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Evolite M3000 (Evolite_M3000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="M3000" ShortName="M3000" Company="Evolite" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>7161615e-9a99-485f-92d2-a0dc2c4be877</Thumbnail>
  <History Date="24-05-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="14-11-23" Author="Nic Morris" Comment="Created from Shehds 3000mW RGB Laser (effectively identical. poor documentation)" Version="1" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto DMX" Display="'Auto DMX'" Dmx="42~83" />
      <Function ID="3" Name="Auto Anim" Display="'Auto Anim'" Dmx="84~125" />
      <Function ID="4" Name="Auto Beam" Display="'Auto Beam'" Dmx="126~167" />
      <Function ID="5" Name="Sound Beam" Display="'Sound Beam'" Dmx="168~209" />
      <Function ID="6" Name="Sound Anim" Display="'Sound Anim'" Dmx="210~251" />
      <Function ID="7" Name="Sound Manual" Display="'Sound Manual'" Dmx="252~255" />
    </Attribute>
    <Attribute ID="Pattern_Group" Name="Pattern Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Group 1" Display="'Group 1'" Dmx="0~0" />
      <Function ID="2" Name="Group 2" Display="'Group 2'" Dmx="32~63" />
      <Function ID="3" Name="Group 3" Display="'Group 3'" Dmx="64~95" />
      <Function ID="4" Name="Group 4" Display="'Group 4'" Dmx="96~127" />
      <Function ID="5" Name="Group 5" Display="'Group 5'" Dmx="128~159" />
      <Function ID="6" Name="Group 6" Display="'Group 6'" Dmx="160~191" />
      <Function ID="7" Name="Group 7" Display="'Group 7'" Dmx="192~223" />
      <Function ID="8" Name="Group 8" Display="'Group 8'" Dmx="224~255" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern_Sel" Name="Pattern Sel" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="16~31" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="32~47" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="48~63" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~79" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="80~95" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="96~111" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="112~127" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="128~143" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="144~159" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="160~175" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="176~191" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="192~207" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="208~223" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="224~239" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="240~255" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern_Rot" Name="Pattern Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~255" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~191" />
    </Attribute>
    <Attribute ID="Horiz_Rot" Name="Horiz Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Vert_Rot" Name="Vert Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Move" Description="" Group="P">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Move" Description="" Group="P">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Size/Zoom" Name="Size/Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Size" Display="'Size %.f%%',0~100" Dmx="1~63" />
      <Function ID="3" Name="Small->Big" Display="'Small->Big %.f%%',0~100" Dmx="64~127" />
      <Function ID="4" Name="Big->Small" Display="'Big->Small %.f%%',0~100" Dmx="128~191" />
      <Function ID="5" Name="Zoom Spd" Display="'Zoom Spd %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Drawing 1" Display="'Drawing 1 %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Drawing 2" Display="'Drawing 2 %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Scan Spd" Display="'Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dots Effect" Display="'Dots Effect %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour_Mode" Name="Colour Mode" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fixed Colour" Display="'Fixed Colour %.f%%',0~100" Dmx="0~63" Colour="255,255,255" />
      <Function ID="2" Name="Flowing Water Spd" Display="'Flowing Water Spd %.f%%',0~100" Dmx="64~127" Colour="255,255,255" />
      <Function ID="3" Name="Gradual Draw Spd" Display="'Gradual Draw Spd %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="4" Name="Col Change Spd" Display="'Col Change Spd %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12" Id="6f92db34-545d-490e-9765-bfd2fbe810d7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern_Group" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Pattern_Sel" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Pattern_Rot" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Horiz_Rot" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Vert_Rot" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Size/Zoom" ChannelOffset="9" Wheel="49" />
      <Attribute ID="Drawing" ChannelOffset="10" Wheel="5" />
      <Attribute ID="Scan_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Colour_Mode" ChannelOffset="12" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="25 DMX" Channels="25" Id="a45b9716-4b7d-4dc6-ad45-60fa50f0ec64">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Pattern_Group" Wheel="13" />
        <Attribute ID="Pattern_Sel" Wheel="14" />
        <Attribute ID="Pattern_Rot" Wheel="19" />
        <Attribute ID="Horiz_Rot" Wheel="20" />
        <Attribute ID="Vert_Rot" Wheel="21" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Size/Zoom" Wheel="49" />
        <Attribute ID="Drawing" Wheel="5" />
        <Attribute ID="Scan_Spd" Wheel="25" />
        <Attribute ID="Colour_Mode" Wheel="8" />
        <Attribute ID="Zoom" Wheel="50" />
      </Master>
      <Cell ID="Cell1" Name="A" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pattern_Group" TargetId="Pattern_Group" />
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Pattern_Rot" TargetId="Pattern_Rot" />
        <AttributeLink SourceId="Horiz_Rot" TargetId="Horiz_Rot" />
        <AttributeLink SourceId="Vert_Rot" TargetId="Vert_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Size/Zoom" TargetId="Size/Zoom" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" />
        <AttributeLink SourceId="Colour_Mode" TargetId="Colour_Mode" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
      </Cell>
      <Cell ID="Cell2" Name="B" ChannelOffset="14" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pattern_Group" TargetId="Pattern_Group" />
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Pattern_Rot" TargetId="Pattern_Rot" />
        <AttributeLink SourceId="Horiz_Rot" TargetId="Horiz_Rot" />
        <AttributeLink SourceId="Vert_Rot" TargetId="Vert_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Size/Zoom" TargetId="Size/Zoom" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" />
        <AttributeLink SourceId="Colour_Mode" TargetId="Colour_Mode" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="12" Hidden="True" Id="8c513da7-3fbb-4e59-af11-fe4f40d39b0a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pattern_Group" ChannelOffset="1" Wheel="13" />
      <Attribute ID="Pattern_Sel" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Pattern_Rot" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Horiz_Rot" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Vert_Rot" ChannelOffset="5" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Size/Zoom" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Drawing" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Scan_Spd" ChannelOffset="10" Wheel="25" />
      <Attribute ID="Colour_Mode" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="50" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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JBypKoYaXjHHghOAXywTh07Vy2pDPR0gfqHfnYYTUYvV2FUZ7pSU3A3CEVEcYeH9gOqQOWNU/+mY6BLeZUZDFLt75i1j8tkzQ06rzYOTr/4OBB9fgTv1Zvf8fb71u/fv3ffOtb35qY633z8FgIeIJehCAivPyEE0740csvb4otPyYotqIlaRcJGuSd0eTImiu8HrZs2aJOPfXUzs985jNr7rjjjkNO6/n+97//qNtuuy01NjbWRCTX2tHRsf5DH/rQAyBWkDKkDxC0kUb26M/QtvHO4dqoR5gvjgAQJMPXk4VkEl0TJ16Kgk+0r7aSATK0DRGHUos2153S8g63BaxsTJTiBWKG5a3JvVHnItGpVYN0Rnt29PT0ppatWHH5VVdd9b2vfOUr2/0yXh6LBZ6gFyHuuuuuf7nvvvt+2d7e/lYQIEcJsmXp0nONNIDbmdMkBnBCfxDns88+m/mTP/mTV4ig/4iI+ueHWqcNGzbA5B2LXv/luuuu+z/uv/9+iNEh/XbaqlWrrli6dOkf0HsrWba53t7eZZ2dnXUgZxAiEvpveWWLemXzZt1hSL9mnsgDOG9HPKEIq7nBECynVAXpIsybZZUoG54OPcd++B3b2N+b83rk6Xwdba1q+OCgChqoE8g0qoEDB9SPH3pINTY13N/R3no/kbS68sorh6lOz1FH9Dx1BpupLj+59dZbH5/r/fTwmCs8QS9SEKldduKJJz7761//Wg/lAbYgpfeEfJnoQgzpAz2Rxto0jn/uuefUG97whuBNb3rTP9KmlYdbP+pAJujFXx+NXjFuuummNqr/PxBh9hNh9hx77LGd69ata+rs6GwbGx0N4EECfRzyCwicdWxcB0cP6pzStB1kDqLHdljBPT09mowR0s2yB17s0YLrRccG/298Zku7rbVVZVatVN3dHVR2Xo2MjsMHhCz4STr/pBoZPsjt3E4dwelE6qfjPPT5xiuuuOIbdL4CfZ984oknbvZyiEc14Al6kYKs6Oe+9KV7XyBr8wT4L7PVLHVVuYYgSx6ctJ+JnKUOWJDwXnjHO97RV436f+ELX0A6vvPs7Xfeeeeb3/iGU7+1bNnSFrK2G88888wGqnc91THAOoe4Vlj8IFi4CeYLeW1Fc2g7rg8ShyRjDsSB5c2BONnYt7soCYHsA/rcv3QZFuJVe/cfUAcGQMqBzkpi569GpwDJhjqYVuoALsN3ZO+j83/wkksueRirwdBvz9Do5Ls+Z7XHQsAT9CLGyMjQu8nyfG5oaKhVa7gRgXDeZTslKAdvYIgPcNY4nlzE8lYnn3xyPVm+V1533XX/tRbXFEkFR8ttWHvxvnvuubG5pfW0444/7tQPfvCDayCDoEM5gLSlYSH27cY1gcBBltJC5o4IsNdP5G06O14+q3bt2K86u7vVkr5e7SmTL4Q690ihWJ+SZFS8ajq8P6I812vot0uwH5bwOvroo//bzTffMtXX1zvS1tYxQaOYwU2bNl189913/6ZKzerxGoUn6EWMO+64Y9vnP//F3/X29py+bdt2TUAmECQdE4hMz8lWJQia9VneBwTf0tyinnj8cfWf3vSm9XRITQjaxmc/+9kbv/zlL39oYmwsvWffK61hIVz+6L8/qi1+LGQLQh4dM94jTJS8yoz0EmEilhOpgPTTRjs0kfXd3tZGpB+qOmonWNLhdDZyByxo1zvjDhjEuVC4vfUiBal0fB6UDSsf1ruCqp3JNJgFeVesWrly5ROf+9znXqyra9jf3NyYGx8f/+4tt9zylSo1q8drBJ6gFzk6O9v3nHDC8TTU3h0l4jcWM/s6SyvaTLgZS5EnyNiqxIKuQbNS27ZuU2889Y1n3H///Zdfc801VcvsdtNNN53W3d19FRHdUiLZrmw220GdRjvVeSl8oEHIsIhBwPzCd0gVJYmdHAsJyKx+tsVcuuBBQU3msmo8H6qurm41cHBY5bXlbMg+jBMwhfE7Dgdh44Vt0jo37n1pvZ9Z6TxPZH2ALPz96je/eTpF9+hEEPbSpUuxWO877777C3c1NTWOtbQ0j9D+27du3XoZWdmbq3IDPI5IeIJe5Ni7d+8X2tvbX7969eq1SLZvogWNx4YM+2bSYgsSBM7JgvC9oaFeD9GxIsnPf/7zuo985CP/lSy679x1110HFqLeH/7wh4+l4f+dRLCdIGSq1ylkRTaDiDEpyHoxW8QceMKdDuAKF+ftSb8l7c/LdOG1e9duTaRoQ/axDoNi4ih70YJicqZwRmchOww7mhHXBj9xuBw+9dRTuCcdra0tHV1dnbgPxzc1NW289tprd9Kuz5N1v5Ha42sPPPDAozOvwOP3FZ6gFzk2bNjwKFlZPz/55JPXIpoPkXtsJXKCfkBakTK0GYSnCZuG8oie48VbH3300RSNwx+k3T80H/Ukovmr5cuXX0Ll1w8ODoboIKhDyCC4hQNcQFiSiHmVlaSkSuzRYcNF0LNlzmPZo5hHJB/JFUFsDdsEm9QR2NtZbrLnA2S98I5rHxjA5Od+9roJWltbV7S0tKygTviPV6xYcQV1mPmGhoYJuncDv/nNb0762te+Nlb2wjxe0/AEfQSAhsLXnn766R9ZtmxZmheEZRlDEo+0otntTubsgDZtkjAF6plnnsFqKBd88xvf6LngQx96z6HW6WMf+9gVRMh3kUXcTIRfj9wZWIqKVz1BPXnxWCZiF9kCtnUKJH1OIuJyRCpffDgTcpyu1HEOKZfYdbczC9qLJzBpAzLroEnjmopdCVnDxj7wFW9sbEyTZd1KhN3a1dU19KlPfWqgv78/t2PHjosefPDBh50X7/GahSfoIwBf/epXh/7hH/7hGSLpU+HBAM8DEB+n4eRFYs3SUUUrmtf8AzmM0DEtzc06WANDbmSP+/a3v63OPvvsdfCiKDjYc/369R1EIqvpXO8jsvg0EW4DEXIW1jCdrwW+1RzRx1qxTOx0KFJEOWt1PmG0ZKPVm7qaVWQ4/7acYJQWMU/AllrhpZ2ja5vLurbB5bH2jvbFaAmrm9M97YsCeX5K9ypL5D1Or020/0/o/Xe9vb0jtM+LfsHc1yY8QR8h+M53vnPGWWed9VsaBq8bH98Y6al5VV9fF08IGhe8VAk5worWlnPdpMoTUSCPBaw2rFQCPZq+r7399ts/+Zd/+ZcvDQ0NpYeHhxuIcM9ZuXLlR3EsdGtIFLyQLb3qmYR4ElLKAoCt01aCQ9WV5wrO02E8NXi5r2jBr7CUTFlflvWSLo7lrHk7pWpRNlFWJ6Y/xfui04WvNX4bGhqmzm9KW/0YoeDeUDkN9fX1b6J93oQJSPiEI2DnqquuepYO/y5930jne4Es7ue8PHLkwxP0EYIoEOK4m266aXL79u0NWH8Paw82NNRpkjaBGSDLdEQGQeR1YMihCSurENE2NzepDJEA/Is7iKAf+vFD8OW9H5Yb584AISPBvz1hl+S+5kqYz++2ppuESvaRv9syhF0PuZ9MMpUK0poU4XEBDVr/bnaMj7VHAfb57euy6y0nGpngSyc++XfuAIqEn8lgVNQUZfkbj+pZlIBMEI1ZixHeIps2bab7j9D31pPpPp6M+93Xt0S95S2nh9dcc829W7ZsueN73/veSNlG9Vi08AR9hKGrq+slsnxfJ0OYGxvronSenK7TLLpaJGmjPyNj3DQReXdPt46QQ7QeLOT/ePxxPaw2ftapkiE7MJtcUQ1pIqlcO8Of3C4/F68rE+nP+pcou15Ruwck6bvawPbqsMnZ3l6qYQfCl1pF59NnKFlU10hUaZVOy84mJTT0QnRsGPuHwzPlpZde1vea/k6Crq6O62nEdf2nP/3pcNmyZSFZ/+PPP//8n1MH/G/79+/P+ejHxQ9P0EcY9u3b995jjjnmVbJ0A0zGgaTxAEOLxqScy8I1D3tGD51hISOhED3A+jNyTeDhhtUsVx9hlPOOqJYskXRuQMoH9rsEk6/OkBdpw8aixnbj8+yC7R3jGlVwWWYOIIhc+vLOekgCl9Y9l8cTh/I6uXzX9djtAeDvAjm2t2/fyvsGVLeA7msr3ft/RvQj5iA2bNiAn7fSsb9rbm6epN+fuv766+9wNoRHTeAJ+gjDvffeu+266677ZXd399tgBYNcOZUm66MMO4oOBMIa9Jo1a7TLHh5sZILjxPsuwpvN1Ww2l7dy7nJSDnD9LsuQsoE8vty5ZTkpkdOD9fNAZwk0+8noS1m+Tai2dW6TskuGkXo2E729D3/mclyjGa6XrJNtrbO2zV4jKI8XCkbwD0ZOkLDwN0Md9Goaka1esmSJ6u/vP/cTn/jE28kC30qd+WbqrH946623Pu28OR5VgSfoIwT04KyiB+Z8eujeODQ01MdeEyAckDQnpJ+YmIpJQBItIt7Y6wP7wXqmYa9+B2nDogbhcwrQ2fyKy8E1STibDOIieWkl2kQmiZC328fbn+1RBR+u66lKiTmpXsVjZ8ob9r72ZKKtiwOSqLk8l9Rio1y7mu2Rh4rYn8/BZI0OGYSN+w7ChjRCfwt/hJHW2rVr1VlnnXXNLbfccsJdd921L7EiHgsKT9CLDHB5o2HmmUSkZxNZnkEP0XH0EMPVKsPJ8WEBg1jxsJElHUfl4cECCYNk8bBJ/1u434GY8R3H7NixQ1vRmBgESWAbypUyCedongtmI2cbpZ1JMMMytCUNl84ry7A7CenyxuVA2uAJ1YIgShcBJ02KuoJT5IQq7ytHN1IWkdfEZO3qhGRZ0j9bLvuVdKx9D1wd6HSU1hV/D7jv+Ps4++yzu0844YT/k37+06T75rGw8AS9SHD33Xd/nx7id955553tmLiDrzKsG7xAnBz4wVF4vPoIu4VxhB6sYcgVnFCoSALpWCfFCy52IHyQOs4RudyVnGOuBG0Tq00WgK3ZSlKTcHlBuFYHl0N++zz8LnOW8P75Qr4YKh+oErdBW+pg2Gsh2uTP57AJlckTS26ZEPxQ1aENRL2M1cur5AR6AtFcezGoxq6P3aGZ88y8J7b8YpdjUgTU099Ei4oiQbFPWnnUDJ6ga4jzzjtvfVNT0+1EkO1k8S7jKDwOj+Y8GoAkKZnnGMQNDRqfQcrNzSl6YVFV5IQ2k4P8sAMgRVjX8KGFlQTLGV4AeOEzdwT8oJeSvHtoz5D1swlaar+83V54wLZGJenaurMtB9hEL0lc5tHmMkwHltH6M0scgSoNQrFJT5bH18nvLA1JSJKPdWrab3xsNE5dCiLEPeHVYniSNoX0qVkuE3UpKLNaehjJF9ientE52J0Lh7IHkXthkeSNV4i8DowoQM742+A5i7ScMfaoOjxB1wCXXXbZ0ueff/6L9IB+hJPDc4J517A6ySLF/iB0EDQ+cyQaghdAAPbEEydQwjMHuQNZ1kDIsJzRIcCKxndEsbEFzl4PXB97Es2lw9qL3PJ2CZf1yygN7HB3BvbknSR7LkOWz+Hm7PXCroiBpmVlAgqFDi3PwZ+Z5G1ZAb+hbeUowG4TJlHktsb95k5QujYG1ImmtWsde9OYxzNNHa1K0fWptCbVdLpOEyyImjterodr/kDeMwnb6kdZqBv+PvA3EeUgTw6B9FhweIKuAZYtW/bVJ5988j9DWpBDansyyfXZnnTi1a1B0hx2je2cE1oea1uTOAaELBdqxXJSbMGzVWgPi11ShLSC7eG0rLMkU3mshE3qLrlAbndpzq4yJbmaPNmZ6Hpm5uGQ55fWt0ujlue0Oxa7nbgO7k7XZNsrFMzK5NiGVWBA2CooaLkDUlVzc2sUPapmlO2qh91GSfIIoJcZo04e5UedtyfoGsITdA1AD3ifJAvb6rEtVYZNXFwGLB14Z+A4EDZesJDxoMmk/iZVaSZOR2rSkDZoIgZZg5QxvIUlzT7WAMsT5dzbZB0lKbk6HRexyn2TynWV6SJJwA424Qk1u00L3JZmR63d2mRuX0OSGx6QNGkY3+NQlVjZsk31j4HScgbeU2kcg/3yOkw/O20630ym3qSbVbO3V1Jn766f0h0EiBlEjb8H+rvwEkcN4Qm6BqCHsocfTtt3VsK1zQbLHCBaBJ3AKvaf8ngAACAASURBVAc54ztnr5MThviMiUEch/2YmEHcHLAC9zsch/UBuQ68UnhUf6eVW2ndbYJN6qBc5M7XLM8zWzvZ1nUp0UZRhLDsLWua75HLKk8a7bgkqlTJJODMduBjDRmbRX8LhZy2pI3+nNLSR5gJ4gyB+vgUe3HMzFNtt6XdFi6LmjsJvPF6jwEL1R41gSfoGoCs12a821JAOQsyCWxpw+qB9gzSRdg2gk/wIIO85QKqINr+/n5tJQMmBHxKP/gga3iAQH+E1IHMeWx1yjq6JI4kWcJ1TbbkIY/jz+VknqT9JFwdhlwQAERsZIR4D2tybebwX8pE9vlta9i2rmPLPqHdzBf2XQ7i0P3AeAHOaF+WODjk225H+T1pwQFZh+K1Fq8dfzeeoGsLT9A1QJBOZWD9hFHqy2JK4mRL0GX5MPAAsh8rIsIwyce+0bzYLGQKPHC86CqsaBAKW9H4DaQOcodbHwjaBL5MaFLTngUONzWbtFwariRj1+RgOeu7nEVYTh5xERCTlelgxH6aE4tWu9TIXelHSySOKEw8iCxPPdkYBjF5yrrqcpX0BOH2YVYs1p+zFepjQhWVx/UoyhEszbiu1dVmdsdY2sZm0lS3BfHyNKzzIOUljhrCE3QNkC8U0gXzxOmHLR+6ydlFMkDSUJvlDPbiAFhnxjYQOCdYkpNd0K9hRQOwnkHwkEuQxhKueGx58jH8LrVUSQCuCECu42yWd7k2KLe93Hf5WVrI2o0wMlHldSTtz9+L+6lIU2aLPKUiETveX3p+aDkiULFbnWZeFcYELQ81bWiSXaXYulVSDgpicrY7OtffStJ8hrXRkDP2p3+zpr7egq4hPEHXAESSadYRJeyHRpKbdF2z9+XPsIKxOsdxxx2ntm3bFpMlu9cBvJIHCBlWNB8PkobmjElCWNFYHeWUU06J049KNzYZCSfzW8j6ybwWro6FzzubfjyfYKJkjwkA6T31BGKhOIFYOnHnliziV8Fcs1zdRpcREZ08FvuwZ4y+n/o0RtYw2yI9Q5V6i6SiycV8yJOWRNppOr4ws+3kKjp2vSWc0pO5WM3TMCDgQVJQnqBrCU/QNQCc/2NLU1jPtvVZznq0tV4OlgDxgmhhCcNixgPLYcbsB8wvPo69O0DE2MaTjfi+cuVKvRQTH8MueS6pwWW5uSQP13UcLmYrZwaxRhIEtwMI2pBl6XXwNciJy+K5SoNaJPlqglSlpG7KFsRpVAVRR/1vSZ112dHfCZN4LKWYjSW+HHyMXXdXEJDcp/hj8aU16NBr0LWEJ+gagIbDYmoqLHl4ZoOtJcptbB0jhBt6MrvTcX4OaU2zNcfHgYyhPWPlFHhxgOAhb6xYsUITNixpV55kroucaOLfXRNstlUqf6us7ZITCJUDn1v6IOvzZ9zWpJ04iXV8LsuQsvFXZmLmjlAfGxGnTYb8Uc49BCXvpXp9KbFGKkTKBLXE7a7cHZRt8RfLmeniN2N+QJko1dSh/HF6zDs8QdcAcuZ9Pkf4eNDkIq3SuuZoRX5Q8R2TgNgfDyKsbpAwJhFB3qtWrdIEjUlC5A+GRc35PljSmE9Uakkf7n726IMt0VjXtToQSWQzkh1pU7OU5Nh6Nu/FzsAlM5jt8rv+t5KLKy1XJGZKGpW4JI7Z2hJ/IymvQdcUnqBrAM6cxssd5eeRpdk6lg8sZA+eQGTCZlc8EC8ymGFikMOPQdjYD78PHRzSK7DAisZ+KINlk/kk6cMl3nJeHOXkioKWNoLIla1QIllwGRyOPbMu+t+SbdKvPdajRb6MQAmNG148aVlehX8HQu/X3YrDV9suy5Xg35V0SgJ/D0HKSxy1hCfoGgBJcPBw5sNC/JABrqEooxwZxr/B2lMmn4O2qhSS8+QjN62iDILP8PLAJCFIF/mAo8xlsQwCmeSoNWv0EkoovaerW40Oj5gETvmCWYkkNbvvdpIXRzn9eS66dDnitofv7GanF4lVxlEBUXsMljJkmdKKjj/nTdY4NAUy1OlOK8WThzO9W/B7Dp2ADj4p6tjFupbWu3htKtKgi/KK3YnY7VDOYnZJS3pbdEiI9goNQYfKE3Qt4Qm6BtD5MizvBvfw99DCqUH1cKkLos94smGth/C0oBfkCg79huW8efNmvQ0kjXeUA9lj+fLlmqQnyOpeuWKFmhif0C53sML16t6suQazW9H20DuJQBYKfE724y5t10CTc7H93a52TIozOhX4IsfrQKZi6Yq9MWa49EV5UFpamlVjYzFAyKpx2evRyZ0KJmeH3YSynWWHkkTMM1ZqUUbPZtlHj5ZS6eayFfJYUHiCrgFKE+knE1zShFgSuaUz6VjekG5xcpUUmdENpAw5g32gUS9IGYgyRPDKbiLj/mX92rqG/ozJQ3wenxgvIbJKSLrW4DYpThLGv+h/C6Gxal0Wqp0sqRJ92/Wdj8c9QkfIk7qH3D5B0Y3PhKbP7KxnK9M1MajDVIJiaajfH7ztrUc9+OCDn77qqqs+f2iV9JgPeIKuAULr6ZFkdzgSQCZK/i5/Z7Jh6QLkzHmmmWxgXXIeYvhBg5wR2JKKrG6UCw+PtWvX6gjDcD9ZVyA6NZN8ylxzZY2zAODrtEPUDfkG0WggpaUHQK4dKDugQqGQ2CFVMjrgDmJifCy2nOfULnweVSRnl8Uvv9t1tcFeJWbi1MgdesKZPnd2dr3l0CvpMR/wBF0D0EMaSosWkJM2s8FFEJwgCWBCtq1cOPdxLmgmG07OjhesaU6SBIIG2UOfhlaNHB0IEV+3bp12ycPQPhctRirdwVydjG11lut85opy5UlS5bpCIjAjGV71HMmSil4XPLHHx/Pkn9Sg7QlH3sb30rk8VxjOuNel5Oq8Au3Sx2HinB5DCzSOxFVJ8xhJcxql+0QET+86GyJdd1NTY09i43osKDxB1wBkmRTcgQ+HDhwP6xeEqie3EHYsCCG2+lJB/PTL87IlDauZcwBDn4b1hIVkpyenYs8NPLB4hwQyMDiocDpegJThGgEsNDnPBTFxxrqzmmEp29ayJGTANfJhuK7fWKnBjN8PFfq+aY+TIJY4uKy5+onH0B15qK1pDnwKgsDn46gRPEHXACBoFzm7AjuSwJYgQrRBriBpne+hkI8nrwoFQQKF0vLiFT6Ez3RLc5NeIy9EGfTq7upUuekpNU0k3NjUoF3SRkaHVW9vD72PqPEokRLAIcZJEs1sw/8wLK9jF69bHlOqvyaBLWJjAWN/YdUGhqR1p2ZZtXIkIsuxpRJ531wdbymJhzoIqJnaGh0hCLC0TdyWrb7usLjdRCqadRQ5ytBlIVcimZXsF/2nPX9olJHzGe1qCk/QNUABoYRlggpmA1tysJqhCeMz5wkucAa12JUsnEEaxYxuReLQPq+wmnR4LxETPaT56Uk97B8bGzHeH6m02rMnVKtXr1YdnR1qNFoRhusElLMo5wexU2LlR8wYzhejCg33FKKERwUnsZVL0A/Ycog8p9St+beWliY9GQupCIsDY/3IQiFUNg8Wj+OrFZN6YdQULitdzWzvcpOHJR03r3dY0JWPfPY9QdcKnqBrACKGgk2chwI89LCa4VXBKUJhieUjTRgoKTcsDV22yYQ/j4+Na7IgulFZsqShRR84OKSJBDp0/+rlavv27bpj6OvtU8PDI3EiJT6fTWDzGcwyV8g6cVa5YlQgdOdi4icp+3AwjuyEZOfmun8cacmfeV/bE4SlIl4DcvZrYC+LiGjVTOvYbn+7E6nEw4N5X7dNHqu4aC+Tw9RNPOYKT9A1gCTouRIYJA1MCkqdWRKPfBhZxuDvklSYLPSKKvmcJivIIw319Tq39J59gwoSZC5HZedDdewxx6mNmzapE07ojHNPx3mLxfVIa5SxOMi66JnBsgz7J7tSqDLh2oTHx3MSKTvboLwP7OpoRiEgfNwT/GoWr0VGPdciCDPrXpR4TFBMSneoUpqx5RZ7+6HcA+yv663C/Ox7eywEPEHXAGTtmsfTqVEazDZ5CE8MzioH2C5gtrXE36ULmXxYdYL/qUlN0HXplLaY4cGhh99EKFOT02pgYJCsvm4tdcC67lvSp/VUWPAy/ahNBEnXUQlZuK7JbFfKXk1kNgSRkMtJjbjN7Q6Oy2OfaekRI32kmXSZyCQZy3vKL90JpEGqJv8JPEkODg7p9tWTc47rKfkb4fZIRZ2LuDZp/fN3gOvnmjy0O1Euj+sK6GvJF2bmxvWoCjxB1wCF6GmZqy4rh9og6XJLLdnn4PzNcKdj3Zof4Lo64w/d29OtGqkD2Lp1m8rmjQaayTRoS3rfvv2qq6tb7du/T3V1d+lESigLEotNzofroeJCaaeW5JZWHiW5MaK2lOHdkri4I2PytskdsK1W21otjSgM9eTbvr0HdJsZYo8seT1hOXPkoeuE8lNpTc71daZzxuStsnJCH9bchookDlFv7TPvLeiawRN0DSDd7OYKJsWSFJcRpMbM55ChzrB48eDJjHcALLr2tiYdpbZj+3aymidVXtXr32Gxw6rGeUHQmcygXhwA6Ug5C14SYS0moFrSMpYBO1KWkBJUMTtdMehHdpK2fm3OIzVvGKBBtMRYnWptbtX3A/r9CL1yUTShXjgrlntFR5cy+UJCfZ609txJxxOTswczVXwPUL7oXFH3KKjJW9A1gifoGiAfFvKFOVo5DDw4nF2OQ7UlWUtyZqsZ39lq4+1hyEs2YYIReaHH1fRUVk1M59TkVE6lyKqGxcYCaGtrm8oR4WCCCy53IAtY0Uz6gO21cPgkXZmrWOLRwpotTtxxLgsR+GF1mq7PtrbPkARufi/Ek7amXQJqq3q6D41q+YrleqIV+n1q7z66J5O6cwQPxlJKGLn9oZMIjZcJ/dHonB8prT1no/toUpZy/Zi0ZzMAnN4c1ndOUxvm89kZO3tUBZ6ga4AsWdA5tpTmQDpsmSGyDyHYAIa8mDQEEfOEICAtZBCFnZwnl8vqSSs+ZnyCCJy+T+e0rqGzs6Xor6SuPq1fra0tOk80rGmcD+eHNwmy30GzRjmQSewFZme/psRfymjYxfYo1wlITdXk2zDyiO6g6DZg2SrjTDzTX9v2hHBJG3aHxERt3OcgHZnHDPeos7NDLevv1x1aFgFAmbRK5zPU5lORX7NZNSVAuSkhm8BSj6z1yckpKnciSoOqtEcPzoNRDpM39sF9tesm28RuO5fVraMJCwVP0DWCJ+gaAASNd/0Q6Gfi0Aja5c/Mk1RM0tIrgK07OanFZZjkSXltwfEEl+03DfDKLLCokDAJRA/rmTsI9oJg+aASLXTmb9WTQ4yenLLqObOutneK1KhdboX8O9qRFzjg1dP5fmGCEPIGe38UPUBUNKKZmTNEtikv/Iv35uZGXTawdOlSfe8Rlo8JXUPS+ZJyysK6ztiLo1CwU+55VAmeoGsAGr7my5ECUInVac/2w9qR1qvUVJk4eV+WPcz3YhlSZ0V0H4riiUiUD0uZF5JFClKQEIIt8D2+vgpcxkqvMZjTZF+5cl0WteywlCpmtWP/4rg2DotSkqT8TX6XZG0ko2wsJ/Fv8JZBG6Kjs8nfdR67bJmRD4CLHjpLSCZwe+RkWEhnCm+RpKRJLovaniQEdCcTht6CrhE8QdcAgQpjL444xWOZobU+pgK3NZ0pjQgAD6t8+EFIkih4G8jcaNKlyZVYpsArk0lpVzocjyAVtp55P5D0li1btFVYJKdCbDmW8/WezwnE2YIwZN1KhvIqiKL4TLpWtn6ZEG0XOzkhaJcnrWqbuGMJidoJFq5M++oaacjJS7mNj5PXhfuB+8DWs5FV4OkxFaczTRrRzHZvtAatClOz3wGPhYAn6BqgEPIK94ceRTgbePhr+w7b5MFDawyPs9l8SW4OJhR4H0Cyjle+jqLwpKYNSYVXEGeUI+WFgq0VS9ikauvI0fznjCAf17s9Ocj3ULrlMbFzB4URCLcbCA8vHumUyiOlZdqBM7IODDNBHOoyoWvLjlh6ltjnsttHfpbSDQg+nQ68BV0jeIKuAQr5fGGhCIwtKpCm1B8B++EzlhYiEuEJki2xCA1RF2fyJbHzhCRPSCEfyOjIqJqYnHAS4OGikjJk4I2rg2C3OGzFijBK1xFEWyRzlxzgkiHk77blLmUUUyfTCbJbJPR+hMh3d3fpNsS9gusc9uFJPZuUGbJN2SsH5Iz9kXgJBC39uXmNRcB2qbR17bDYO5S0h+6EG+s9QdcInqBrACKIPB6TIPJ75Qgxexbd1kArARM0vCzkcZzzma07JixO1q9DuQvGbUuv1VdQ8SQaEzO/g0w6OzpVR3u79pVubWlV7W1t2l2M1z/ksiux2AxR6Nry1tiyLUkQ5Dg2qWyXVqxfdG0ZkGcmpXKReyEcjXUAicNjRBKvfY+kzCG3GYJFW0G7z6vGxiZ9HSMjo7qNMXk3MTGpJ1mnp7PR/clovV+WaUcBsosgk7/Jv2Lc6njiEfIWk7PpoI3XimmDOFZQjN7CuP35O98GbfFjXqO+zhN0jeAJugbI53N6dsokI5tjOFwZ8IPNKUgBtqxYqmDrlwnXzNbn4wkuk0AoU2KR4ViU2d/fr5YuWaIa6ht0yDcmvXTZ6HDgLCYkFDukvJw1ynAl9pGWv42kTmDGdnyn60KkJNp8OptXB4eGtc+x7AwkQcpzSLKU5UtL1JaR8F5P7QRNGGSM47FIAjqE8fGJqAy+/tKkSpysydbNWYc27nTj+p6AnOFRw5KKiRQ18odpU9nGQUTWsnMx2wJVeq8mqYwW1eIJukbwBF0LhHBpLVgP5/xAhiPjQdWnC4tZ3JiwpebMq6ywfmnnqWBZgz0FsKgsglcQSIG0mdu2bdMkrYfrQSq21mUYOiNJny7VYt3eE+Us6YpGGCCvuoyuM4gZRDlOluzklNuLTMoctneF7WpnSwV2x4T2NXp/Nm5r6ZJoX7ddpuwApMyEGBKjExv/d0zi4ndIHq7OJOk6k+6LnmTM572bXY3gCboG0CEIIYca63y7ZvssD5FNEuX2Y7LlRWTZ4rInkRjYj/fl5bP4oQUxg9SwwgrSm+L3kCzAHBEApBT8hrBvrXOmghmWs3z4bQ3UrnvcRpblbG+f0aYOecht2RoLlRc6wLVMTZd6OjBkbpEkTThJg5Z1lxa1vE5XW5RrF7tTguXc1AQPm+HY1Q6WM2fYK6dj82f5N8AGQxC55+N7FKjiQ71rBE/QNQCM0ljvqxCVTroxGXDUIK9TyGHHbFXxdgavNA3AGuvu7tYWJoAHH0TMngdmss2ch0mfy2VJRNZZ1s0msKR9k7ZJsipHPvK71I8xQQi9tqWl1YwgxG88KWqTrW1hyu28vyQ6Ox+HnUnOJnbXXEPSdkZRPqmP7wnuD9wsmZxle7kgOy9zDv1vyXVol8qieO1RZXiCrgHCQv6QdY2kBy5p6I+HFNYUyxy8kjeTiSQAtu5ArrAscSwIHHIGLCiUIZPQ47h0REgoF763vFAAUpFyYibbiq5kmC2v1b4m+ZuLsFx6Nb/L4B1otcMjoyqbK+hJMC1NRzFDsh52XhMuQ8pE8txJbnr2di7L9rKpBHYHZ0sp0lVSwq5DpefSLpY+YX/N4Am6NmjU1lcZC9GGvZK03E9ab2zV4aVzPEe5N2TiebaUAfkwx4n7ibTwAkmDsHXuYoSDB8ZVizVuAAl/kLSJ5Q1AkpVN0hIurZk/Jx1jExJDRtdJIuS24gRJeViFU9NqbGwCF6yT3sPjAkfAk0USPbumSXK3SZU1fPldXlOShS2PmQnUBomSwihPiNtl0LRZvqRD4o5RtoXZb+Zc9MxOs+jBwacs6EUcKhH4PRYCnqBrgLp0pkXn8QWhhak4xWM5MmO4hr12ciR+lw+yJBoZbCLL4Ycbfs2wnEDw3Z1dOn8xrHFN8CCpgllVevDgQbVj1041ncuqTH1dvIgAE0U5CcNl9Zcb0pc73rXNlhe4PXJYCZus/OnstEpjQhOZ7ELjfSI7N5uYpY5sdwbsFSPdF+0RirxHMhhI1jXUiZwyWj5KZabVytXdat+uUepMdPdRcm1cH/hOm0W3U8okvzOf2ejl0QF8rU1bsLTm6Az1K9T3sKm5WTU2NSrljeeawhN0bdBiTxxJ8ENjp7NklJuYKudJkAQ5ocaTTbCcMfHX1tIau3tJ0hseGVG7du3SJM51klKAa4Kw3GRY0kRcJVqzvd2WceSow+6M4mPL5EThY5KSGDHsQBfXBKdLzy6RZkJTx8aGlDrppFVqY2qb2rxpiDrF2dOHJun7syE+LnqDfNXS2qInhMtb+h4LDU/QNUBDQ0O7izQY9uQN4CK2JGt7Ns3WJg65DS9IGpgkhG8t9GV4aegVPIi8OdE8UotCy5XDaqnFJlm45SYDXQRtkyxvc5Gf6zh7u507Q5W0pdu7wq6fXQ+77q53Wxd33WNO4AQrtq01rZYvryfDuUtt33JATYb1ZQmar+2wEMT/aC8dRKMC1I3VHV7BHnOFJ+gqg0gsdc4556RsC1PqlYzZiDeJ7FzEPZtFJTVjTPjBMu7s6NBWspQusB3Z63YTQU9OTcZWqCTm2c7l0orLIYmYZ7MYXR1gMS9F5HkSGmKGfs6BOjZ5lrOaZ2q9xdEPt4lrMtG2THU5QUFb0Bn6qa+vSa1eHaq+jm71zH+k1M6B5DbkkRhfm2s/2Uaztbu+/xyZSC/av965o8eCwxN0lXHttdeu2Lhx4wzrCrBJJilVJH+3ic7+XE4aKKf34iGHFb161SqdYwM5HuByh/0ge8By5ijEJImmElRz7ilJ/ggLke+vcq/jaFu5tvQkZZ0kmcHldjfTetZ7aAO2ualJLeltUh3t06op3aCW93cSQY86pS27Q2R5yTUqK/1cKCmr+JtOh6vGqSPGKKmppVmlMpnWWRvYY0HgCbrKoIejjR9ylx4pH6Qkn+JykoDcp1JNUmqsDBDw6NiY1qMRJQiSxkQhyBlSB9ebVxavxHKuJez249BnljZsS5j3K5e5jvd36cwyb7MtPdiLGhTLMuW1tDSRBd2h6humVAP9t3xFn6p7aSpud5c7n1syKY/EfamcbC6rCuPGE4hIv6PiQj3mFZ6gqwwi3VY7N3OS1imR9HuSpeTa7iKSYnlmqSVenxDbtm/fqZdrmpqc0ktjIQG8DlyAl4H2dQ7icG6Zv3j+DWN3gYdKRsbaD6L6BYLsgmiS0N2+rk7U1QHiVcxdUtBthhfak3NfwC2O20p20iiqEDapukyg2rtC1UsWtBZ+61Kqf2VG9fQotXsnlVeA2oBz5MyyWEEQlVvQ58E9MR4cxQRUYThTVzfyu/V3hihLFUT+eIH+PEH3vr6hYUnFDe0xr/AEXWUQobXwELe4gGl5cubtrs+HAknK7BNtrDnzuxx64yXzOfDxaQS+RKSAbHcI/+bVvuEPPTVl0mfOH+aP7eUKMuiIwNfsu60i0pb3Q7aXbIekZaRm+k3n48RTZr9Qn1cGusjlruC+2NyeVytXN6junjo1Njqpmhrr1YpVrerkk/rVvr3Pq6DQrHJ5kx4AFGruX0ETM/J3p9P1ama/ZQi8VCcvDTsHDLlHnVFE0giDp/u76nDb3mNu8ARdfTRLAig3sXbYs/IWcA5esxCWMEi1qFlW1jkAhuhCbV0jvJjDjI0mvbhlDqTnxDJRuGb2X5ZImhiU6zq6vFXs9KrovDi/ifSPNh1bMdpSSiuZdKiamkPV1Y3Fegtq955J1dpMx2aaVF9Po+poq1MHDk7RzulIrkb0Z1ASvemaGOX6yb+xJE8bG2ijrq7u/kNvbY/5gCfoKoMeimZpmUkviHITO+X05kqgrV+RtQ5+ztAXQVjG02CmW5+c3AIkCYCI8R0aNZP9XEKXqwEOLuH8yC7PC/4u74u8fs5vYZOfaxLRkHJdnMtClmMkpJkJ+fG5Psio/iXIGNiiclmlnn1qTKXqJtS6E5eolStb1Nq1XWr4GRql5FKanPUi4DqfeLy4a4m742wTnraMU9y3uI8m6O4uP0lYI3iCrjLo4alL0jGBJG0ZqMTisSe57ElHDuXm4BOEN4NEQNScj4PrZS+dVWrpFy1HzpSXVE9JgK7tCw27vV2Ts0mThIArQIVhXxN3YJxRjicLZXpXPq7E2qX/m+sb1PKlHaqtNVTjY5Pq2WcG1f6RQdW/plut7Eur1au61KZNQ2r6oFnkIVBFmYLPwfWTHQzXK+kaXJ44vA/K6O3prUvddluqsGGDDyusMjxBVxn0B592JYNfaEgigRVdzPOM3xpKCJpJQw6DbUKBBQ1SRi4O7MeZ8lydyGLy7pDtLutra842gSVpzSxd8AiFrXUzOVgo8eZgaUh2EtJHurUlo/qW1Kn2jryaGMOkbAONctJqZGRIhb11atmSdtXXg1zWo6qAkPUoctv24pDXYhM1Q95X3odHUfJ26Rwu9EeyQalj6etL83QbPCqEJ+gqAxa0ndIyycKcT+AcsJThLmdkjTzXR2Fppkxm5vDX5VJWJDHjHRDlCy45xu5vkjxLagGWGOwJUXtE40p2LydYJcFyAn3u1GwrmY9n+UEvrxUW4slD3q9vSbPq6UmrxuZp1dIWqLb2JjVKJE2GtWoj8s71tan+5T1q05ZxpTM0B0VrGZB/UzKfiOwIGC6pwyZn2dnQNXtXuxrAE3SVQQ9D2n6AxW/xZ1vrLEfelRBfGJrjp3Vy+qL/L95cgRM8kc+z/9IDwpxvZhBG8b0yKSPp2kv3UTPKcx1TSftIS5jrLX3NXa50Ui9mwpNJlPg4ljPsehRHHJyfJK0KeZB0lio0SVeGhERE8OlArTmqXgeoNGTqVUdrXp15ZoMaGFRqeXcTkXSrauscV6vX5lXbM3Vq4CCdMzWuUoXS1Kd2J8GTl7ziin2fS9uJkykpvTKOvu6C0u6V+cU8+/sahifoKoMejprkNTBkaz7rHL8lBGReTCJyLTx+wKW3gkzQLz04jgRItVv6zgAAHj1JREFU17akSbMkfZrJnIlYrlYzUy5RznLNyCOr31WYViabYUE1NoWquwdZ5Og8QVY1NSm1ak2jautoUl1dGU2b9fWhWrKkUbW3h+rg0DTWTYsXTpC+6Hb9QczSX312D45SrRrzFB61gSfoKgMWdI3OG1u39gQWoBcMjUgHhCtdxmR6TfaGcE2qLVZInZi/yw4KcE0USn3YRpJ0YI7XJcbfS+UiajtlcnSHBTx+Kf29paNetXc26nzV2WyoA4HaO+g+1DWp5pZ62iujMkGeyLlB9fZm1N69E6owGejgEim3SG1ZjmrYpVAuAlwJ+Nh0obC4b/JrFJ6gqwwQtMwDDMwnybmG/YYgWKdUJSukmN+YVFT8ENvuf/zCdhB48diZeUQqvZQkT5aFgDyXnNSz9wGSyFla0ryEmE3morT4mNLJR21DGy08Wo6yvgF6c6saHk6rl1/AStxkYQfIHIgy82rnziGVhscGfc8VUqqru0O1tE6oyam8zqiR5G0iIUnanjgsNweCCcJc1i/qXSt4gq4y6CEJkiZsFpKowihSjgMlrF8VW3z2kN9ldbq02iMF9oSgK/ubPXnoahNXxGFp51gs07beQyLZgvZfziLUhP4mArVz2wH1yPiUXkAAoxlUq64BbpFpnd2uPm3IMkjXqf0DCL0PNdEjYb9rwtP+G5P3Ui4uMJvvupY4Fql/++8DPEFXGVIeACQBLATZFQkk8px1asWF2Op1kZKEXFEkyY1rMfN1kr7s8qqRy4yx5CPdCW2XNtlm8JThY5nQNSmqtJE2cEwKrhj0KqTVyHBeTY6PEmEj10bGkHR6QksYaZwfVrVqoEpl1FR2Uk1MZcm2DmJvHJe3iX3dgBwZuBZ0sP/+9JxD3k8S1gqeoKuMNGKA1cwHwTXUr8TLgfcrHm+HLhf3YV9XU17B+NFG1jPrz0mrochzgaQ43agtBxyKq6C5JNN5sJeJax8ucqanSWXnsonL/m5LLfxdhoLLjtUmdjmymOnNEsSftcwUqMjNDr+lVHEZwIzK5hAZWFwjMRQJjQJtJWMHum9axw44tVOile9qB2lduwwC9u7R7a4PMtGQdfYflkdV4Am6yqAHIpAPhW3BzT9S8aQVrC2EZPMEoSQk6MpIelTOX5aBfB44Fj7QvCgtTy6yp0JlqL6pHYjAjnKjFyZovPN1MWFLaYAta5v0kDAqCCKRWQU6/0cYTphyC5P03kFbG4wvM5RkTYg6/RECt82CwqHpSHkOIVTFLIjw/lBh6LSEXYTN26WbIC8kjHtXjARl98sg/jo9BV3cE3Qt4Am6+qjJHzqeNzyMIFcQjmsY7yJjVz5knmDDkkgujXoxg71QuIOyfaPttQxZ1gCJ8T4seXA5HKiSnOc5KMljIreX66xtS90lYciOJul3WWYxxN900silgt+4o3VJHlFn5Am6BvAE/XuCQqFoKSe5h7mkANtTw879nCQPLFa4rtuOxJM6PQgNZMb5S/CSkg67KtpeL8XkTKZTmDJWaMVI0sddpG7r6nZny5+5k+F85EiYxcmcivd4pkylydxr0DWBJ+gqA14ceE8agtoPowtJBGiOd+9bPCa5fHvYbxO0JDApkdjLPR1qvc0x+t+E7cX6HQpsrxNAejwwYcl6250PwOQLSxrb+TiXJWt3aLaEwta03bExXJKXfd2lvtuFknvB2+3ypawBcD4WGbQUHS1kmpS+AZH84S3oGsAT9O8JgoBDeYuRhGZ7UZe05Q7bfatYlnloTRa8fEzQeMeDv5ghr0XqxjI/hy0r8LXZFnNMYmpmZ8Dtyvq0lEJY98V8QFJHPJt3RXF70XedZRT2tJH1ADjJE8szbhe7mWlKo/18JrsawBP07wkQrpvLTceZ5yTxgiww3GX/aJlrwpVjmAkaBCOtOcgn7AmyOBGUDOFdnZC0PHk/Jjb5nUPgeaJNEiHA5M2/oTPD96ampnhSzs5jUs4TI2n0AKcg7IeOES+7I+U6oVPmjkFm2OPrjKMMA+NZoq8XS6ApM3JI+UjCmsATdA3gmhg6NBy6HIgHGWlA8HByDgkmHUnArgku1lTlw8+ThHwNpfLIXOTKhZU4i1ZxaVIh+bttBUvr2ZYKuE3YWpXZ42QiJiZkaNA8QQuyPHjwYDzZmjTBan93TQQaTTyvy05Fq7FLGYXJmDtOtpzlteKFycKTTj6Z6lZQE+Njqqe7U215ZbPae2BAZaem4YWdm9cb4lERPEFXGeXCcStHMpnZhpZ8oKUngU3Ctv7N2111tTXcQ6lfOZTT3eU+st6V7FucFA3jFWSYoEtD3pO1c3uClLfL5EsygIX3BSFzMikQs/T0sLMa2hOYUg+3deXiPSvWH5Yuy1e8rxwBSe8V2X64j0uXLlUnnniSGhoeocLyqrOtRe3ZuV2v2KKtb46I8agqPEFXGXbKx2p6PbgmrwBpKdr7zwwLLz1Gfl+scNWNSVS2idxfkljSpJ8kQTuTHHdgUu8G0bEG7Vp41u4k5WfZMZRmoysSsN1xyI6Fl+yyrxWANLJkyRJ1cOigGh0dV0v6etS+vXvV0NCQMiu952FBT8+l7T0OD56gawSpf9pk4JrJn0kypYngy52Hj8/nsyWpMaU1BeLAcNx+eG3i4uM44EXqr9I7oRK4EhHZCKNow9n2m3mcO5y+3H6yXtJatd3wWCKSL+kTze3BBM2Ws1yw114izGVBJ/moy8/mmGLyJ54fADiIht3qJGRHg/kHyFUbX35ZNTW3quPWHaPqU1x2oPK5vEot1gUnX+PwBF1l0AMR8kPtSpSfREClBFOq81ZCWuZ8YbRCRq5Eg2Vy4DSjSfVhaxrkjAVnmRQ4wx0sMaPXHr6eXOxYjDTh+r2cxFGuc7O9M+y2AGxXQnvEILexBcsTf9Itj4kebcNatJyklROy5WSWch2fLYXwhG3S35hdLl9LwTjLU10bVKa9vTgpatrGW9A1gCfoKkNGokkLCbDJIJmAijkeKtFtDfDQYlXvurgeth5urxRScsYgKBnKw+ri7WwtFofZh5Yjgz+7huBmm1sHr7TsQz3OlheYhG1XPJu05YhAurlxx8crn7uue64SURDn9ij+Hcjw89n+Pli7hlWPUH9o9FhnEvozOmEV5Q9HVP+cKuhxWPAEXWXI1UgAl6U3+0MrCX02MmTSK9VdpWfCjNIT9HF+2G1fZ2nNlqtTORIqtYjnX88ukv/M8GjXKIYtYVsv5rran+1JPL7HLHOw5Vwin+A/kKuKWgy+6kEUdq7TIVnXEKdHsgg+2rGgV8UJ9PcCFi0MuX46qUd8VBD9Z47HupLTamR4RB13wvFqYOAgXW9OtbW3qa7ubrV3/wBLJIvVd/I1DU/QNYB8gPm7vQ1wWbKVlO36njTRJbfJDkIOv12SgATrr4wgcNc7qW7y+2x6sa0tJ5Xl0s7N8RgBcPpVo7EGcRRjqRubrQtLIpfELNtNBqTwbzKcOvZ9Dgyx4ls6TCMRLH2fUIWUoWYsZpVCVjvaIRWa/eNLCgRBm2xL/EV/zBE5Y5eUYgu7EBO1oWbqJNj7gzZncwW1Zet2dfwJJ6ol3R1q/4G9avnylWr5qqPUwPCETpYUNHiuqAV8o1cZ9PAWOOrLtpRtYpIeFHMdAruOY8KI6hOfmwmGPRCk5MG6tVyXT9azkrqWI1H+3WW1l9uf4Uq8b5+L95HucsUOpzSIRQZzMLHak3OyvnbyJZvM5Xm4bmixRmLgemLTTAiirFM5TMqxTISMdXk6L1ZfSSXd/1RJBxHrxrR/LmUIuBCU1j3Q4dzRmpLR5sGxYfWzR/5f1VyXVhNj4+q5519Qk5PTZnk0agcaMy3uENHXKDxBVxmsY7rCiuW7jSTJoxLS4+3SomPvAukeJofycv06JmcmAGiqHPDA0XG8DFY5zCZxVKKnH462bE+kVeL9Yru22Ra23cGWq7/eXycX1VoGWcZ51V4XqK5MSjWTZb8zn1ID2YLK0nal04sWYqs5nyrEsgSkDLaaU3xtykgfcb3RmWJ7QZnUpYUoZwoOLBgbHeStjzcXqIYOHFCjkYAyMjoW5ZyOFmgopGuy2PHvOzxBVxn0oId2sIMtMTBcQ3ibZGYjJpecgQk+9o21/WsluHzWnPk7rGtOr8nWtq3LJo0K7LKTrrfcNtdvs7UdW7muydFor5L74CLfJIlFEr5L+pD1Yys6RQScIqJspve+xjrVRRbv5EROTWWzakor0CkwapQjmqz5wH2fMkFkyVsSDYg3BTkH39Ef0LnSqbQm3wI6hyBDBG06jHyIHNV57EQWNbSRIJJUUnGZqfpUT+KN8FgweIKuMkozkVU+gz+bm9Rsx0miYbcwmZXtUCzTchNsgCtazVXubBY1l+XanlS3cufi/e0cGEWJw73St4w2lBq8vP6kzsUeJWEv2LGpwJB0Y6ZBtVD5rSqvepCcP6hTOSLrAixoSDGB2T9Mcd2pjIyYJ1CGdOMRQTTjCEkkF4RCyhGeP3pJrYzuBJBvY3J6Uo1NTESTjFBWAqXE9aAjbmysX1lRY3vMKzxBVxn5aLE61jiBJKJxyRVJllkSJEHLST9pSdpeDfb5bNjpRe162HJFpddXyW9JBC3dFu3fbFlD+noXr1vNaA8p/5RrZ5d7oqueZr9QE2GhYOQDvIOFYbhmw5SawuQhRidEkvkQr4LSi6QVtEuGSqVNXVMZcx1TIggFMhPkDJD/xPSU+Vxn/K8zNAqa1L7rUE9SWr5oaW8zLnQHJ+i8eW05p9BO2h+6GLCTNz7yyxMbwGPB4Am6ypDJcWTyd8C2RmcjBt6nkt/xDqkC0WyQOJCsB1o0yudIM5eHRtJQny1wJNkBMYyNjWlXMju4oxzm4qVSDq7wadvatUcNxToWPSwk4dqeHKXJ7WfmNEnaLs8D8VdLD/QamZpWe9P1apyM9J103pGmerVi9SrVt3SpCjD5mkqriYlxNU7tC60faGxsoleDam5uUeMTo2r//gOqt69Htbe3q8lJLAwQqr2791KDhKqjvSNKA1sX5SHJq+nslJqYnFDdPd1qlMrduGmjGn5lizLmd0pb9iq+FrrmXFZ1dXaeeVg3x2NO8ARdAyRJAwwXMVcqhbjOxWWCnEHS0tqEby6I1R6q83eZnpJdyEDwnFoUIcKsR3Mk3aFY+IeK2TokiaR2dndCyb/bZcjf7XSsEnZ0YnQ2Bf+NlHawy6sJspB3Z+lBzAdqOA/rmcrJ5VUdVizMmGjAOiJkYlWVDqO0ofXUxvR9PDtE58iq3PiYGj9I1vTISNxJZcfHFSI6B6Mwc+k5BFIGQW/ftkMHz4zQcalCJIEodj6MOBrWfj6nzv3gB8++5ZZbeu66664DFd8Aj8OGJ+gqo1zQg+v7fIInB9nNjvVVDgu2ZQkmbHZLs5MLsUXOieeTOpH5vKa5avH2vkmjBYZsCykB8W9yH9ekqH28PC72xqDXFBFgHgEsAT7Dsg7UgQMHdHujbdlTBm3MBDs8PKx/0zJVmFOjo0TQE5NaZzb3pFEFKXQCQdxp4t7zZK6WqWnfTZs20bGjM+prtxPLYVR2F232BF1FeIKuMlweBOUm0g4V5crmJDqcvEdOFtoSRrmyWZ4BSUDi4DSXLosx6XOl11eOeF3ygvxudxr82c4oaPbX/864Ti7HDtFOmh+wv8v9ip0C/YZ5R/oH8dNTek4u1Dp0A+3T19enVq9erUOvOX0oh2NjtMOh4ygP8kdzU2sslzU1NWqNuRClVQWxc04QlqCmsqYc2em42rmjoyPeHlnhbYk3w2NB4Al6kaIcaR+qtcjHYSjLsCe0yhGpPLf8DOtLP/D0sMvlmyol6EOpv6sOh0L+LutekpNZMGR2rxJZnsui5n3L7a9kZ6CM3qvd2pSZvMV9Qj6MgYGBknkCGS7O58pmc/RbNs7HwSusQG9G1KTsWGLfe7jW0WcuW9ZZfgdB84rm2Jfe2xMbyGNB4Am6ygiC4NDN4uKx+n2uuq5MO3m4sgPqAFLm1apd5DxXJJVzOHq2y8Ll/Mx8Tlm8nByUlrhtcdqSRtLk4AxrnvdRka+zdlc2Oj8kDqyMgrohYZEcddkToaiiLFfn4gjZVTDBjztQsWueq468je9tISJz6hha53wDPOYET9BVBlb1rpRoylphFaLS/edSbpEIii5Z5SSSuZB3uQnHSixoFzFDp4Umy8N/s48uxXl+l2XM26XrYlJ9SrRqBeeKvPHkoM/pwGjFOo9GYHKFgAxRx66uLl0/JM7nMu2OAm56JqCE68T1S25Hk7PDvQ4jA/cVnjmworHdE3Rt4Am6yqAHLm0vdQQkDZmTwpFdQ33b6uNtlU7cyaGz/eAmTSLZE2iusu26ynqWq09S/WXdXAST1DZ4ZYgQl3R3q7q0UmPDw+rgyKianMqR7Uo0mS76d0s/dXkOee+kP7jMeueysuNJWfhhq5S4TwUd+h2y/0Rg9p+cmlRDI8MqV8jH2er0PpF7RXyFOrlS5K+ty4tGSXyMdesDvscF96igIM5xYHBA69U7du1U+8mqr6ur8xp0leEJuspoaGhItbW1xXKDXMDTJiJ7cU/AleSIYVt0EkmdQRKShuau8lznq6TsSlZUmW9k8zktG2QRWk1D+Aw8WKZzJil9rjSpkJ34SCb353fp2WIvvOtqN1cnUjw2ImwqN93QoHp6evR+mzdvThxJ2LmfGS4L3h7xzCiP9kkHJroQwGQk2gqulL19vSij+dBb3ONw4Am6ylixYsXE8uXL9UPH/qn84EDzky5wbJHZOSTkOz9wLr1Ufpf7ucjQdUzSb/IdqES6mI2Ay0kj8wntZpjLqobmBtVGw/ehkRGdk8KsvVdckMClqdsdC7erPbkm9+PPLmJklJ6vGCSza9eu2PPGtV6kHhGIhXv5b8ZlybtGPxIg45WrVqll/ct0QIz00nn961+vtr26ddv4+PjTlbWyx3zBE3SVceedd37l7/7u724+9thjl8nVoGFRg7Thmwo/VyZvwE5NKokZQBnQVDs7O2OfZnZ74xcHmvC7PfFUrgOwtwEuC9E5ISV+s0cCLuvSPibJGrVJsZzMIfdB7ScmJslSNH7GU9nIA0KVEpmLmPl3HtnIUYwrLNz+DMiUp3KxV/NuJvnYhU5mFJT7YxuIGfdaBg2hg9+5c6f2AOE6ypd9bv67wm9w6XvXu96lzviDM1RnR6dKpVOqob5BNTY1qp/8+CePnf9nf3Y6fveoLjxBVxn0IBduvvnmk8hKeSM9JG3wLcWLHpLO44477naymtLbtm2L1/xjSJJiK4kfLjycp5xyinrPe96jYJ2DLGB58QtkzT60vCahfOf9+Hcmcp0L2HrxebkekhS5o5HDaUn0MsUqdyIuKcVF9K4QcpfVb+8vX1k6X11DvdZVx/cNEQHVq2w+Sv8ZGH8KLktq5TLXtZwMlZ8BEKUkRI7e432ZWHk7EyyTbSaT0pODPInJv/E2dCj8wv54cXQo9oP3x49//GO1ffv2+O9H+roz8fO5uX1NKHi9OvaYY9To8MjB//G977+F7s0YXfvkKOGBBx6YWshnwiMZnqBrgLvvvnuQ3h62t99www0hDSnvZkK1SUYSpyRpaIT9/f3qrW99q3r88cd/SkPRbfQA9tGrmx68TrKOOvAiq72dw7JdljX7xfK5bHJmIud68TauD7wixnWIcRgTvzwe5fNnGUQhCRW/YQQBgpELt9oWuCRHSeSy07A7jwn4akca65S+VqJmpDlOZXT+CeivstOTRMhReEx2/J0/Y1/cBz4GuTIQ0SdJFkEkyKPR3NxE25hgEXqfiRZIUCXWMS/Cy9u++93v/nBoaGgTnXeS6jlG1zqKF13bCLXbyNjY2HBXV9fP6beMXNSXO5gkqQPnQL07aAS2a/fuHRs2bHhpgR8BjwrhCXoRgR6UF+FahQdTJh6SkoZtReLhw/B01apVcIvKP/HEE//5vvvum3CVTx1AS3t7+0n0MK6gB75T6cC1VBO96umVpoc1NhWp/HwBmXXE92hb/BnbqZxWIpN+qvNSIqNlK1euXEfX0NXW1taACVHalpK+xhwRF5F7yB0RfcfnAhFO+l//9V+Dhx9+WA0ODpZo52wNsuW4Zs0aPSyHZortSAD1yCOP6AAPO1sffm8hAp2YRN4RuvBGc0yKCFqHRafM8iMI9ADRrlu3Tv3xH/+xTkgEks3lsmFEcKGxYusDkCx9DkDEIF8m0iDStNFZDQ0N5/bt2zuye/eeLbt27fwpEeezVK89dJ3jdFk5Om8D7V8HFzZ6NdPxmIhr5XtC+01T2+wfGRn5JRHnxtn+hv76r/8619fXl4FrnvxbcecFUSV/Q0MHD049/thj7/rAn/7pbKfxqBI8QS8i0MP7/9GDUgCpIUqvksk3AF4hS5YsUfv37z+YRM7Al770pTF6ezx6LUoQCf0n6kQeI6JKg2TYIi7mNTbDcRBKd3e3Ouuss3SHQWRf2LVrV+HZZ59t2Ldvn+4EeHTAw3ggRDa3qRx9T5vE9Tp5vnmZfMhp1dLSrE444Xgq+53qa1/7x3s/9amrbpKdVRLWr1+fXrt2bTNkrFdffXXyW9/6Vn7p0qXquOPWLXi7MWgEliWCbty4cSaX2zq+dRw6yck777xz10LX0aNyeIJeRHjggQf2XXLJJf+FLLirXRNMSYDVjfwNtP90Neq5kLjtttuevPzyy++lNriRpRfbW4LziCCI4le/+tUvLr744rfjWOjw//zP/zxA+3SxFGQTtG2Rs1YspZOGyMXtoYce+p9XXfXx6+lVUd1ByPQ2MuuOCwjq5LcvW7bsRFyHjDq0/dUlWWNfdHhE0p4PFhn8DVlkoAdlBx4czMbz2oEu7ZCBh2vlypWqt7dXPfroo1/HsPxIB1nGAyCXrVu3xpYwwGQKSYNISEscNGr4f+SxxxxzTPDMM8/MmMCzvSj4s03O+IzyMSLZs2fPaFUueB7xF3/xF6+jUUgW0gvnRwF4zsLW7FlThwcQjcQ8Hywy+BuyyEDD9/14WJJCiO0hKqw9kMmWLVt2XnnllTdUtbILBCLYB973vvfdcNJJJ/XwxCQTCfvmwsIFQf/TP/3T/yWPHR4e/ikR7PmYJGPYYegy6b78DDBB4xwDAwP/VpULnkdAivnKV74S0ggkkHlSot+cro1oV4xGaP9EecyjNvAEvchQV1e3D8NNmQLUhtyOfeFaNzQ09GK16rjQ+NGPfgRm6cXna665Zil1Wic0NjauJaJdQ9e+nCzBZWNjY71E5HsiXT3Grbfeuv78888/98CBA5mk9rMJGZCudWhTTFh+4hOf+OJCXeNCgizhLCZpMckK2L7ktocL+9BTu7/h9NNPr2XVPSx4gl5kIDLajaWLyhE0Aw8eJgjhYkcW9K+qVMWq4v77799Db3g9UukxS5cuzb/66qsZlyyURM5M0JA8MPlI7Xr4aflqhO3bt/93qv8F7KYoRw7yxdcLrxVcM2074iSd1zo8QS8yYJLswgsvvImG2V+Q4cF2NBu/8GCtWLFCPfXUU/9Sy3ovJqxcuTL3xBNPNNhkLINP7PZkwIUP+jas6CMVN99884deeOGFP0MnBVc/QPrRy7aAlIM5jKOOOkr98pe/bKxx1T0seIJehOjp6XnypJNO0pYxJ2rnCD0ADxtczaA9n3nmmdBM80Tsj27YsKHGNV8c6OrqyqF9OKjGDsF2hY7zZ9b0BwYGjmhr8pxzzjl40UUX9XLgkMzOx5GEeGFyGR3SY4899uQdd9yxo8bV9rDgCXoRgqzinUQyf3/qqaeO00M1RkQzTC8kBR6h9xF62CAuDtD78A9/+MP955133pidvvP3GZlMZqiDAHKyM9K5wsMBtB8IC5IRkXT4yCOPXPaWt7yllpdxWNiyZcv/tnfv3v+FyLiOrruerjOFQCRqDwTFICAJ3+t27NhRR6ONoSuvvPKT/m9o8cET9CIEWcLP0dvHal2PIxVPP/30m4hkd9PHlG0p25OCthUNi5JGLJM33HDDP1W73vOJm2666fv09v1K97/iiisWsDYec4UnaI/XHBDw8+EPf3iCLMUWe3EEO6eHnERLRQu2ktU5a9Sgh0c14Ana4zWJpqamEbKiWzgBlEymL4NXJFFD4oDLIr17gvZYFPAE7fGaRFdX10uve93rliEikzPmSTIGOPEST5oh4dSJJ56ICMZXall3Dw+GJ2iP1yTy+fwtp5122sOZTKaew8XtxQLwHd4eIGdED8Jr5pVXXnn54YcfPu3cc8+t8RV4eHiC9niN4p577vmf995772cuuOCCLw4PDxdGRkZy4+Pj0xMTE1OTBqNTU1PaK4Y+Dw0ODh7Ytm3bjquvvvr2SjLXeXhUA/8/+5OH+Ppmk8MAAAAASUVORK5CYII=</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>