJEvdJYtmmPyptzu6GMC9T4YTqWin1O69QobTPaJGXrZcUZe3MNOOC6V1e2bkKM/rWvHVGMQgL23V0O6xv0D/A9sAyHH5p3xkRm5RJXk59Pu/FXSzWSc32NiIK49sbkdODzNKbGRceudJscmMpFRgFMduotPCbG1NIQu5Kj96YSP57j6FiKXUNt55p3k7/ww5TswZGwQj/sUg9NLzrkQNKsuumPDs1Hy7xpkTF2Roxy0L02vRCrP8zqb3rd5XI+n16icviBEXqEkZ2ozB4swzb5NfOI/pV8lm8MarZa5Z2ERGFgxXetCJwvmFe+GuvOuKJIla0gWnt6oFSZiijSwfH0wavaF0NfpyaUCwgP0aF8OmihW8OZ91n8Xg6hsJhjrwwO2h9r8818vcouuHBJ4b3Tjuy+vhGN0kRBiykL0L90ZvRe+Q3KjtGoWDRoKftgu3/zz+n4vKGpmL+y8awA9Y/+OMbKt2scfGqKR3vjs05OV5HOA2eNN+mGolxWdUfeWZe/NqsATjy6gOrM3sjBJN+tcoaGltwdhx2UseTm8u4Iy+r1WBrQ2/hplEhXw//38xLfz7vNaNRmrvx8eZmYY7PVTBtPNncXo++UXqa5Or+ZkygVSUOERuNxPQDz0B0YxQdDxcBkXW8O8WM5vZhPjJ2Kuua/ka7pWHubYKDKOQ+JwkDMpzNbkFSLCkO78+LOTdy8dAE3n/jfer1/8hOmZX48CiEjl8WaQP9o/BVl03BBqGHrqe8LlLfJl7doFk5DlEq9HL5z8vn9x7h9+w5u3XMmoN4ePmhYtTBajnD+9rcwk4YCE37F69tsM6wGf0tHE+g0IeD3AuMbF4YWqxZ2nTD4fXiXcTYYpxC+shq1C5XHuNGtUNRjhTLa4cMeeFQphP4rnJ9rx6tmQpQb/i2u03e49btGH/5j3K4tr9u0HdoxQRgUwSI0xG0Lr+7HO6dRO0E8lOj1g87xCzNRvVAheB12NtTmMVomjoWuO78vHpHwj7sYy98Dn6C1yhNOM0W+C3qrP3MV24JEYSDn6aUzdqbV+B08xoV7P2Z0189kUDY5dUnfJz8+nhInPBFHTMIbHD0n/5zJnK348BhPHjvfV/r8/FnTZMW/nP1oVIMdn6aLbLxJ5Az6dBuJE8cNXtOPOOZjHjP06ctHfPR7ZXNkvhUfnuP5W+fHWvrdv2V31n8ikHDnENYsXIpV+05gz7odeOxn47x/8xBnV8zCFWderO0kn18+wusA1PfwagBc98S38/qJmPQ/Sp0Avpj/X+bmADGRfZ1N9t/Y4wgShcRfhd8gPh+gBmfeOBUQnkwvK+o1phJ1nXvd27/AjBDimBRj+u7FGhnHMsHLelbo0+M7IXu9RnBm+mKCIAjJatGmhKnu3Pvb/2W+HJLtb4he3z6VOolC4q/hw3IX+SaClP1w99UDTPdoicYNm6BJU5aaOEpN0axZEzSsXhGFc2RA7PA68WczBYNbu8Dy/oJAwLvuumMTFQOX2PBtX5yD2nmSoA0FCBEEQQRaSBQSfwVPl7dHDDPh9jNTSnQidxdBEATxl0GikPgr2LdkEYqly4aylWuidu3aPynVQfVyxdDEbcofMWk3QRAEQQQEEoUEQRAEQRAEiUKCIAiCIAiCRCFBEARBEATBIFFIEARBEARBkCgkCIIgCIIgSBQSBJbPG4b2qy6qHEEQBEH8m5AoJP5xNiNHKA1aF1uvZSMIgiCIfwcShcQ/znI0jRYGm6+oLEEQBEH8o5AoJP5JTm6V70jWgunfVJIWfmo5QRAEQfxrkCgk/mnmjK0ALUd/vGSfn72QNoIgCIL4FyFRSPzD3EDvBhpS9R2r8gRBEATx70KikPh3ObERhTUNnUdsVQaCIAiC+HchUUj8s5zZOB+alhgjdvHcG8zZ8UjYCYIgCOJfhEQh8c+yY2NWaFlr4zrPbC8D7b/hwk4QBEEQ/yIkCol/lC9YPCexGHVczbU9socOhQZzzqplBEEQBPHvQaKQ+Hf5cht7VizB/iMX8OgJDT0mCIIg/m1IFBIEQRAEQRAkCgmCIAiCIAgShQRBEARBEASDRCFBEARBEARBopAgCIIgCIIgUUgQBEEQBEEwSBQSBEEQBEEQJAoJgiAIgiAIEoUEQRAEQRAEg0QhQRAEQRAEQaKQIAiCIAiCIFFIEARBEARBMEgUEgRBEARBECQKCYIgCIIgCBKFBEEQBEEQBINEIUEQBEEQBEGikCAIgiAIgiBRSBAEQRAEQTBIFBIEQRAEQRAkCgmCIAiCIAgShQRBEARBEASDRCFBEARBEARBopAgCIIgCIIgUUgQBEEQBEEwSBQSBEEQBEEQJAoJgiAIgiAIEoUEQRAEQRAEg0QhQRAEQRAEQaKQIAiCIAiCIFFI/Aien8GcPu2wV2UDI9e2z8GEFUdU7s/jzTUfeE1ZhAcq/3t5gl2rxmHqoWcqH1CeYcNYN8y7p7J/PW+xafZEbLz4SuUDF0+fv1afnOGT+ksQxN8IicJAwWFMGDcPq9auxUdl+ZO4WDIiNE2D5qMMgY5zKJmN7Z+WBc8D533ZXwb2cxHHuO/ao8ryGzkwGJX57x3MG3ffKhtOY8Lwadhw4gSTQP6wtKw8X3Kq/F/O4737xPeN69oRAZFfv4TnE1G0SS2VscczXNg2ClP750STapHgWjcLRq45rZYRBPE3QaIwUBBa3iRZWqssfxIfXVPL/fdThkDHUzSqE4rtY3WV//OYObWzOMbLDt1Ult/IdS+0Dsp+79QH8UGZ7vqmkudArpxYomx2OeSKoLxsI5X/y/ly6RISse+bb9gIZfmdPMa5DfXRsk4X9B1QBT3ysd8hZHi1zBaPMbpJRKSKoKFwySpwrdUGDfNoiN9gMj6rEgRB/D2QKAwUzECM/7Kjabv+/ntZ7OB3Yj3W7tuHryr/S2mrRGGgdXO+RKPaYdk+1lH5wMmNk/sxZ8k5lTNnztSu4hivOXRHWX4jt5koDMl+7wwHjKIQn1YiT+LMaDJ4PJ4ok11OtJWisKXK/+V8vXIJSdn3LTh8lLL8TnZjbnsN4SOGwKiJLTCjEvsd0pdTy6y5ODyhOO/mnDusLJxLuPfqnfpMEMTfBInCQMKjB9/hZntyD535TTZKc8y9pWy/kK+BXhS+QKNaYdg+1lb5wMgpjO/LjqGWEPv33Vc2E95TPcQxXnnotrL8Rm4xURiC7ateFDI+vGDn8McvKucAJgqD8POlhcr/5Xy9JEVhgUAhCoHPb47i4Rv5+bg7+x3SlJUZS75UQCa236W8/8SgFoIgvgUShX8Ju0uyxr1Ke+xQ+V9Ku7RSFOoVQqDiDZrWC8n2sabKB05mTU/O9rEZTj1WBh3eU2T38YYjd5XlN2JHFDrN6fYIwc+X5ir/l/Pl0gXRfZx/VGDoPtZzEcursN8hcSmVN+f6aBnWQhDEv0OguuJ3jGmPIllSIX3+ulh08KKy6vjyEhdWDkaFfGmQNE0u1Ok9FRsv+O9h+/h4A1wbtMcWSwfMp3Xo3GI0axoteDsH+XK0himU+h62zeuDsnkyIk2Okhi2zU4n782NcK2cF4kSJEGxOl2w9Mh1tcB/GmYoiHEL9F2DF9C1ZmoUV+MKHh5dAI8WzdBt9DpcfCRtgrtrsfzgbjSPyxr3+K2w5upHXNgyDUMm7FcFgLMbmyJD/UG4pvJXJlRC5eFXVE7x9CimulVGxjTpULnDdDja82c+0+DeriNmbr8gRcGBighuKQpfXMSAik2x+Lx+Z9khf7gfdVp0wcqz1qMYvzy8gTkeNZA5VVJkK9cccw89V0t03NyCAQ0LI0mqbGg2co8yWrN5hDtadB6H49el56pPy1LsBldXfA4IxzdOQuVcqZAquwvm2jglgdsoFy83JqqBzfeOLUKXVq5wH74EN50cnPvh1S6s3noac9oHZ/uYEisuP8P9w7NRu+t6VYKJwsld2LK4uCpCCt9hxoCOqN+wPZbttuc5/ADfnaNRLnsmZC/RHBvPBczDeOf0HnhUyYOECVKhQOXWWOyjGypsUxR+RI/aTTBh4nGVN+H37gD6tWmBQQuOQB6SLYjFzxdb3cfvj2NIk+KIFzs12k0M2CPO5uopUGbAGvH53eNzmNSrDVzb9sexK9ZC+sjWTnDptAq3LHpBD/eojfbjxqj95HxEv5pxkGsF//wFF44thCf7Lr1HLsNzwyn86TWurR4O90694L3jEqzGMl2+gJTs+w6dtllk3x9Zia5ta6PTkPkOutrf4uKcLsidPjWyV+qEoxfMnxS+Pr+MihnLYObal9LwaBmyV3CTn53mNJZVZ79D8tIqr2cjhtVkywpvEbldAzVUKaChZDENAxfN/7aHAYIgAj2BQhS+nJhCPJFapcxtYWrO76CgsgflQe78r8pvVSXscX6jmyhXvPFQZZHMVeunr7RJWSRjlX0A0xP3Jg4Xn40pWAj1uSKeqvKciWJ0q4Zgat8MKVarnrDh+LFgoipfQeUZt5rjP2Hzwv7I5nVqWgasOiWjB3uZ2c2TbM6fYE0jnq+N0VuWIrRxeSWxlONVsYBxHX1K3cf6Zro4rXU50RXIky6gcc+gjtK2ebfZJBZrpxcX9pEjliqLZNWQPMb6RDIexyyqBLC8XgnT8uB84Aj/HBm79M8FN7ykF8pmaqgKOcGZccioXzeY4XNlMN2tw1PZ06E0u2Eay4uUCrv8DbADTuayXM+Utqsy8ybL7RQqmMGqTPyyw81v0l9Oo5pheZAQxt8n+NAFqoBjJlYJZla/MbkokWZDFL70myzKZHIxFxjnu8SyrseQ2qtCiu2d0uiWc4HM/4bDEvPnCrvEU+umq1FDrWtKldfoHnPeHcQ4cb3mxMpVuh/z/Ufk5OWTloCppfBSddTHyoKm+mTyxJXbDxDRzMZTVZxR3bOCKxeQntmDWV3HPAXHlAuqnIGHVxDdsDw493DLz5XHH1IF2IPesXHC1qnHKIxJFc9YZoK1JneAEoXJbIjCjx3gUZK1jZ7uOOqpIUu2kOjkHgtt2Dkek22n7tJVqiBBEH8TgUIUXpvaAOmTJ9UJQCYqemUVjZzH1hvS8F7eMOpM1o9580WudJnVZwc8f4DivNGs3gmnlIkTjttYSp7bfEqGMMJeQny+dnQf0hdwx/n3Iiu40kVOwZK12WVlmSwFXH7DLVyyY3B7jN/uzBQiB0R9EcJ7qDxnJJJHVfvXqKtxKovF9aSALnbSfM69VXlY2RrDYOH/E+waE1Sso2lBkC5+GlTqPR0Gv8/1mdXEshDJB8Okrc4jXZJEwl5znelXeTVa3bTzesDb8LVurUPz5HI/9aLw+tyx4jjGOHlGWSRHD7iLsjNn6+avOdhOrl9kEA7oPDfb61dAhkwNxOdXm7uI3yvof7pjtKMOQjFb5PiTlOE+6kWT+1K1mofx+xyb2wYRhahroiz+8QR1YvLyQTHhmDr/GLtqlZC/c8JuumO1SO47S9naTMQLZV1fRwboB13vvyfbwOb5Udg6LW16jxZO6Su3EzEJhhpj/teLWDUteCV46byY83PL/ek5c5+yvMac5lLomXyPdnh/C7FZucRNpiuDZHEjF/TfprxSNj2FR0X91RrqhPdl+VtzD+3EKeel7cMVjK6ZVNo7ShPnzs5uwtscIXJD06jWq43F8Y6TrYdTA6iqhFaj+FM0wnZ12l7e31btw2xpEFzD3Abc1hS7LKaubM3LlqnFflUDx9T6GqL3nWD0IM5trkZbs1SjzQRl9UP/IrJtmHJfN6PktUvIzMvGiIZWK02jx7tlkw9CUfN2gTqyjBdoL+pNgNGLDVs7imkpuC0mDPrx0ZXdYl2egqePjkwlPDDrhK6RcgoHovBOLXSroCElE7KLfHyVkXMdGzrJ7RrOdYIg/h4Cb8DI0RHIwxu9UUp4PZcNUaWVMhsw3mBOU75+Mcw/oExfCor6+i4cCi1USowy3N3ulhd2/Q3LmnuiTI6CJWX2TXdE4+s08M9naY9Dor7w4burPIeJQiFMgqu85NPyyaIrSluu78t8A68YzJavHcz9b5yv2DUxnKg/cSHLL/UYnaOw9RI1xgGr8QFfkI9vJ6crTipLKp5nycpH4JZL2PWi8ObCMcIrGfuEuSg8vl8KhRmzTaMZ24l6E0F2rtnGuwwrE6UaLB0hnzowe8I0EL1725oiEq+rnLk4512pHVtFZttwzlP44mARsY91J1v3Fz8cFZUtCwZ343m4RJTlyeyWPLkDMnC702GM9zBtHK+nAo7YUPaLp/YT26i/2SRSOZd68HWyYvxOgz92sCgXtp4SYUbWy2OjP8Vs8OX9WbF+0hrLlMUGNkXhKbGeXhSOSM33TcNgyxm3b/RAFL4vRk/hM0xw42KqkU5sS16tjAktUjEsthFJYEn10NJ73MAsTGQVyhTm+1FU5Tk3MLcxt7laicK2fL+YKDR9+5OiTk0LzR6VdNztKzxmmlZPGSRPZvcW5XM800mmK5eEp7DwDHOhzZmXk9eRC+MNg84PS699EUun7h1P8fslVRfjgyty7kMtYhYM/WZ15kAU3qgMz9JsWewUyqDjoAuSsW2P0HtDCYL4Kwi8ovDOGNmV0+eqMqyTjaAWDhXrVEWpKu2x5JzzT8YHl0oxMnSe7FR9m4TXJT1H3N5ioIwEOp5XdsU4Dgm/JMqkLlpE5Z+iTmhen4aKtavDpXIN9Jh3TC1zhoNi3fDhPVWeM0KJwm4qr1g6HFlYWW2iXrC8xLhwzJatg87DYeALdk2SXXFTVplPd/L6kbyR53a3pYDfwUcI6XLwEkpskiirab3EUj23qqjRxxaikHvxLEXhMStR+EyuG72rytvg9RuUFdsOg9j5CiF98iRIlDgp0mTOhRTiuMdH40dsP9rUEXV1s3LO3USjGryc+Q3cHs+y87IZMNTmlIAnxDbqNTPIBoOnsLjKK1a6Su+Q/dk+LLiFqUIUlsARy+5ExtypPcV2ph81RIZKjk3n62TEpO1KnvXieZbC1UDx7CmRMEEiJE6WAfmLpJR2baEsZ5fX6Bpb1pGwaE1ULF0RPWab4lMFNkWhPC4mUfgRicX2Yqu8jl315b60UfkXRzFCeHijIEXWvEiTgv++yZA2U1bEFN7ycOi61P8gjMqhpChcrPISH+QvwOvIpvKc65jbkNua2BWFpocrgyjMpfIK356ypyGsuQ/zvpe7CGtJ9MTk+8PlS+JBLvPg4cpg4poPj3UNicFjpJK9Go+PktcQLGdV5EmfFAkSst8vTXYUyM/3gaXc8vd/cGWPyEftOh5O9q7bwIEofFYPfbjHueouZdBxryRKsm3noh5kgvjrCDSi8MnG/kJEyAZYl/qYYoEuzveSgkifgg5QSx3z/vBypOblJy4XeRHoHpu7xz6IruUirccJe15xQ4wqPhu4ub0fMnNPnNpmMPU3VVGd9+HRAwwqF91YRqQUrth63okpOhyKQn23F5N4S4aLaSK0KXpR+AoTwjNb9g4WN0QOF4W8npxYOE+ZFE9fLxDbbdyhg7Lo+Yzd8/l6qTGX6+gvPURZTbO+Bd2s/D2icJrIB89gX6x8efNeeGIjV66KHWcOYumU8Rg/YSImTZ0Jr/Ej0adfL9GttrFFPVGXtbf0Bhrxm5+TovAIq0MLkwvzbfX8fv4gtlGvuSHqTB5DKy/kMlcZk+i0KLyNqeN5PSVxxNpBiTlTu4vtzDlkPgTomFgnAybtULFxfDJiVq7wupe4tm8KxowZhwkTJmPmrNmYObwhGvaynu7Giqe70dPFPBYwVOQIxvhG50ThHRXza2M0yS75O2ltVd73DDrwfPpG2HJwP5Z4TcHYCRMwZcp0zBg7DL0Ge+GsE7GZFUPJ+LttKi/Zi/xCUJliU79NFFpMZ3S5qwwzyaDyirvT3EUMZ1IbojD9gOFW3eDXrsjfdegg6QIcGS6CyHc/6ocTaybJ32/iNMyaORsjOrdDzy2yBoMobDx8iMh/Gw5EIfpgIBeF1W28puhJCZQLoyHJVJUnCOKvIVCIwnUFEquGNzpG7lLdxfcnokxwZutlfhM04Hd/j4wTZKmwsjnmKPry4PJwPFheNvQRxKZeYkk6ZncbwT71QRrucUtkiqFZv6Sc2reY6L70sIp3+iS8BCn1olDP5zvo37iYWC9Ky/lOvNrKkSicpfIS26LwtRSFuRyJwryYb9El9fTpbbHdDB62PIVvcaQ8X68kpov7wmhRVtOs31dxt6qKNbQhCuNYiMKTB7qJsjNmG+7Gch+0MNYeSCMv/VCKlYneXR9zac2+2nVFXebDiTh30bgW3/f6Ku+YV4l52QwYZEOcsaMpttGwwXxlMYhCi7qXB1QU3lKisLRNUTh3qhxoMvuQhadQrJPRJArFXIcaEsncd/PlyXV4N1OxeknV2eWUKHyDeGKwkN5Dp9jTUA5+MXgKn/lgNDt/w3jOVIZvo3xIKQrNgzgcicLGVqKwI9+vsrZEocXE55e7SVGYTuUV9kQhD73IOMTaU+jrw1/5FxaDx8g+9qvsM9/ebpGzj0EUug75EaLQ1pQ0BzG1HlsWRn/cFLdLira3sGWUBkEQfzyBQBTuQUTRBWjRF/F2DKqwhsckCt/beNuHGhls60HXBiMH8Hid6UwNyUEAhmZ73dKi0BIMxfnhHiJWpqxhQOJdX/Th9VcaxZpPc/j6dkWh4C5m8htPnN4472/Mjy1RaIgpdE4U8puqltsDq5XFxFclCvNYiUK8eIypvK4wrpj+UNkM3L0p475KdIIc8/jaOKrXksfNswi7XhT6zpOiMPF58wC58/uaiLIzjaIQ6CLqDQLDsAg9H9Vv4VOfl6mM0XLGEQtUGMHqRnKfu1ke8BdoWZ+PGm+q8o55+VzGSNZrb9FtyrgnumdDo8VaQwzfQlFW0+SAGCMBFoU3lCgsh/M2Zo+ZqzyFVqJwAl9HJwoxVe2PLQ/6x28eHNBf1Km6UJ0ShcBg/oDFbONV3sjJLjK+0fgs8haTe8VhZdNguf7FGQHEeVF4DXPF+dQKPmeVSVGE71c5J0ThlQCIwquXxLmQZ4xhQJSBT1iemdURvBCGGsZzPUkgt1fXVhDlR/ZQIjGIwqbfJQqvy3kKU1ZVeXPuTZBeS0vuLy8iHoo3qjxBEH8PgUAUXkeqiLzR5W6D93jh9w5PH7/Cpk4dEIE3jn2VKOQ3vzQH8erZfTx89AgPeQjgdjkgIJSTsS0fJnoguhYBVYUnyNRAP1y9EhG1xKim8RG3UY0NL97cw7AwrGysxhhxguU/vcTdu09w97Gc4iadQRQe7YccuQZi/7GbePjgAZ6//YL3p6agCe9yLjgO/s8Q5yPqi2BzoIl59/FXJgqz8uMyVS8Kn8GbTxUTsR4mnGe3jqd3ccZnEQwvN5GiMJ+1KGQcPdZQbDtZRzecePEML54+xJN717GOj2Zm9hFjTdu5WzeusGkpN+LT+xe48+Axnn/YjjSJw0u7Kse5MXeYmKojzgI1IsPvDq4f2YJBmWS9M2frYi5Pyd8xSuwGePb6JZ4/fIiH9x/j2WPZ1cw71h6f2yi3UdIVG248xhu/V6zMfVxZMxO1YmloLO6h51FSjYT2fvkMzx88wfPHj+DTt7UMHdBceSH/ef0JVUX5rHBf+UDs00N2wt2+3VjUHaJAE5jGTsyX+2XZNb1UxRTaeVmENS8wbnxsVk8GLN1yC34v7+Pywf3G0fJzpsru+7mHDQ9JkmMT+bYz6UQhcCi8HGkce/hDvHr5FE+fPsH9+8/wdBArG9SGG1LHyyszkL2gC9Y9fIT7D56y4ydj+ZLw7xJS9ffy19yFYvn0PlaisIZOFGJLSWETk4Z/fosH7Dd9zM6xtqmUZ7mTKsd4umopYnBb6iHYevoRXrKngcd37uDq5rloW7AYpmy1nh7JEheb3cf7lCjMqvKca5jRhttqwUt5u+7fvIOD52rK/XKpBRlkwjkubZbdx5e6yZjCtCqvuDutkwgvSfbMXBRm42UzdsKkg6/w8vULPGJt3LEFmUTdSeq5q4KS8mrqmkYH3+LNiyd49vwp7rFrbXkFZq8lY58fqYEmzb5FFH59iKdPeH/8V+zvGQqRGss25vXzq/B7r5+4sYxoa4rqtezboXArrCFyocrKIHn34jSGtBiArc708xMEEWgJBKIQWO9WVDW8uiSEIktVlWuoKh89qluuUojYcawni7XH51EoGF+tO1nZONeWoCV/lyu3R1urjJJLS7KZbY+nhJnji7+hM2QQ3stbU3sjl3EeO30KikFHbcTkWGEYxKFzK91pJr0pxsAryY2h3RCe21v6mL2Qfk8X67ke3UQv+FOsbMnzsTB+vC3vgy92j01ntS4P+u822rIj9j6y5YlhUS4iMhrmFNR7ea4tQ25VJmgYPtUK/5wc6RLK33HYKDFe2MjmekltxpQmSp3W6PnZs78PQtoooxXvjJGql/rlgiFSNOtTYjm9kablwCMnXy5978E6pOPeV4u6ktVogdlmrx82zFNooQ6GVJKjU+NZjgK2z7bphulTTKmAGmc1ZLCcOshjjd57+QrbWvBy4dF/lvmo5JzJuMA0r4sP1EmS0LEr7vkuKcStU3LUXKwEw8ERqM5twRfgkdKib996iXJZy5m7RruWkqP89Sl9atlFqhVQhRTLlg0U0+FYlteS1MWctebfzxYJVHnzs3Y2UokHBfNR/Dvn5TfWH5I/+LG/qfPmk8I0aXHdQDNvVS65yivWqFkKNPMYzX0eSlgeML1v8smhXQjLbWEjqBHLupSrG7wvqYJGNiF54pjm5XgKERzR6spHzDNH5LyQhTp3Fnnn8cWG8ZqY07F4MQ1l0rAHtwRMXFZk53YE9nDVvQz0g4rvTiwn2qG8FeKgn3tMFEuqIUXmYDj83vQ4wM4aDOqlphkaP8b4MEoQxJ9HoBCF/OY2pld3dPbwgEdndwyYthxP3/pi/aTmqD6bu+gk9w7Mg5tbF/To0YOlrmjbcoxufi9neIZFy0fAtXpNmEfGPcTelR5o4doI7Q5aCqdHOOnlhvadusHTszNatZgorJPqNUL/2bNNDajfMfTr3QPdunmie/ducHcbjC0+ln2y9tiFalXrofcAnVfw4UqM6V0bLhXN9/Txvr0YUt0FVZaYj8b8cPs2xjRvDQ/P7ujSvi0m7Tb4sj7Ad3kjuFQdiZMn7c8hcW7bYvR07wLP7t3h0bUbxm7UN/p63qNX8zasnCfc2nXDGa7Ib6zAgCaV0NRC/+zfOB9urdujo5s72rbtgAnivv4SvWo0wuHj5iOhOW/OLESbjl3Qnf2+3bu6o8Uo68iqZ7u2YYibG7p6eqJrFw8MGrnU5Nk1sG843Dp7oKtHZ3hOWCYmDz9xaC6qVR6NN5aR/o54cwULh7dHl67d0d2zEzp3mqsW6NkEz66uqFff4r22u1dhVLOKKD/IMHreCZ4cx4YhLdCpG/v+Xdh2J5jO/SNH5qNq+epYY/Z2jq+4u6wKXOoMxYGT1h6aU9NaomMXfj56olP7llhlOTWMXS7Du3cHdGHnUvce7LrswISwXrjcOoZV7hXg0vMwPhmP515UcKmOaStWWA2mWNWhOTqx36tzh3ZY4st34hEm9KiPulb9yowzyzCoh5s4Bz06dcLImYvNp/pxwIg+fdCwZnU1abuBo5g5uQ3bt55mk6jj/kVs6NUc7Tq6o5NbO7RqLa9rv9G1UWvUUuwzOswOomnjxnB3t5iP4NQ8dG9bGdU6m/cDXN28Ep0rlUcn3cwIbx/7oke1Rjhwn11/vpswvLs7PFhb171Pf+EFt8ea7q3h3tWTtTtd0b71QOjPpCdP96KGSxXM3LPH7OHQf17hyn4P9GrmhlFjumPG5B6YObE7Jg7zRF/3lli0aZ7V9XRmTj3079IaXVu7YsCQ9rjiZ32unT+5BPXY+TnpsmHuVoIg/kQCiSgkCIIgCIIgfickCgmCIAiCIAgShQRBEARBEASJQoIgCIIgCIJBopAgCIIgCIIgUUgQBEEQBEGQKCQIgiAIgiAYJAoJgiAIgiAIEoUEQRAEQRAEiUKCIAiCIAiCQaKQIAiCIAiCIFFIEARBEARBkCgkCIIgCIIgGCQKCYIgCIIgCBKFBEEQBEEQBIlCgiAIgiAIgkGikCAIgiAIgiBRSBAEQRAEQZAoJAiCIAiCIBgkCgmCIAiCIAgShQRBEARBEASJQoIgCIIgCIJBopAgCIIgCIIgUUgQBEEQBEGQKCQIgiAIgiAYJAoJgiAIgiAIEoUEQRAEQRBEQETh8WFAjCDAxpfKQBAEQRAEQfwtOCcKH80HyrCi/7EUj6UTyv6juDMbkTUNmtZPGf5lHmFyg6zsWPDjYZmCoXgHb3xRJU28weZRhUWZ1jOnKJslm1GjQhBRZrivdQ2SXYjJt5PuNvDhum67hhQEYSNGRpxYURAmpOUynoaqegiCIAiC+NPwXxTe9wYKsWJ5WWrNUnmWorN0SC3/EZxvokRFPmX4l7mO/jVCieORt0Ih5MqQCjFjxUa4oOYCrNiCLaq8ZMOmznJZx3m2Nfu8PqhqWL/VG2W0YF4KubwD++x3xLgt51MWWQ9BEARBEH8cTN054OZ6IAcrkp2lpiy1YokLw+IspWFp7xNV8Dv5MFyJitbK8C/zCsM7JmHHIgfevlUmPW92on0KKcKyrT+ojIzTe9FIHMNeuHxZ2XSs7u3BlsVASFHGtkd2Q0m+XQ0rVN4W78Ox9YMnRa07ykAQBEEQxF8BU3Z2OHccYOJDCMLmLHFB2Ewl/pkLwwxBgJ0P1Arfgd9QIUY0zVUZ/mVeYHjbuOxYBMGlS8+VzYKvK9BceQ6X3VY2nMeousp26YqyGXiMXk2DQGuzDYcK5xJlbOnNEvH4+ulVzjabxe8UEnnnKANBEARBEH8FTNnZ4OJKIBZblJsl7hnUC0K9MCzMUroIwIYLasVvxCgKmynDvwwThe3ii+Nx6dILZbPB6qrymEWerAyA96i20jb3krIobqxHU2bPveUEsK+AKFPVUm++7ot4fN1CJ5XBNst4GS4KpysDQRAEQRB/BUzVWbB9GJCcmfOw5M5SS5ZcVdKLwhYscWFYlqXkwYGFZ1UF34A9Ufj8qfrgmHcP/dQnWzgQVna5jsOv1Ucj9gZn/GicFIVsfxKLY6Zhr7Jg3gjkF7YZyiC5vmWVKDdqKfcgdhWftRrP5ELFM8/qwl7kjDLYYYWo3zlR6OhXIQiCIAgicMEUnQWLMgChmLkkS51Y4l3HlqLQ8LkNS21ZCsZSzi48HO7bsCkKT8C1cAxotdcCl+awZUERRAuCYCHCIl2dwbhgVBxPxLpJShXBNWUx4SeWxc5UEsYOVb9tKJdLii6RQidB4yG71ULJvDhBoUVrKT5fml5Plhu4GvdZflfDNAiiH/QRhKXUzXHuvkk0fvX1QhzDcpFiYPRjtdBfnBWFbF9U/VWOKQMWoEFxadN36m/dlIPZ8mP2Kp57y44jL1NZLDPQvlpesd45lbeHc6LwCbw88rNyiXDk5D1lIwiCIAgiMMPUnA0OpGBL2KIaLLVniXsFDcLQIAi5l5AnPhAlZ3zg9A218jdgUxSeQolsUuCIlN8T88fUx38qX3PmSlWO7wa3RUJbi15TfFXrxvGS+YdLUF/EzWkoOnIfHl1cjwJi3ejoPsLkGlwobBoqZVDrs9Rs4REmesvLfIi2OP/0GS4fWIZqseTyeRuuqrXHGtdpu+Qszi80jKxmx8kpnBeFqC7rjTNK5Rll65QVtvLGr/MEu3OzcllaYaayDFD7YxpAvgLVCnFbG5W3j1Oi8NURNFKDYVYs3aOMBEEQBEEEZuwrFZ+w0gPowhL3CPJuZIOnkItBLhSzslQgN4QL7XuwKQpvo2KZ/4S9gb7n9tpxlOZl2yyBsXNZib/CVU1CkWMQd91Uvke7bCJ/5rX5BNztmC1C04Z4qPK7wsr1tCBJMUwfLllNjs51hBgBHDY9zGcL7CXrG6SyDgmAKHSX+xml7ztlAB7XqY3QfFtlDIanyMLyWVu1VQbGeLmetkPl1wxFYZYP1sP/2NCAdB8TBEEQBPHn4FjhrAkJxGZF+Ehj3o3MhSAfeMI/cw9hnuzAjR8QOWZTFN5AxVIhmS2Tyiteb4ZbRFa22mKzLtKgfP1sBXBe5YGTqs4iMvtwCzpFYPkGU7GJacLHd27j+q078Pv6BJPHF4cWvgmm3ZVF94Th62nIt1DmDXzqlFHYs/mwz08f4MmLz2qJgWFieYyY3Gv4Evd9r+Ha7cfgpZqJfRksSjkmAKIwl9zPbAtUnvO8DdKG5nYXkfV7Ml6UadP5gMhLJglbiDjSV7h9UG+R73XB/7hQEoUEQRAE8XfClJ0/7M4nBWAxlrgo5J5Cni+ZC/hR4WL2RKGIj2ui8oonm9Cai7YqS42ePc7jlrxsTPQyTLLnEVXUGXmJzL7cuxGplaCJzeMAxWd9qomFm2XZncq2U2Z17EHV/9u7D7AojjYO4JtYosaGXxK7xkas2HuLNVGDWBKNmqKxxobG3hLUGEtswRg1amLvigaxRI0l1kgEQUQREEEQVLAAAhb+38zsHBxwZcFDDvL+nmcfd2bndufukH2ZnaL/SFt5G8PnbIBHpJwM+mAlNT9XGbzL5/NLKqfbbNVyJmkPCrvL8zrLtE6LaoVFPpd4iAfWDTApVWfBt/lrX68t9pfNLcnKNMPV1I/fDaCgkBBCCMmZ1MjBnANd1aCQr2zCHxl3qA7ctuBoXGNBIbtmyjwm8hBGvsHyWVCoP3YjKmKdOEe3MdtEutfbuURa15oYffogarJ0ue2uIv0gPAQhIWy7HYpg39M4etELd8UR4IioiwIDc0AzXhg/fDRGD7dHBV3gV6SlOpAlkA/oUFBBdGGMR1BgsLxGOMID/oLzTi3P2TUGheG6Cb+7yIxkXu9XFcfOsP3oQaxMFbs0g3D2FuOvfQs7kIANH7H9RsuTB+OYQEEhIYQQkjNpCwo515ZAXla8TgPghoVWMtExGRSmailkQeEIA0Eh4kIxnp9j0iKWOA5bPkK4Mg+LpDtHMIS3MNbaZnDiZn26oPCaTBvz5EEQNvfrJMpO8+Nn3SX23+msBp4Zw4NCPnk1DwqNT8nza8c8oox90nw0enxbi2NjrwPT2L+VqiyXB/TsLMrKFMfgq8AGVqbREjkYxwwKCgkhhJCcSXtQyHvGbZoDXHuJUcbGJAWF+iua3ES3djzPwONjHhT22JnUsqezfWlVKE3HYeMPQ5Cfnc8pxQTNiVj6VV1xnWkBiTJP5xHCAo/ilkzpgsLk/olS0JG0eXu3i8fS9p7q5+IoXlscS9IsL+yLbr88k/umsKBwFG8prIlwIw2La6c2FvVTumyWOamFqMeL1BD/VjUY77mIYyXrDERl5TUsXKnte01PUJi6xyUhhBBCrFc6gsJM9GKpGsQojjKDi0DXTvwRsH4eE7Mf37zFyn7pkjz6WIpw3YJi4jx86yNz9TzbDbsi8njFXvh9106Mdagmyztglhy8fFaeQxck6nySR75WqYj+c5Zh2ezP8a4su/JvGVRFqhNF882u1UisWrsYPavwfn08r4paxqR4LBj3nij/u+sBHDu0E6tWr4Dz7AloXqFA0rmVLusRLF9hyK+6cgVzQzfIOLVuujIlB+MXjWsZHxSvyYfGG2WGQffwQ39bVi43jh83VUtCCCGEWAurCArDJxZSgxO2JfGeiQZiFK0C7/jkEc6BGzeqy7Ep9jhzLdWyI56b8FEu9TXKsEtIkNmp1a6kF1yJrSjG7UlaRBiVZH7nYzJD5+kGvJHideo2e1OqpeGiwuX8h/pb+bStjIZc24H+xVO/Vn+riY0Xn8rCxp2qJsu/rqQYkKNvs+6cAwdgn8wz53/yNXbVTExzffMPDC2rlvvzsJvMJIQQQog1s46WQkIIIYQQkqUoKCSEEEIIIRQUEkIIIYQQCgoJIYQQQghDQSEhhBBCCKGgkBBCCCGEUFBICCGEEEIYCgoJIdlCaHAwrt0IQsTdu4gIv4PgoEBc9/XBZU8PeHho2Tzh6cm2y5fh5e0NHx9fXPe7gcCgYISG3RHnvXfvHtvu4PrVMHlVE+77wtsvEGERd3E3IhyhIUG4cZ3leV02cG1Dm159vLxxxccHvtf9EHAzCCGhYQhn51Xrcw+hvt5J67gTQkhmoaCQEJItzLBX1wTX32wq2aLE/4qgYMGC2rZCb6LAG3mQK9V5DG1zd52XVzZiqVxuUn8rUBrlS7yFwoaubXBj9XkzH3K9luo8hrblmqa/J4SQDKOgkBCSTXhiSfPkIKlw1U/hIY9kVEJ0GK6cO4hfl87ExEkT0L0RX3dcPf8b47bhhSxnzN6ZbZLKK4VtscL7JVf8jn+EQJ8L2LRiEZwmjceQrnXwuu78Sh+kXrWdEEIsiYJCQkj28ehS0jKUfMvTcAbcH8hjlhAfivNrpqCODT//azgSbW5JyedY0Cm5PkphO+wPS7X85kuJgbf7UXxewkacv9w2mU0IIZmAgkJCSLYSe3NychDGtlo/ubHQycIS3VCQr6Pe6YjMMOH2IXygVx/lvTnygAU9e4HVYj3xwjKDEEIsj4JCQnKwhIPzUTxfacw9dFPmmOb1fXsoxd/HRZm2VgEL9YIwtq3xcZdHLOjhFHHugzJpirfLrhT1UWaYa2HMmBbs3IV+kAlLir8g6j06QKazUkwIfiujoOaHWj757O/F+j7ss7fFbn8NLcwJkdg0rAVKthuNazKLEEuioJCQbMcbzZICkPfwp8xN48oWNGZl+s5ykxlaxMHtQwWv1+6EQJljrZyr6QVhih2uZsJdckKpoqg6SUNrIbNve1u9+ijobPHmS+bPnlByNcNtmbSMf0R9S52QSTMSM9qxMfwENu5Yi6XT7VGixXDEymyD/P9BX1Yn+17nZEYGxN5DQLDhvgV3zvoiLl4mslDi8fEoyt7nuAvXZY4GL7zhWFtBsb5OsGTPCUI4CgoJyVZiUZ0HHbX4/mUUZPv1PhgjjqQUD6dWCvL0nsHCPCPi7sLb765M6Im5CsdcCjr02ikzrFPC7b9Rl38Wuq3BXkTJY1ki1h1OzfTqwzZzA1WyXiQ6s3oW72H0pyQFv/UD2Pt6Cy5X7skc7ba16YgCep+NuT86Qk9uZeXqwvH4M5mTHgnYMKB20rUMbdX3n8ATWTpLJHihbZVcqPTDIZlhSCT+cQ+S+3pCtopW4xHLvGQGIZZBQSEh2cmG1uKGtoTvX+Y3t9yYvPyUOKTvqdtX7FhR/GTiceCuYRVZmT7Yc0Vm6Ll+cB6U/JWw1se6wxqPHQP0RucqsJ2lsbkrk0S7b0H1PMn1USr/DANht9XwHsbr2U6mzHhyEVPbqu9rVsAtmZl+n/DPpb6WDgovsMaxFJRGXyFC5mRcSVHvIVP+kemsd2oWn9LIHn/fkRkGeM9Wpz2Ke5r2/+G/8zuyY22QjjZGQsyioJCQbOS3FuqUKap72O1m+JnpIFYm3wd/yJQhVzCrBrs5V5uJ8wYbYvzRp6mCgl/vk2lrFYX1XaqIz0S3TT+TII9lDfdVH6eoT91vD8sj1maHqF+DdDyhfRRwGhtc/WQqIz4V17TZK5Pm+C3HO6y80zktD8wTcXHNIPT4YijmbT+bavCR+l206/KzTKvuL5qBwcNGYNrUXxD2WGa+Cg+9xeCkzlNNz4X5WeuirN41ZCq1y7Bl53h7nkwSYgEUFBKSjbR/l9/cFsqUMU7iBjjG1JR5gWfRipVptsj4HSVi1CfsPLVw/6HMsFb3LqNqsQLiPYutcEcc0fY0NJNEY5vefIqKkh/z9hh4BJjFIofVYnUrJ1OvSPd84jPZKpNa9LNj363JP3CShR8YhWbl+Wdug/WnI2Uup34X7eydZZoLRGX5HfU+cBoxr/BviRt+o9h162CpyfFIZ/B+GVa/NsZbN6MceP3tZIqQl0dBISHZSJcW7CZwTCaMachvFJVkwojH91FaqYKtZ2TaoGkoz26YfaKs+QGoKj5xMhS9x7YV+4zO2v6FeII2si5iK9kbrlY2cse+Sh4WbJlZtcXCuuXPzz4PG5nSJvLreuw1pWTKvFMu48VnPmzbAZnDqd9DiqDwbkP1u1Emy4xXx7+xgoJ1W8mUMbvQz0bBbya7b/LgUsFUmSLkZVFQSIhVS8CW1f3lzSvt9qMspa89P5ZLJvQdetvgOdRtCuINPEa2LcmODc7a8EqzESnf09eTjI7LfkUOpKhP6YG/v9L+hS6jdEGP3CrPkEc4N7zHguh27iEybYKXGmSJLW9/bL0h89NtOwrmZ+co8LdMA4EujmL0rTh39fUyN5UI3mKtYLdMmnPBdZ8o326dftcH9RopgsJ1xeV7suxYbi344J5aDdL2lLx3d4NaJyPbv7KcPnFsrkwQ8pIoKCQku3CbgjfZDcD0zCux6k1iv0wacaynApv+02TKOMdqfCUNjXec2Ie4fOgo/O4/QsyjR3ikYXv48CECfDxwzT9YnuTlLOETTssbKH/0PXVHlj5HZoGHfn0UDNianumBMuj2PnxdlF/vS/ylN2dJf16H72XCczgKsfSuIDNDOBJni3qfFom/4JhPgcO6TSKVblta4TV2rgpy8NPewWWh1O4uRiH37sT7zinsCoYGNp0Rx4qclUkzfF3+EOVr/uwqczj1808RFI5TB58otjJtIeZn7PES121pZnD/2sUdoJSda/Z8o/h7ULSGzISYRkEhIdmEy+cO7Jd/eSSYnF9tvrjhmH54nIC2rEzbXub6JgInGpZi59PWZ+mi68/i2hnZ8tfuhuPpn+XEgADR+T7p3HYD4Jal846wm3sjvfoopbH9SGZMYKgTgCl85RObL7BD5nCD5fVrjZQZq0aItGeYqeleokTg2FWm4LsDtVi69e6MBba7WrUX1+RXDN77AWyqDVRbvoLm4bNSrH41DLV7c09FPZICWjNiXXejGi8/aZ/edEzq+9cPCqNrlxZ5yjqZYVQkXF33wD3EdKdD7zXj8BY/n1Jf5hijPvL9yOTp3DGW/9wM2wJz4198xDXbyBQhL4eCQkKyiQF9ecvGSDNzq3UVN5y+MmXI8xd7RZmeU03MhSHdbVJZlM1WTo9BbnGjVDfbvq++z1gKj73Q4c3k+ijKpzgpD1napflq61e3uSnnrwt07o36H6itcty96YNZufy4Yep5dvynUArMkgnAb8dyce6NezI2N16rTtXZ6yvDn+27zFiYYioVU2OiuDL8c/tA42Pe+BMYWJWVzzUBd5ICL/Wzb6sXFPYpkVfkbZZpY/xP/yLK9R5rZsj0kxDU4fVUWsgMY+qL8w2VKYP+3o2arEyfNRoG2MjWcUIsgX6SCMkWDuMz3nLw0T4zEyK3FDcIXYOQIYlH+U2kOL7V8MQ2oUnVbHnD2TtW/RzU7TMEvvpuYyncOToFZV7X1UfBaplvaTb8/MXKYrtMGxM8cSCrRzH435cZBj2Aj9zjdq/k8+K1xm5DHdvMWoG2Ffh7L4GypZpj+nez8Hs6pgzkAZLSRPtInd3T1Pk8R57Wtcqqn3uXHmvUpIf6WFxpb6x1Ul8cDu/bCw8NDbwdcrNzfq4/6tmAmAri2qb+VDm7Z7Eos+oPDX0+eSsrK0uIJdBPEiHZgc9yMa9Zzd/U3l3G9RA3CFMthQfYceWdOtAy/XC2bCkUIjBNrC5SCR8vsY7FwNYP4Y//FXRwzKyxovPE+d8tP16mjYuawVsK88Ff88iXYKzozD7PVuPhKXPSZfkE8Wh18sFL+Hf3PswZzr+bBlj2i7bJAUvzn9muYTKlQWwYRvPXKIXQWDRJdhefzciloeytXBUDPZSifcy2EqbPWHGNDmYb4BuIcgNlKq047HbmdXeAq5b/pOJ90q2cWAb9JBGSDUSt/Ums3DHvlLfMMWatuEHkkylD+PGStsnzE0aM7Y9FkYY79Lk1KMHKN5UpU2Kxb9+X4twZ2op2xXcmp8dJn6gbar8th14HZU4W83ZHU1affEPHIVxmWZyn2mevUg+ZNmXLSFH2bKjJifKSBVzFh6x8m4mLZUb6LBqv/rFyLyk+vy1aNRt1GC7TRzFvmbvcTy1aDLBSlsmkVuFRCHHpxa5bBKUK6f+8FceQ0Qtwwcy8hH4rdGtZv4Zen6Sc9NqgwWqwp/LFl+/kUZf1+2Q2DqXoBzxdlOtkLCCPC8EK/jqHcUhqJ3xgj2oz5X4qF0Qde8oUIS+HgkJCsoH1zgvYL/7cOHXhkcwxTtzIjN7Dporj1efLJC6g1GsKnL0Nt/98bFuMlf9NpsxJxKNHGRjt+zweMfHmepWlx3bxHkvZmWovfYVibmA4/07e/hRbM3UicPW7LW2ss9qW5nj3G9mMdeNrFGdl1wRpe65+89ppce4pP+g/UJbCIsyMkL2G8f154LIBQUnv/5E4X+vuYsFGxE0uBaXkcTwxeKL9oqytgeUYtRvOzpELny70lWkzfsnFyo8Wu6fOtIRSvgWMhaw6E1s1gZJXnRuRD8gZGfgQznP4NFAOWHBJZEtx4v00NRJfJ9wOFgNr7CeukjnAJJZW9AdT6+HBuqJoWTZQ5RsqdwgxgIJCQqxeJJwX8F/8n+Gshsd9k8VNwliL4nvihtRfxpZu9q2hdN0Hw6HBA9i+w871fTaZp1B4IN6fUrUhTCz7/Ardxsqa/PtoiMXa79sZZsfee743h8hUsmuLPhSfS9+kmO4iahRRUOGItjWMr53i78EOs1IttPt4J89n22vVsMxYsOG+AZ/xMnv36I0Gvipe16q7mupXsgiGel5QE6ldU9f/fanBOfFqPXt+qW06nVms7AAZoF5uriCPnbn1oc+gYyt2jYa/4umt5MDzgcd5nNhyRKaSObLz12xk+B2F3goQdf16hvx/58pXnuml7hsgPv89MmHKBWf05GXZ1v6YtS69SLIaBYWEWL1TWFyH/TLv/DM0zeYnJ3E2TG2hebtoH8wb1xK53uqIc37GxjN/jlKs7IxIMx3nrUa0GnzkscMumZPVdg3l30VBzFhpkfl2zIv6Tv1+a32JRT/NQb82fKBQLlRq0JeFLSl9UrMQlIqHZMq0Y3z0dE2HNHNkJvrbi+spii3G7o6VuSmdXf+bKDNvZ8rJxFeWU1CmUXU4jWuP4vVmIchI90Kv7ny0bnOZ0u6I0weyboa3tq5/i+lxDIqW/zLNWdnanY/LlBH/jkRjft5ylWGbS0HVIRtNrqhzfRAra1dLplJ5EChaBgt16QhHx0/wulIGPxltgG8j3ovZWXW4sMOYJ5dfnONzVWYSkhIFhYRYu8tn0Jf9Iu+0SOtj3E3iF39vY7Fc9ClsWLcWLicuIcbEU9uAfrxzfldE6N0grdd1bKrIb3glMM46mghxcF838T0M/VbjrMsW8xjnD2zH0h+/x7INbvA1Ep08m85b4PKYnQ6GK8jeR/VOxsfLnl01Aj+eMvJs/J4XFi/ajX/SxMXP8cemTdjzp4fJx89dqrPvdUAG2gkTHuK6ty/uRqee2PMxLv/lhcemh/FLHuI77GRmakb3UbwPaxeoYbE62bYyiu/fwrljp+GbauTyrauLWJnKmGFsUEr8HezcsBHb9/4NU097rzZ+nZ3HeCuiIbGW7KlBssS6dZYdIqWPgkJCrJInhvcfAd4vP+LkYfaLvzBm7TE10XBKU4qzm1JtTe0HRvjBoayCktOtZKCGSffhNocHhAXweXI3rCzl8xvvA6rAfsFymWONzokRwdU2yGSSRETpD8K41U68lw7fGRnFHR0Kp8/ssfSkmdVRMuL0TLzBrr3AJ4u6MHjxtZoVpFggaOdCjBn2BcatSo7oHEfbQqn0G/tfo+KvKbGU7Xj9hFYNm2Fz6j/QEvzRr5CCBoOOyoyMOI487DptfpdJ8p+Q8OyF+Pla5pw5v+woKCTE6sRifKfC4j/+IJbyW8YCngodkK4lZ684Ij97/Q/mZrAx4sLWPlCqVcbhR+YW2cpqz7F3u/oIbdiQdEx8p1WwN7wfpK9pJWLlz6JlTZmYNJrHghLxr0eGFx9Ow39tFfbZVURSW1r0v1g5uBSUvLURJZ8GqyvEfIjLajKNkBNOqN2sOy5avAUqAMs6KSjXfIZeX8RXy5Ov1ax0kSlpNf/MeP4wNR27Hn3+pyD3xB+T6qn2622JirXaoeMqwxM7Xt/aCTZKVRxJ1U9Tq00TykKxTVpvhvyHKLmKYaHzrxg+YpzMsRwKCgmxQh3ETaWC6PNUn+3X25z+tdqW8Jt79W8QJNOa3fJi1yyAltPNjbfMeueOOokbdPsRyVPsWFKvwgoaLk3H8+h/V6E1/+6q/QRzkwdlyM91oRTWMueMVnFYzOqbu4aLmnz6BxzK8J+9uuCT1WytUkZ8vieNdYmMD0afKgo6zLF8HzX3P+dBKWOHuTdlRh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      <p>http://people.ciirc.cvut.cz/~hlavac/TeachPresEn/11ImageProc/14WaveletsEn.pdf</p>
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</raw>
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  <region id="43" left="18" top="3402" width="64" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">fo</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">to</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="44" left="18" top="3465" width="269" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">t</e>
        <e type="function" args="1">gw</e>
        <e type="operand">i</e>
        <e type="operand">fo</e>
        <e type="operator" args="2">*</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operand">t</e>
        <e type="operand">to</e>
        <e type="operator" args="2">-</e>
        <e type="operand">a</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="45" left="18" top="3528" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="2.85311670611" scale_y="2.85311670611" scale_z="2.85311670611" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="0" transpose_y="0" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">gw</e>
        <e type="function" preserve="true" args="1">abs</e>
      </input>
    </plot>
  </region>
  <region id="46" top="3861" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="47" left="36" top="3888" width="491" height="231" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
      <math decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>Bar plot unicolor style, bar width user.</p>
        </description>
        <input>
          <e type="operand">data</e>
          <e type="operand">dt</e>
          <e type="function" args="2">BarSize</e>
          <e type="operand">v</e>
          <e type="operand">data</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="2">col</e>
          <e type="operator" args="2">:</e>
          <e type="operand">t</e>
          <e type="operand">v</e>
          <e type="function" args="2">bar</e>
          <e type="operand">t</e>
          <e type="operand">dt</e>
          <e type="operator" args="2">-</e>
          <e type="operand">0</e>
          <e type="operand">t</e>
          <e type="operand">dt</e>
          <e type="operator" args="2">-</e>
          <e type="operand">v</e>
          <e type="operand">t</e>
          <e type="operand">dt</e>
          <e type="operator" args="2">+</e>
          <e type="operand">v</e>
          <e type="operand">t</e>
          <e type="operand">dt</e>
          <e type="operator" args="2">+</e>
          <e type="operand">0</e>
          <e type="operand">4</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="10">mat</e>
          <e type="operator" args="2">:</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">B</e>
          <e type="operand">data</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">j</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="function" args="2">bar</e>
          <e type="operator" args="2">:</e>
          <e type="operand">B</e>
          <e type="operand">B</e>
          <e type="operand">data</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">j</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="function" args="2">bar</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">line</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">B</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="48" left="36" top="4158" width="454" height="128" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
      <math optimize="2" fractionType="auto" decimalPlaces="3">
        <input>
          <e type="operand">data</e>
          <e type="operand">char</e>
          <e type="operand">size</e>
          <e type="operand">clr</e>
          <e type="function" args="4">plot</e>
          <e type="operand">k</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">r3</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">char</e>
          <e type="operator" args="2">:</e>
          <e type="operand">r4</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">size</e>
          <e type="operator" args="2">:</e>
          <e type="operand">r5</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">clr</e>
          <e type="operator" args="2">:</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">line</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">data</e>
          <e type="operand">r3</e>
          <e type="operand">r4</e>
          <e type="operand">r5</e>
          <e type="function" preserve="true" args="4">augment</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="49" top="4293" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="50" top="4320" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Utilities     </p>
      </title>
    </area>
    <region id="51" left="45" top="4347" width="467" height="55" color="#000000" bgColor="#ffe1e1" fontSize="10">
      <math exponentialThreshold="3">
        <input>
          <e type="operand">M</e>
          <e type="operand">Low</e>
          <e type="operand">High</e>
          <e type="function" args="3">Scale</e>
          <e type="operand">High</e>
          <e type="operand">Low</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">M</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Min</e>
          <e type="operator" args="2">-</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Max</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Min</e>
          <e type="operator" args="2">-</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Low</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="52" left="45" top="4410" width="377" height="231" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math fractionType="fraction">
        <input>
          <e type="operand">n</e>
          <e type="operand">v</e>
          <e type="function" args="2">rotate</e>
          <e type="operand">N</e>
          <e type="operand">v</e>
          <e type="function" preserve="true" args="1">length</e>
          <e type="operator" args="2">:</e>
          <e type="operand">p</e>
          <e type="operand">n</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">mod</e>
          <e type="operator" args="2">:</e>
          <e type="operand">p</e>
          <e type="operand">p</e>
          <e type="operand">p</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≥</e>
          <e type="operand">p</e>
          <e type="operand">N</e>
          <e type="operator" args="2">+</e>
          <e type="operand">p</e>
          <e type="operand">0</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">NOT accounted</e>
          <e type="function" preserve="true" args="5">cases</e>
          <e type="operator" args="2">:</e>
          <e type="operand">Ω</e>
          <e type="operand">v</e>
          <e type="operator" args="2">:</e>
          <e type="operand">p</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">p</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">Ω</e>
          <e type="operand">i</e>
          <e type="operand">N</e>
          <e type="operator" args="2">+</e>
          <e type="operand">p</e>
          <e type="operator" args="2">-</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">v</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">i</e>
          <e type="operand">p</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">Ω</e>
          <e type="operand">i</e>
          <e type="operand">p</e>
          <e type="operator" args="2">-</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">v</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">line</e>
          <e type="function" preserve="true" args="3">cases</e>
          <e type="operand">Ω</e>
          <e type="operand">5</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="7">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="53" left="423" top="4410" width="312" height="99" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math fractionType="fraction">
        <input>
          <e type="operand">data</e>
          <e type="function" args="1">UnestH</e>
          <e type="operand">v</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">j</e>
          <e type="operand">2</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">cols</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">v</e>
          <e type="operand">v</e>
          <e type="operand">data</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="function" preserve="true" args="2">augment</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">v</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="54" left="423" top="4509" width="385" height="200" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2" fractionType="auto" decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>Implicit 'zoom fractional' Up/Down</p>
        </description>
        <input>
          <e type="operand">M</e>
          <e type="operand">a</e>
          <e type="operand">b</e>
          <e type="function" args="3">zoom</e>
          <e type="operand">a</e>
          <e type="operand">b</e>
          <e type="operator" args="2">≡</e>
          <e type="bracket">(</e>
          <e type="operand">a</e>
          <e type="operand">b</e>
          <e type="operator" args="2">|</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≠</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="bracket">(</e>
          <e type="operand" style="string"> =&gt; </e>
          <e type="operator" args="2">≡</e>
          <e type="operand" style="string"> =&gt; </e>
          <e type="operand" style="string">implicit conditions</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">a</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">cols</e>
          <e type="operand">b</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">N</e>
          <e type="operand">i</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">M</e>
          <e type="operand">i</e>
          <e type="operand">a</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">Ceil</e>
          <e type="operand">j</e>
          <e type="operand">b</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">Ceil</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">a</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≥</e>
          <e type="operand">N</e>
          <e type="operand">i</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">M</e>
          <e type="operand">i</e>
          <e type="operand">a</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">j</e>
          <e type="operand">b</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">cases</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">N</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="55" top="4743" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="56" left="54" top="4779" width="233" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="fraction">
      <description active="true" position="Right" lang="eng">
        <p>shuffle the vector 'v'</p>
      </description>
      <input>
        <e type="operand">v</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="57" left="54" top="4815" width="376" height="210" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <description active="true" position="Top" lang="eng">
        <p>Typical Matrix Scheduler</p>
      </description>
      <input>
        <e type="operand">M</e>
        <e type="operand">v</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">19</e>
        <e type="operator" args="1">-</e>
        <e type="operand">v</e>
        <e type="function" args="2">rotate</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">0</e>
        <e type="operand">v</e>
        <e type="function" args="2">rotate</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">1</e>
        <e type="operand">v</e>
        <e type="function" args="2">rotate</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">7</e>
        <e type="operand">v</e>
        <e type="function" args="2">rotate</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="symbolic">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">8</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
      </result>
    </math>
  </region>
  <region id="58" left="450" top="4842" width="196" height="69" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">U</e>
        <e type="operand">M</e>
        <e type="function" args="1">UnestH</e>
        <e type="operator" args="2">:</e>
        <e type="operand">U</e>
        <e type="operand">U</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">Scale</e>
        <e type="operator" args="2">:</e>
        <e type="operand">image</e>
        <e type="operand">U</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="function" args="3">zoom</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
  </region>
  <region id="59" left="450" top="4914" width="60" height="118" color="#000000" bgColor="#ffff80" fontSize="10">
    <image>
      <imagefile filename="jnyhu.png" lenght="599" width="50" height="110" option="border=true;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="50" OLDheight="110" select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">image</e>
      </input>
    </image>
  </region>
  <region id="60" left="126" top="5085" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="61" left="243" top="5085" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>select the rotated column</p>
      </description>
      <input>
        <e type="operand">j</e>
        <e type="operand">5</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="126" top="5130" width="258" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <description active="true" position="Right" lang="eng">
        <p>index 1 to explode nested 'M'</p>
      </description>
      <input>
        <e type="operand">data</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operand">M</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="63" left="126" top="5166" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.668522331671871" scale_y="1" scale_z="0.668522331671871" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="2" transpose_y="-1" transpose_z="0">
      <input>
        <e type="operand">data</e>
        <e type="operand">0.25</e>
        <e type="function" args="2">BarSize</e>
      </input>
    </plot>
  </region>
</regions>