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Martin Mac III Performance (Martin_Mac III Performance.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mac III Performance" ShortName="Mac 3 Perf" Company="Martin">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>699b7e1b-bdc3-4291-b151-ba108291f693</Thumbnail>
  <History Date="19-09-08" Author="David Hunt" Comment="Created" />
  <History Date="07-11-08" Author="Jonathan Moreton" Comment="Checked" />
  <History Date="06-01-09" Author="David Hunt" Comment="Updated to Version 1.1" />
  <History Date="07-01-09" Author="Jonathan Moreton" Comment="Checked" />
  <History Date="17-02-09" Author="D4 Personality Fixer 2009" Comment="Changed Function Names" />
  <History Date="09-07-09" Author="Jonathan Moreton" Comment="Upadated to v1.2 " />
  <History Date="17-07-09" Author="David Hunt" Comment="Checked" />
  <History Date="15-01-11" Author="Nic Morris" Comment="Adapted from Mac 3 Profile" />
  <History Date="25-01-11" Author="Nic Morris" Comment="Revised macros" />
  <History Date="25-01-11" Author="Nic Morris" Comment="Fixed power on and locate" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information. Added RDM Mode information." />
  <History Date="22-02-19" Author="Nic Morris" Comment="Changed name from Mac 3 Performance to Mac III Performance." />
  <History Date="22-02-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Added gobo and blade macro swatches.  Major overhaul." />
  <Manual Filename="http://www.martin.com/service/downloadfile.asp?name=UM_MACIIIPerformanceLoRes_EN_B.pdf&cat=65" Summary="15/1/11.  Software v1.6.0" />
  <RDM>
    <Device ManufacturerID="19792" ModelID="1610" />
  </RDM>
  <AtlaBase TypeID="e16aa2c0-1b16-43c7-be2f-a400659cd14a" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~50" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="124~110" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="84~70" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse    %.f%%',0~100" Dmx="104~90" Intensity="0~0" />
      <Function ID="7" Name="Rnd Op Pulse" Display="'Rnd Op Pulse  %.f%%',0~100" Dmx="144~130" Intensity="0~0" />
      <Function ID="8" Name="Rnd Cl Pulse" Display="'Rnd Cl Pulse  %.f%%',0~100" Dmx="164~150" Intensity="0~0" />
      <Function ID="9" Name="Burst Pulse" Display="'Burst Pulse   %.f%%',0~100" Dmx="184~170" Intensity="0~0" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" Intensity="0~0" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" Intensity="0~0" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Condition Name="Rnd CMY Fast" ID="2,3,4,5" If="'C/CMY/Gobo'==3||'C/CMY/Gobo'==4||'C/CMY/Gobo'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
      <Function ID="2" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Min" Display="'Min %.1f%%',0.0~100.0" Dmx="1~127" Colour="0,0,0" />
      <Function ID="4" Name="Max" Display="'Max %.1f%%',0.0~100.0" Dmx="128~254" Colour="0,0,0" />
      <Function ID="5" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Condition Name="Rnd CMY Fast" ID="2,3,4,5" If="'C/CMY/Gobo'==3||'C/CMY/Gobo'==4||'C/CMY/Gobo'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" />
      <Function ID="2" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Min" Display="'Min %.1f%%',0.0~100.0" Dmx="1~127" Colour="0,0,0" />
      <Function ID="4" Name="Max" Display="'Max %.1f%%',0.0~100.0" Dmx="128~254" Colour="0,0,0" />
      <Function ID="5" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Condition Name="Rnd CMY Fast" ID="2,3,4,5" If="'C/CMY/Gobo'==3||'C/CMY/Gobo'==4||'C/CMY/Gobo'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
      <Function ID="2" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Min" Display="'Min %.1f%%',0.0~100.0" Dmx="1~127" Colour="0,0,0" />
      <Function ID="4" Name="Max" Display="'Max %.1f%%',0.0~100.0" Dmx="128~254" Colour="0,0,0" />
      <Function ID="5" Name="Normal (Full Range)" Display="'Normal (Full Range)'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:6000" PowerOn="1:6000" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',3200~6000" Dmx="255~0" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" />
      <Condition Name="Random" ID="21,22,23,24" If="'Colour1Func'==4" />
      <Else ID="25" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="185~188" WheelPosition="1" Colour="0,0,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="181~184" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Orange" Display="'Orange'" Dmx="177~180" WheelPosition="3" Colour="255,128,0" />
      <Function ID="5" Name="Minus Green" Display="'Minus Green'" Dmx="173~176" WheelPosition="4" Colour="255,195,210" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="169~172" WheelPosition="5" Colour="255,255,0" />
      <Function ID="7" Name="Congo" Display="'Congo'" Dmx="165~168" WheelPosition="6" Colour="0,0,180" />
      <Function ID="8" Name="Red" Display="'Red'" Dmx="161~164" WheelPosition="7" Colour="255,0,0" />
      <Function ID="9" Name="Op - Blu" Display="'Op - Blu %.f%%',0~100" Dmx="0~20" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Blu - Grn" Display="'Blu - Grn %.f%%',0~100" Dmx="20~40" WheelPosition="1" Colour="0,0,255" />
      <Function ID="11" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="40~60" WheelPosition="2" Colour="0,255,0" />
      <Function ID="12" Name="Org - MG" Display="'Org - MG %.f%%',0~100" Dmx="60~80" WheelPosition="3" Colour="255,128,0" />
      <Function ID="13" Name="MG - Yel" Display="'MG - Yel %.f%%',0~100" Dmx="80~100" WheelPosition="4" Colour="255,195,210" />
      <Function ID="14" Name="Yel - Cgo" Display="'Yel - Cgo %.f%%',0~100" Dmx="100~120" WheelPosition="5" Colour="255,255,0" />
      <Function ID="15" Name="Cgo - Rd" Display="'Cgo - Rd %.f%%',0~100" Dmx="120~140" WheelPosition="6" Colour="0,0,180" />
      <Function ID="16" Name="Rd - Op" Display="'Rd - Op %.f%%',0~100" Dmx="140~160" WheelPosition="7" Colour="255,0,0" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="20" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="222~243" Colour="0,0,0" />
      <Function ID="21" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="22" Name="Slow" Display="'Slow'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="23" Name="Medium" Display="'Medium'" Dmx="248~251" Colour="0,0,0" />
      <Function ID="24" Name="Fast" Display="'Fast'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed Index" ID="1,2,3,4,5,6" If="'Gobo1Func'==1" />
      <Condition Name="Fixed Spin" ID="7,8,9,10,11,12" If="'Gobo1Func'==2" />
      <Condition Name="Shake" ID="13,14,15,16,17,18" If="'Gobo1Func'==3" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==4" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>96ce3e4a-693d-4232-9cef-d83ae06abc23</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Leaf Breakup)" Display="'Gobo 1 (Leaf Breakup)'" Dmx="10~14" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c018a573-4e6f-4070-9185-385c967e426f</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Dot Breakup)" Display="'Gobo 2 (Dot Breakup)'" Dmx="15~19" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e274152b-fbf8-4c79-9ff8-ce2005838501</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Limbo)" Display="'Gobo 3 (Limbo)'" Dmx="20~24" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>fe23f1fc-5c1c-47ac-9ea7-fd4ace92e742</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Linear 3)" Display="'Gobo 4 (Linear 3)'" Dmx="25~29" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d02fa1f6-f9f1-48b0-a025-94fcf9c2fe6f</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Raytraces)" Display="'Gobo 5 (Raytraces)'" Dmx="30~34" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa7ddac0-fc70-4df3-81b2-dedb25b83a93</Swatch>
      </Function>
      <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>96ce3e4a-693d-4232-9cef-d83ae06abc23</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 1 (Leaf Breakup)" Display="'Gobo 1 (Leaf Breakup)'" Dmx="35~39" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c018a573-4e6f-4070-9185-385c967e426f</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 2 (Dot Breakup)" Display="'Gobo 2 (Dot Breakup)'" Dmx="40~44" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e274152b-fbf8-4c79-9ff8-ce2005838501</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 3 (Limbo)" Display="'Gobo 3 (Limbo)'" Dmx="45~49" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>fe23f1fc-5c1c-47ac-9ea7-fd4ace92e742</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 4 (Linear 3)" Display="'Gobo 4 (Linear 3)'" Dmx="50~54" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d02fa1f6-f9f1-48b0-a025-94fcf9c2fe6f</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 5 (Raytraces)" Display="'Gobo 5 (Raytraces)'" Dmx="55~59" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa7ddac0-fc70-4df3-81b2-dedb25b83a93</Swatch>
      </Function>
      <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>96ce3e4a-693d-4232-9cef-d83ae06abc23</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~89" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c018a573-4e6f-4070-9185-385c967e426f</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~119" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e274152b-fbf8-4c79-9ff8-ce2005838501</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="120~149" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>fe23f1fc-5c1c-47ac-9ea7-fd4ace92e742</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~179" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d02fa1f6-f9f1-48b0-a025-94fcf9c2fe6f</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~209" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa7ddac0-fc70-4df3-81b2-dedb25b83a93</Swatch>
      </Function>
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="210~232" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="233~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4" />
      <Else ID="7" />
      <Function ID="1" Name="Index" Display="'%.2f°',0.00~395.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="771~32382" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32639~33153" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33410~65021" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="65278~65535" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.2f',0.00~65535.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="C/CMY/Gobo" Name="C/CMY/G Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="2" Name="Col Shake" Display="'Col Shake %.f%%',0~100" Dmx="57~19" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="3" Name="Rnd CMY Fast" Display="'Rnd CMY Fast'" Dmx="58~83" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="4" Name="Rnd CMY Medium" Display="'Rnd CMY Medium'" Dmx="84~109" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="5" Name="Rnd CMY Slow" Display="'Rnd CMY Slow'" Dmx="110~135" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="6" Name="Gobo xfade" Display="'Gobo xfade %.f%%',0~100" Dmx="136~207" Update="Cyan, Magenta, Yellow" Colour="0,0,0" />
      <Function ID="7" Name="Store Cal" Display="'Store Cal'" Dmx="5~10" Update="Cyan, Magenta, Yellow" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Animation" Name="Animation" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Animation_Rot" />
      <Function ID="2" Name="Horiz Index" Display="'Horiz Index'" Dmx="6~10" Update="Animation_Rot" />
      <Function ID="3" Name="Vert Index" Display="'Vert Index'" Dmx="11~15" Update="Animation_Rot" />
      <Function ID="4" Name="Horiz Spin" Display="'Horiz Spin'" Dmx="16~20" Update="Animation_Rot" />
      <Function ID="5" Name="Vert Spin" Display="'Vert Spin'" Dmx="21~25" Update="Animation_Rot" />
      <Function ID="6" Name="Vert->Horiz Spin" Display="'Vert->Horiz Spin %.f%%',0~100" Dmx="26~110" Update="Animation_Rot" />
      <Function ID="7" Name="Horiz->Vert Index" Display="'Horiz->Vert Index %.f%%',0~100" Dmx="111~195" Update="Animation_Rot" />
      <Function ID="8" Name="Vert->Open Index" Display="'Vert->Open Index %.f%%',0~100" Dmx="196~255" Update="Animation_Rot" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Animation_Rot" />
    </Attribute>
    <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E">
      <Locate Locate="7:0" PowerOn="7:0" />
      <Condition Name="Index" ID="1" If="'Animation'==2||'Animation'==3||'Animation'==7||'Animation'==8" />
      <Condition Name="Spin" ID="2,3,4,5,6" If="'Animation'==4||'Animation'==5||'Animation'==6" />
      <Else ID="7" />
      <Function ID="1" Name="Index" Display="'%.f°',0~395" Dmx="0~255" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Effect_Rot" />
      <Function ID="2" Name="Effect Index" Display="'Effect Index'" Dmx="30~30" Update="Effect_Rot" />
      <Function ID="3" Name="Effect Spin" Display="'Effect Spin'" Dmx="40~59" Update="Effect_Rot" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Effect_Rot" />
    </Attribute>
    <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E">
      <Locate Locate="7:0" PowerOn="7:0" />
      <Condition Name="Index" ID="1" If="'Effect'==2" />
      <Condition Name="Spin" ID="2,3,4,5,6" If="'Effect'==3" />
      <Else ID="7" />
      <Function ID="1" Name="Index" Display="'%.f°',0~395" Dmx="0~255" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="200~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="229~216" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse    %.f%%',0~100" Dmx="243~230" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Rnd Op Pulse" Display="'Rnd Op Pulse  %.f%%',0~100" Dmx="249~244" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Rnd Cl Pulse" Display="'Rnd Cl Pulse  %.f%%',0~100" Dmx="255~250" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:33" PowerOn="1:33" />
      <Function ID="1" Name="Zoom" Display="'%.1f°',11.0~55.0" Dmx="65535~0" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset All" Display="'Reset All'" Dmx="10~14" />
      <Function ID="3" Name="Reset Intensity" Display="'Reset Intensity'" Dmx="15~19" />
      <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="20~24" />
      <Function ID="5" Name="Reset Effects" Display="'Reset Effects'" Dmx="25~29" />
      <Function ID="6" Name="Reset Beam" Display="'Reset Beam'" Dmx="30~34" />
      <Function ID="7" Name="Reset P/T" Display="'Reset P/T'" Dmx="35~39" />
      <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="45~49" />
      <Function ID="9" Name="Lamp Off" Display="'Lamp Off'" Dmx="50~54" />
      <Function ID="10" Name="Store Cal" Display="'Store Cal'" Dmx="55~59" />
      <Function ID="11" Name="Dim Linear" Display="'Dim Linear'" Dmx="60~64" />
      <Function ID="12" Name="Dim Square" Display="'Dim Square'" Dmx="65~69" />
      <Function ID="13" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="70~74" />
      <Function ID="14" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="75~79" />
      <Function ID="15" Name="P/T Normal" Display="'P/T Normal'" Dmx="85~89" />
      <Function ID="16" Name="P/T Fast" Display="'P/T Fast'" Dmx="90~94" />
      <Function ID="17" Name="P/T Slow" Display="'P/T Slow'" Dmx="95~99" />
      <Function ID="18" Name="Param Shortcut On" Display="'Param Shortcut On'" Dmx="140~144" />
      <Function ID="19" Name="Param Shortcut Off" Display="'Param Shortcut Off'" Dmx="145~149" />
      <Function ID="20" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="155~159" />
      <Function ID="21" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="160~164" />
      <Function ID="22" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="165~169" />
      <Function ID="23" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="170~174" />
      <Function ID="24" Name="Ballast 1500W" Display="'Ballast 1500W'" Dmx="200~204" />
      <Function ID="25" Name="Ballast 1200W" Display="'Ballast 1200W'" Dmx="205~209" />
      <Function ID="26" Name="Ballast 1100W" Display="'Ballast 1100W'" Dmx="210~214" />
      <Function ID="27" Name="Ballast 1000W" Display="'Ballast 1000W'" Dmx="215~219" />
      <Function ID="28" Name="Ballast 900W" Display="'Ballast 900W'" Dmx="220~224" />
      <Function ID="29" Name="Display On" Display="'Display On'" Dmx="240~244" />
      <Function ID="30" Name="Event Log" Display="'Event Log'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Fix_Adj/Cal" Name="Fix Adj/Cal" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Enable P/T Limit" Display="'Enable P/T Limit'" Dmx="40~44" />
      <Function ID="3" Name="Disable P/T Limit" Display="'Disable P/T Limit'" Dmx="50~54" />
      <Function ID="4" Name="P/T Inside Limit" Display="'P/T Inside Limit'" Dmx="60~64" />
      <Function ID="5" Name="P/T Outside Limit" Display="'P/T Outside Limit'" Dmx="70~74" />
      <Function ID="6" Name="Store Pan Low Limit" Display="'Store Pan Low Limit'" Dmx="80~84" />
      <Function ID="7" Name="Store Pan High Limit" Display="'Store Pan High Limit'" Dmx="85~89" />
      <Function ID="8" Name="Store Tilt Low Limit" Display="'Store Tilt Low Limit'" Dmx="95~99" />
      <Function ID="9" Name="Store Tilt High Limit" Display="'Store Tilt High Limit'" Dmx="100~104" />
      <Function ID="10" Name="Reset P/T Limit" Display="'Reset P/T Limit'" Dmx="110~114" />
      <Function ID="11" Name="Store Dim Cal" Display="'Store Dim Cal'" Dmx="125~129" />
      <Function ID="12" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="130~134" />
      <Function ID="13" Name="Store Magenta Cal" Display="'Store Magenta Cal'" Dmx="135~139" />
      <Function ID="14" Name="Store Yellow Cal" Display="'Store Yellow Cal'" Dmx="140~144" />
      <Function ID="15" Name="Store CTO Cal" Display="'Store CTO Cal'" Dmx="145~149" />
      <Function ID="16" Name="Store CMYC Cal" Display="'Store CMYC Cal'" Dmx="150~154" />
      <Function ID="17" Name="Store Gobo Cal" Display="'Store Gobo Cal'" Dmx="155~159" />
      <Function ID="18" Name="Store Blade 1 Cal" Display="'Store Blade 1 Cal'" Dmx="180~184" />
      <Function ID="19" Name="Store Blade 2 Cal" Display="'Store Blade 2 Cal'" Dmx="185~189" />
      <Function ID="20" Name="Store Blade 3 Cal" Display="'Store Blade 3 Cal'" Dmx="190~194" />
      <Function ID="21" Name="Store Blade 4 Cal" Display="'Store Blade 4 Cal'" Dmx="195~199" />
      <Function ID="22" Name="Store Blade Rot Cal" Display="'Store Blade Rot Cal'" Dmx="200~204" />
      <Function ID="23" Name="Store Anim Index Cal" Display="'Store Anim Index Cal'" Dmx="205~209" />
      <Function ID="24" Name="Store Effect Index Cal" Display="'Store Effect Index Cal'" Dmx="210~214" />
      <Function ID="25" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="215~219" />
      <Function ID="26" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="220~224" />
      <Function ID="27" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="225~229" />
      <Function ID="28" Name="Store Pan Cal" Display="'Store Pan Cal'" Dmx="230~234" />
      <Function ID="29" Name="Store Tilt Cal" Display="'Store Tilt Cal'" Dmx="235~239" />
      <Function ID="30" Name="Reset All Cal" Display="'Reset All Cal'" Dmx="245~249" />
    </Attribute>
    <Attribute ID="Blade_1" Name="Blade 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_1_Rot" Name="Blade 1 Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_2" Name="Blade 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_2_Rot" Name="Blade 2 Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_3" Name="Blade 3" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_3_Rot" Name="Blade 3 Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_4" Name="Blade 4" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_4_Rot" Name="Blade 4 Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'%.1f°',-30.0~30.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.f°',0~395" Dmx="0~51143" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="51400~57825" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="58082~58853" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="59110~65535" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_Macro" Name="Blade Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Macro 1 (Vertical Bar)" Display="'Macro 1 (Vertical Bar)'" Dmx="20~39" Iris="0~0" Zoom="0~0">
        <Swatch>921f2b46-7ce9-44c2-9a1f-8c250cd60b9c</Swatch>
      </Function>
      <Function ID="3" Name="Macro 2 (Horizontal Bar)" Display="'Macro 2 (Horizontal Bar)'" Dmx="40~59" Iris="0~0" Zoom="0~0">
        <Swatch>1b8e19bb-11b8-4a28-9226-2855bb8c005b</Swatch>
      </Function>
      <Function ID="4" Name="Macro 3 (Square)" Display="'Macro 3 (Square)'" Dmx="60~79" Iris="0~0" Zoom="0~0">
        <Swatch>e14d4ef0-a765-4058-9a33-a06d2ad92ecd</Swatch>
      </Function>
      <Function ID="5" Name="Macro 4 (Parallelogram Right)" Display="'Macro 4 (Parallelogram Right)'" Dmx="80~84" Iris="0~0" Zoom="0~0">
        <Swatch>8af556c0-75ea-4848-833b-9b38b99aa41e</Swatch>
      </Function>
      <Function ID="6" Name="Macro 5 (Parallelogram Left)" Display="'Macro 5 (Parallelogram Left)'" Dmx="85~89" Iris="0~0" Zoom="0~0">
        <Swatch>9cc74af0-31ce-449b-925d-9c7a721f0cf3</Swatch>
      </Function>
      <Function ID="7" Name="Macro 6 (Trapezoid Up)" Display="'Macro 6 (Trapezoid Up)'" Dmx="90~94" Iris="0~0" Zoom="0~0">
        <Swatch>d5e627f6-0d13-4841-a684-9b1469c66914</Swatch>
      </Function>
      <Function ID="8" Name="Macro 7 (Trapezoid Left)" Display="'Macro 7 (Trapezoid Left)'" Dmx="95~99" Iris="0~0" Zoom="0~0">
        <Swatch>85f2ee46-441d-473e-9e8d-57e01acba1be</Swatch>
      </Function>
      <Function ID="9" Name="Macro 8 (Trapezoid Down)" Display="'Macro 8 (Trapezoid Down)'" Dmx="100~104" Iris="0~0" Zoom="0~0">
        <Swatch>7f0e8047-bba2-4816-8a47-b54cca03afff</Swatch>
      </Function>
      <Function ID="10" Name="Macro 9 (Trapezoid Right)" Display="'Macro 9 (Trapezoid Right)'" Dmx="105~109" Iris="0~0" Zoom="0~0">
        <Swatch>6664e647-5b12-47c4-978c-18851eb60f7c</Swatch>
      </Function>
      <Function ID="11" Name="Macro 10 (Equilateral Triangle Up)" Display="'Macro 10 (Equilateral Triangle Up)'" Dmx="110~114" Iris="0~0" Zoom="0~0">
        <Swatch>044d3840-4cc0-47c0-b76a-f73395f11734</Swatch>
      </Function>
      <Function ID="12" Name="Macro 11 (Equilateral Triangle Left)" Display="'Macro 11 (Equilateral Triangle Left)'" Dmx="115~119" Iris="0~0" Zoom="0~0">
        <Swatch>a9acb8b1-b884-4399-a552-98b216a5ecc6</Swatch>
      </Function>
      <Function ID="13" Name="Macro 12 (Equilateral Triangle Down)" Display="'Macro 12 (Equilateral Triangle Down)'" Dmx="120~124" Iris="0~0" Zoom="0~0">
        <Swatch>0ee3c272-ee6f-4020-b08a-63dc2c1b131a</Swatch>
      </Function>
      <Function ID="14" Name="Macro 13 (Equilateral Triangle Right)" Display="'Macro 13 (Equilateral Triangle Right)'" Dmx="125~129" Iris="0~0" Zoom="0~0">
        <Swatch>2eaa6309-2b30-4503-bb58-b8fe8abb04f0</Swatch>
      </Function>
      <Function ID="15" Name="Macro 14 (Right Angle Triangle Down Left)" Display="'Macro 14 (Right Angle Triangle Down Left)'" Dmx="130~134" Iris="0~0" Zoom="0~0">
        <Swatch>b0a8536c-0866-4ee3-96af-fe4ff6a932d3</Swatch>
      </Function>
      <Function ID="16" Name="Macro 15 (Right Angle Triangle Down Right)" Display="'Macro 15 (Right Angle Triangle Down Right)'" Dmx="135~139" Iris="0~0" Zoom="0~0">
        <Swatch>8a6420ed-524d-4c91-84b7-14bb2b60bca2</Swatch>
      </Function>
      <Function ID="17" Name="Macro 16 (Right Angle Triangle Up Right)" Display="'Macro 16 (Right Angle Triangle Up Right)'" Dmx="140~144" Iris="0~0" Zoom="0~0">
        <Swatch>7ba71267-8c3a-4fa8-bf8b-b51ddc3f6510</Swatch>
      </Function>
      <Function ID="18" Name="Macro 17 (Right Angle Triangle Up Left)" Display="'Macro 17 (Right Angle Triangle Up Left)'" Dmx="145~149" Iris="0~0" Zoom="0~0">
        <Swatch>57609f89-906c-42ce-8cd4-ae4e1d8d9ef3</Swatch>
      </Function>
    </Attribute>
    <Attribute ID="Blade_Mac_Spd" Name="Blade Mac Spd" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Tracking" Display="'Tracking'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.f Sec',0~360" Dmx="3~252" />
      <Function ID="3" Name="Tracking" Display="'Tracking'" Dmx="253~255" />
    </Attribute>
    <Attribute ID="Blade_Mac_Size" Name="Blade Mac Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
  </Control>
  <Mode Name="Basic 16-bit, 34 DMX" Channels="34">
    <Import PearlRef="MT_Mac3PerB" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="105514840" PersonalityID="1" />
    </RDM>
    <AtlaBase ModeID="c396d62e-e4a4-43af-b9b4-97fbdacb6e46" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="29,30" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="31,32" Wheel="3" />
      <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="C/CMY/Gobo" ChannelOffset="21" Wheel="37" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="9,10" Wheel="15" />
      <Attribute ID="Animation" ChannelOffset="22" Wheel="23" />
      <Attribute ID="Animation_Rot" ChannelOffset="23" Wheel="24" />
      <Attribute ID="Iris" ChannelOffset="26" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="27" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="28" Wheel="19" />
      <Attribute ID="Blade_1" ChannelOffset="11" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="12" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="13" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="14" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="15" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="16" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="17" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="18" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="19,20" Wheel="111" />
      <Attribute ID="Effect" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Effect_Rot" ChannelOffset="25" Wheel="54" />
      <Attribute ID="Control" ChannelOffset="33" Wheel="28" />
      <Attribute ID="Fix_Adj/Cal" ChannelOffset="34" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="16-bit Extended, 40 DMX" Channels="40">
    <Import PearlRef="MT_Mac3PerX" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="105514840" PersonalityID="2" />
    </RDM>
    <AtlaBase ModeID="c2ad9001-d694-4fda-959f-767628726b97" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="35,36" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="37,38" Wheel="3" />
      <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="C/CMY/Gobo" ChannelOffset="25" Wheel="37" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10,11" Wheel="15" />
      <Attribute ID="Animation" ChannelOffset="26" Wheel="23" />
      <Attribute ID="Animation_Rot" ChannelOffset="27" Wheel="24" />
      <Attribute ID="Blade_1" ChannelOffset="12" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="13" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="14" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="15" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="16" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="17" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="18" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="19" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="20,21" Wheel="111" />
      <Attribute ID="Blade_Macro" ChannelOffset="22" Wheel="139" />
      <Attribute ID="Blade_Mac_Size" ChannelOffset="23" Wheel="141" />
      <Attribute ID="Iris" ChannelOffset="30" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="31,32" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="33,34" Wheel="19" />
      <Attribute ID="Effect" ChannelOffset="28" Wheel="53" />
      <Attribute ID="Effect_Rot" ChannelOffset="29" Wheel="54" />
      <Attribute ID="Blade_Mac_Spd" ChannelOffset="24" Wheel="140" />
      <Attribute ID="Control" ChannelOffset="39" Wheel="28" />
      <Attribute ID="Fix_Adj/Cal" ChannelOffset="40" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:8" Delay="5000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:9" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:2" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Intensity">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:3" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:4" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effects">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:5" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:6" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Colour1Func:2,Colour1:10:0,Effect:2,Gobo1Func:1,Gobo1:1" Delay="1000" />
      <Set Channel="Control:7" Delay="5000" />
      <Set Channel="Control:1,Colour1Func:1,Colour1:1,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Normal">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Fast">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Slow">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Param Shortcut On">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Param Shortcut Off">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Off">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Near">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Med">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Far">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:29" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Enable P/T Limit">
      <Set Channel="Fix_Adj/Cal:2,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Disable P/T Limit">
      <Set Channel="Fix_Adj/Cal:3,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Inside Limit">
      <Set Channel="Fix_Adj/Cal:4,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Outside Limit">
      <Set Channel="Fix_Adj/Cal:5,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Pan Low Limit">
      <Set Channel="Fix_Adj/Cal:6,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Pan High Limit">
      <Set Channel="Fix_Adj/Cal:7,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Tilt Low Limit">
      <Set Channel="Fix_Adj/Cal:8,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Tilt High Limit">
      <Set Channel="Fix_Adj/Cal:9,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T Limit">
      <Set Channel="Fix_Adj/Cal:10,C/CMY/Gobo:1,Cyan:1:91,Magenta:1:91,Yellow:1:91,Effect:2" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,Cyan:1:0,Magenta:1:0,Yellow:1:0,Effect:1" Delay="0" />
    </Macro>
    <Macro Name="Store Dim Cal">
      <Set Channel="Fix_Adj/Cal:11,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Cyan Cal">
      <Set Channel="Fix_Adj/Cal:12,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Magenta Cal">
      <Set Channel="Fix_Adj/Cal:13,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Yellow Cal">
      <Set Channel="Fix_Adj/Cal:14,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store CTO Cal">
      <Set Channel="Fix_Adj/Cal:15,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store CMYC Cal">
      <Set Channel="Fix_Adj/Cal:16,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Gobo Cal">
      <Set Channel="Fix_Adj/Cal:17,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Blade 1 Cal">
      <Set Channel="Fix_Adj/Cal:18,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Blade 2 Cal">
      <Set Channel="Fix_Adj/Cal:19,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Blade 3 Cal">
      <Set Channel="Fix_Adj/Cal:20,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Blade 4 Cal">
      <Set Channel="Fix_Adj/Cal:21,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Blade Rot Cal">
      <Set Channel="Fix_Adj/Cal:22,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Anim Index Cal">
      <Set Channel="Fix_Adj/Cal:23,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Effect Index Cal">
      <Set Channel="Fix_Adj/Cal:24,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Iris Cal">
      <Set Channel="Fix_Adj/Cal:25,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Focus Cal">
      <Set Channel="Fix_Adj/Cal:26,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Zoom Cal">
      <Set Channel="Fix_Adj/Cal:27,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Pan Cal">
      <Set Channel="Fix_Adj/Cal:28,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Tilt Cal">
      <Set Channel="Fix_Adj/Cal:29,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All Cal">
      <Set Channel="Fix_Adj/Cal:30,C/CMY/Gobo:7,Control:10" Delay="6000" />
      <Set Channel="Fix_Adj/Cal:1,C/CMY/Gobo:1,Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1 (Leaf Breakup)" Number="12" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2 (Dot Breakup)" Number="13" Page="1" SetControl="Gobo1:9,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3 (Limbo)" Number="14" Page="1" SetControl="Gobo1:10,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4 (Linear 3)" Number="15" Page="1" SetControl="Gobo1:11,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5 (Raytraces)" Number="16" Page="1" SetControl="Gobo1:12,Gobo1Func:2" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:11" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:33" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:55" />
      <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" />
      <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" />
      <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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uXbiRZJGBr06g0dOMNGvgdGkeoHiYEV2Ow+U20cJg2TrnqTVqmxUD7vFSOwjuUApMhHaILDvBvlMqMAVcWG21BklonnQyURys1Y0HQwC3c7W53G01zqZxAtTDZBwPGeBdb4sCcn1xE4JpLTOVSDaZk8uoLP7MFCedYQQSH7xB8zfve976VoFD7saNatOZZ6krOjOzkghKdV73qVauNGzVUOdBaueaKf8J38Z3uryUwOCbOff09I7m94T73uc9Kc8QiqsFs9YRzE9CgxorZp4FxhjSzqg3jqqTawkNliHrVvyknWghzTwbGKzYTZgvYuir1pMk3jgBBqq8DzcRHqasMalM1tYm1BZ+RaFZLHwlpZTk0CpqAEuYQh+NL4HBlXr3UjrLkpz/96Vu18HwnGnOsnFoeUwZAqc1+g9lXGycIQVEwhca3B74iwtf418n8GTipPPdL5lbDLtFgjxp2USER4Et5OIPfc5jxY8xbrlGndfBjrbr1GoQMNaBWDIWBLA0TZ5UzmzmyCr+M5iPkNKuCQise8atejMay6QJoizm1+psm7GtotGJh8tVqigY8o6jVK9eNTYFPipBduJDJAFm485w3zxKwMpio6NEdBdsuWrQCVd2DsmSvFgwWIRLC0xKcfyXNeC7CYaLnNgrhk7VQ75WMQEFqhlBJp6iiwLALEHxvrhIVyaIrbFfrCRE+zm6fOfB9NvCiRnBl2azKRxoHCwb9gpRVZJhhYUiIG6MlYKY3jCpvV2TiKWVc3j31xrkaTF7q7FNvsnrwLlY8MyREXpJPA9uyopZL9Wi9i9nkYtHn1si3cNWrXnXb/zMTb8Bj0GkxGgOBiabIkFBmlghGC8xx3fWQZvzhH/7hVWSXubxHPOIRW+koQoRAjTIh40i4QKoHMV0LmMUsyhWNC4jmgCm1NzNvgVsAskAmxjmSYYaAFUmVYT5u6n0cYROCkQcJZg4lX2Qu8GJ3vOMdR9/DZHGO7SWcApMhIqQZpGVoFaAFM3qLwMT1toIx8dJPPeRMAnNK4CTQw7RKOQkEmH3+X0BZECFCxzDdeYEJUnqbfN1rjLkU1hSM3y57yx5HNooWe83Ym0YFbE1LTHqBVhbNFcIVUAtv1dbcVSuyorX4A3N8GwnkKTBdzIYICpg7AoEaqOv41cbjw5Z04pGorp83g2kN2PFULzT8HL+K+a2T0FGi4yfHPYIhO4nGWga4ljGcEjCmsbU9bgOctObGurTFlAZTtjFZumDyWukHwoJBtlo4xnKEkdoRmeX3GeweaVqDnyQd09M8BFupTr4es8jU+V0txDQdDec55mIsiUxQ804kHB6TlythmUnCQ6sybXk8ELYyAPwt/qecpwXYSl/VGKN0aDlWRnpq4eaQHsgGGel2WZwSsBMn/r6CQeiBH2ZwpF+izEYBIQafgFi9iMyJXcnbIKqiAVQS1KC5aNNWQ7ixCbLlq66V4mCbfD4aaiVMLIyUHu/4m11JtDj/K8CZj+t5DpxZaEQCoL0nWkfkyPQxjUEgj4F/2oJgyXWy4O8RyMhyASurXF3LrLKDsS7MIsrMlIOJDA0ku79EuAJh+mrQQnO7Ddb3JIIN9p1w4dLcHzDrwvpAVI22wAwzi8jjQG0GlUUHCDDNEwKGp3J9jr/MAlPvNRbYRORem39gVvlyvQYrY6DtZTt8XlqssXn5GLJSrGQzLzamwUarGU0GzYQ1jkmYC3xSTGTLp0AvWMUGuFeSTBv6bvsbMzjXsgPRh2IJlFmL6IBWyc9lEWjDFO6GjARurUVoMrm0KLchNGJN4po0ZhAHJZqr/05gZBiCtpAc74FLINrFzLfmgibcRLiAdZJRAWPa2R1PVuYLWJFIdTTdEmjpGfXm2aeYC74O8xawUpGvYe5MoJAb4UmI/a0FZlKozXS5ZsDnOOwcXd8zVlpdQ5QXAlZ3jJZDFQxE5GVh8LV6CXqBiPRMbGnjsOegwLXcP36tRY4aBxPbSzVlRFVtaw8A5M5CoKjT8ygimCqftli8h4bPnbUrHE9myj3vaCfZ02B3GDq8lzQMh3xTyIHVJKzrcTqt1mDTYapPA+0hxM8CBhxqtICXSaYJxygFEKHFRlegCWtH3i7rHA22mgtn0LAhYHxRHaozyctf7BG1sh15Ifbg89JgPSilzh2xjRkt5N4spjqXW0M0bLF4r0XHfDdMNVkhMzsutmOEiiT63W17X6j+ezcQ3rdq3G2Hf8973rO1B5DmCRKTeuek6giYo1UkYYs34z8RMk40DemFX5JPbCXBMeVSR1nw3aOEcWwChjqY6eUuA7kNukiQsHm5lylYaFOwIOQSez6n8ayzCSL5KEdipvmVY7vDgb/IDAvMBBGdPrS3LbLz4KLFtmmP1hK0oXDnbtI1el2S5wK5SIjCrmfkZDefh4PJtDAhKAZ8kDor3BqIvPIWMOBMY7pFbblLjnp/AmOwmAe+D/pElQQzVVM5NCrNIHMQQIpmvsy1epEdoa5rr0STtK2ui2OwcKZ6mBkLZG0EDygP1sG90byCBlowt36igXJAxawKtnp7CmrIPliMNpXUmY3hgMyQnW0RZUvA2rmPNaxEkr+J/wWEBg/GSRdd9nKWel9hy6WOCBcYRHlIAsYvaHWFJgDoAL6RACH3fzBxBoiQc9hNyBiYkkx0gmrViCZVrxIYQi87ELwbzSkr0fJvjJ9q2bqoMcP9jfFZ8R3qu1gUfiFfdKqYsOb/RPFj+0trEFyLU5DmexuUB9npC9j6aLxrj30JjYEIxA9N8TIewOTUD+b/TBIz0Et9qAZtVYQylUqXrcyWaqd5CFL0y7IvMRf+qWE3gXX02YLBrOkFn6V9mW00RrTYFL1Z4TS8n1HnVoP/4r1oh9b2O/c1p05fvpRfObMh8ArapsdOb2DCM7c3hShNNy4yAXzEShtfmwzlIwhrDXaDYUa1amx8JcUcXSYGL0XoRB2AbKRF1E5xbgMEg6Ppc3NVc4aJEbL3esUbbA8tX6lePWrsEZdggQgq6l1HGbg0PpjNIfE8ASaFL1Y3D5bYdl3CnwlgEZ6yaJo3hNpP19DXrO4E5P/8VD5pXkCEgjDVGmeucEHtM9ZH5UwhV8BwF/hzlEBKBZIdMrQVVdQCdr25X2YFZWePj8MJj2a2GGh+jpQNqgEZS7WiAmg1SetNWGUrcKpXA3PBGZUeYiY5uhxUYJJ71AcgKpUzj7W8FJm2ulOjCTJVwOehRQUK9W4mk0XIawGjAS1I1bIm0H1HGTmnnh8ZJK/rWsA0U33gBIEMmoYJ5/9xbbI1WZou8j2uw3WJeyW0Odc8HJChnQK27i+xqxBRKGsA+EFRGMcPMWEETxTn/0zYPqQstkCI+DlR1sJMcojncEqi1DHhApMq3TVWS8Vf4e/FtWqG3YIby32aRM9AAJlkwuVaynFCwPBbaBNjaXFncGOipLtXJ7Zwp/dqUVAQXICgaBoFoPrynyP6WmQNJn6/QP3uJSDdSLw6ES2UtnLGdtkEaBzmjW/TS8dYOUpZEH+c5pYvlvkmk4kPEv1M7VdgQmkn/k1vhzkuCEc3ZmJoryyo/o0JD9+MAI6VNQcsjtzfIohj1woy2F5O7khOPxn/IEh7yH01zBs3h486dvwOU88SEWwRfqPpMBkiS6f5TxawyeKxuairHEh+rw+8NAlV7qF8jt9E9TNxuUeW38WmUVvQYnuYaDDnCANI0QwCE2QnLSC5zS/zvmwqDFjUkBG2FlPP9OfolLZBeaAFtOiEWnhE3b4/+oYJVnByhENEqZpirPwnQDCNgefJkbw0EY0Yi435dU+sSk9TCTbsW2Dy+Y2Eke/sfsYqkqPEGlXRWbBk6TT/yAK2LKG4IWgdob0JpP7jnMW6xqv2caj7XEcPIrnMUwVct0WoOrTAK8OkEDrChASNwMPqtJprAWMWI4oN8JUkg+VmcXMgDWNyx+rbtAmNU3IJOX91CiaecNcCIGhQYWuTSQiZZzVGOcjKYObq8nPVyIjgegNO/TlAJXWwJUurd5ZBYAtGe3sRDCRdtAYixQbPpHAiCQyOyMppndkTYC6nWlea5NwbFVpnDuGBeo1DpsxDgCakPbxEaAr2+D4mqSY7UQwEMkegNGukj3KFB99ENUWw9sxXq7wo0DJLfich7vqRNrPQCJj7tOCyb0cTyXHmkmrpN3zjks0gdT+LGiyJ5+kd3lVwRTJVtNsXQoMx7DtIV5JqtUoTuPmez4CZJ2BxZg7/oLfpdE7rJb5cHY636q96FQK0ga42JjSneqbAT2LGkJxIVP4dMxDtl5jTmt4w+WGq6oUlyiZgtA0NN7YRty7jBpwbMpnAE173FZWo/s3Mu5/cj5YGywLGhJlD0aj74HrUAUGNqTp92i1rOAvZvgHMwZpXI0tk6nUhVE3txb+pezS0kPkVXI3BiuZtNXJz2x5amqe1qsa23GPp0RkmfWpAa8QmC0KOkSdktTnB2vtbVF8oMarpD34RR5zpQuOMAVdXIw7wMmmtnVT4NGYq94PVsYiFyTvaCUOU+xhb99nyWwP8wkYqqAsFB/xPwVnazOuBtgSsqVbG0hljkMMzuS1HMZxJppZ5MwF1RqBVpdCq1JyKwjjs/I/a75qCAWb+rX6mQPQr/RREqUWE14pqC+Y4oqoMmr1VANgCTcX/8UyRa506vQRqbUOb8uVouFYqzb1Kv1EcNYkcmHPaSEYUQFSLZCVTowLGX2IaW33nx+Az/DIPwdnN8ICZjKRpMNpZC9Y5NdFVa7ANlMkfS/v0zosEk0OYa0Fl4kVqcXoZopYZitwis5tLeQjjWNQ1B3wlL9eiDWilOVxhywVwDSa5d4KvQkluRGtfgUWFUG2BC2FuzU/OlcazV5mCAwJWbkatR7NRF7VOu8gZtlT4GKx4XBaneKz0hF9CrSJCA3V+kqniYNe1U7IBfIuxrW51eZHBEMUigjnhVrF7ZRaZkWDbXTMOaa9bjteTakKRyXymyPf1YBL4k733+D1Tw4mfs8upt/Glp50C5oSfWkO6qxdBiuxxiXVWwvgo8KzGxYFb56TBxOHdcIvax5VIv/CDrArSb0MoJ3MMBl4Z8lRtU71S1TFl8EEQjBxdD4PXUatOKKZaCdQkrDxlLuQTlKhG8BKhcYhpkF7NP2CzaxBSTr0iRy5C69QzmpHQ8IGUQ/dAyOoxQX/QSgKNvOWMz4WQpgAIeAjWlA/Fd8Qn4h3DJaFB+d0t8KsJF4hUBWtxH0G1VBUgZOoyrjzZxNMqqZ1CUVYtYEwiAZTcdQPR7XkKdWRpIqr81lbbygDNhImecp4JE44rBnEq/6aSQfAwVtMfA90CLYgglp7Ju7eBEPCRuAgIWYIhfSWtwyflLvSS1xLguD0aOJ8BwMwLnLxcOw4Fw+GNAdWBrBX984OVRNU70TPqtqM0nWdkXQQxrheniiRcyqgfPXonHVjxJiv8M8RjdGrp9YRogXmsVTWzPDVABnpKuICwWP1MYlQkZBAIAp6jZVpxTDNONSnGrUllZQHj50VpM1+m1bfM7+u2nwHm2qv2aTMyb9erNqnBQk2dnwn1aSNK5/m+yrEtFHLQSNkdTcDG6347wGjTTkEeLj1TCJhcJrSmJaSPkHlzzuOZA4SgtJBNwLk+HZhF0TLTNne3s0nu9ccHPkrW3Ehq+bup5sNjpdT8onr7X40cfaOJkNUceX6hXOxuwC/m72bKR06Wv+glX1qPbcFF3FF/U+MabC7/wsbNzG95ADabgCzRWgGm1+dFgxkeQr6w3swxFyI+WQfhepCxtEltsmiMoGLqPq9jcN3ehgyrOadrQJZgTmfrOnuxFJkSsQDCnzL5fLLat10Ci52mq+cqwHdtCNjFCdjkfn02X0LXAMh5kVgOHYeVaeFz9GqsOJ1MBl+jFcrjqAxMvfmWZttUwJTT0Eyc8bHW6LQwn4fZnHmI5wp1ftKzecZYaLWpsDNHekyU1Tp9DYT+0X9sE0QLqBa4Bpz5EDDPiyheckwijPURExRZpJWjfz4CNklyRUTiRvkziDhCZYJEQzkiih3G3kPaOZJMoaiKVqp7ywsECEMtYLoWctoAACAASURBVFagaHGT/lXR2ZBTjBbonVZGEAxaZB9ExjX4W3xEDm1oiOyD8QORwHgzVEtrEnB1xoND3dudTUMwpbSvHOSSSlVgXcZI3fw3c2JuRL5L2muNvdf9N1yaixGwyYMU7LzJu6WZAJFPvaMHpDSkODxQdqgNnodqHV7QyjPyh2rhMiDUPseUhssgjO7P4MWxMYjRsbJswhft05V7M5m4O88apKrIL9JBLRAIn5MTrPuO1SB8vd3gKJfQKLSA+0BB1FwYZ9r76lr6qbZXeZFxd/i50VgFVLNYICyOeWptTRvzUUWhjfr+owjYZFtMHxQ15tBddr4lYIhVK74RsnZ3ykTJTkZ9fjUezEMzMVZSLWDeX/NTHPved9KqymwCFoPKUS/RmEXke2gfk13v9A4gf02SqGoqKPF3ppL2Z7J6HXqYGnlO7xPlRh6SGfJvZpgw52R/b4c5qMfLUasxiefBhaE2BEBRIOnatKgIHG0TyXPa2u9abgftTDgrIbvg3BaaO1I1LaEA/ojIkgDmkmArqNdSMgsujSPqUV6d4Zrhv7QohNaxd5j+eteNZ8E6owN6k+Le3ZOJpMnQAz0BA4V7NMDYRpIAP8uLxpw6R0iaC/UTtW2IVlyXaNO/Y9sdwaiZexqFAqCNRZCx9a8Gq9DqikjwvKLHW2QfuEjKpOo8NUugULOmX+Z0OFwRg3VYPtXTAPFHwKxan8eO97ZIYa35efZLohRaflfmdVosNY6JOUEIx0rk+NIAuTDOxE71TrXis2myOPhOrdNIXJsLkc2HMaMh60Q018GEuaeewHpO5j6eIZdd51RZXhx11oFQ8Qvn7NqifQUhvdYKtCnBiVSeRUcWtByoAztCv1jAqMjaHBGuRki6DaGV7K7udGTZAtZ+6vwcqSEMOqFR7VCDwy4irYlD/oTyZMw5LSOcnoKIMke8Vi5uq7VJg2atix7l7AQFtr7F8X20AI0ydmQOwTZ5FhhTSFPlPZJSblGsKZNBiN1b3SsETzd3S6DP02B4tl7/NFUeGZQG/9Dn8vO0siSjAuYLa+ECmmZqAweB8ZC1cFHJJpnDi4aI/YpT8H0GzspnkvhK6JKa+lBCLVEcK9/g0C58NHTLnCpXEyvqy2ZF4GDy/T5vm6M5c49VAx5CILr2nASOoE2dx0RLhqmXhlMhnF0F2Qj+EQddEMVVoO3q/mytqNnn+MW0K8HPRYnmgL/nOSx2LgrtNNVfl7aNZ0K0t2rMRgWst31rzvEnTAzHl1qPjRD8NkRkkJqoCStxTu97IGRhWkysyWZyaiGrKxXsVGpVDvTAz+GjcbQDcm7Kd2oHFz1gwYVJzRsxTL7kOi00R7AJMC3NR+PztEhN34e0pRF7p9XlylpKgmDRNrE/QBqONs5FjDSYfGeA0+97RNpR+Jhh7KNujEVjHlu82qiAWQkilVySC8LbKdaZ0HA85RqjU7JVmRlz0m91owLm8D61r2GQmODsY3lPVL+KBplONUxLwe9QucH8ZH+zPjkX70co+JhAG0TrgsCShjF8UNqpVY0BBJ0GYy7reQGRb9TTCXAsypofc2/8LpaExm+VDnkGgkjoWl2E+NUhsN7bqy4eFTADi3yMDH0AY8xERUFeC0EP0DCxT7KuqwLOqpUkF2hwewMrfdSqYlB+nQUsuDeq3kIQWKgSGCu/6QHnxrRwgINkrFdp+EuB6PRcj9kYLAQLUa5PtM5E98YBWBBmURRK0+QGwhZqBEm0V69cHFls3CwkgtYyq76HgNWN56JcPEBpCJxikWUQMNRy1zkgqcL9vPmTZhL6Cp+njiGx0mJyONsc8XrwqWIvbHqvxsxEt/b31dWX8o0mSnQUQu66hMRzWM18m6mKiAB/zyQEy88Pyrui/L8mIO1HRNeMEbQZfDVRt1InZm9OXpfWEE0bS0IQnX2kowgf/1E0SQD5urHdvwYrwNqwMnUFi7ljAWr6xXfM7K70KQI2miuwImTxEYM5yrDSJL75RK0cIz+g0X1l5TzauVObDatu7GD01qYPDnEtYO6lLnlhVjJxS8hRC1H7PoXM+dRlMK0T12h+2niOgPFP45g92ral5ceA2c9jQ/DC5wVaigY3Hz2fjXDyE+u/i6b5zXV6i39I4wmg3Dtr1jkq8EwCJrY8euwhCJnanzqMpW2YQOathslHLdRQe1ULlwnh8I+VlLRqz9Xq00hLJ8Wz0Jj8NyublhKQABNIa1vRcVJajib9OzcA6dVdmWTfg64R/QpuaNL6hFplMEt6dAUIg7p92jiTrCLc2p8lEISgZcICPR+q1YYKTWH8CPZEWfdHCdhkRxDmpNd/ne1tCVgP2dQGpKFq4aoT3a16MwPLT8BoM1V1FewYCEbseCYAIWBMLK1L4xG2aIIbsHJFkvwsgukaqAQTkY9v9hkuhCAgJglZyenOkeicdgEtoH9aJ55E+XKNsR1K/L3sx81B1pIgcCDAWAMR65p++gwBm6xTkQfsNbzlG+G8xraaZyBB+UOZu6lVMO1hkhXtRU8LkyjBXrfzJvz8EO9D/vUqQseQg4fYhURLycehDmonlyCjV+LcSZqccy9azfxSPQneQzCygNFAtACB1kxlbvVIb3NsnXuVWLcYoqVBCyxNK9U2FzQZDRj7XQUAa+b/I6SmXcuS0OJBAkJVK3WugHGImTUqNprYZd6G+SRM8o60o00O/CpqmUnjcLZYf5/DdcndjaWxvM+gh1ly/8L+QJhw10A8IiVbm1b8XUslC4yP5jpzdpHXJpWmlg3wQkzTpjShCH2sRp5jz//MLLtJrosEpHTGhIsTz18kJMYa9yl6nltyDRZ33kxtca7xcQJ2xtQF8okVASbJyuML5IOf5oCwRIvMlpMcq9jDGsBcDFiXuoi8+CJUMg0x1Z7JJCAIlbe4b0Kc86y4ORqL9jGBvT2CQCD4aUy0dNGcztBj+yeZS6s/KACaPtfgR1Lb99KitDnfjpDyQ2Uq6nzvFAcoD8wVYAUit2jh11W5Y6jPIkiuyhkEbLKPItUtdA7Czv+XHP+i1smE9RqVZNAMuSQ515Th33Lkx0Gm1RacUb66HgFSgpOd9QyaqdVqvQVOf/hvc0BgLE6mWHqmt38RN1b3ukA3oEyY5OhiraLY7/i2NWWEAxur6AVzyhVxjQChlGs23nOEzO73PAaJAvogAdO1jE0ZpZuteKYLMYpYW1JtKmeoXJePNAdCZpPsO7KvkYWNr0PIlwgXSLWYODxOjxsi3IQ3O+1ITQ601W7w+Rib7Oa20GJxxom6Ad9JW/sOY1BXkBIY7gqtbZ+E97ZaUgFi2fWmNuAa41axooyFhRhk9Ri4JbRp+NXrcSVTp5+tTNCXi/+gd9BocZIVI1GtqI9JYkpqJ7YHPkAru88kiMQIS3b0aUgEId8uV7taaSbdAxCSJR2SA1a9CYr0lUkQOfIFhfdWPO6HL5YFjJ9F60SNFmEfayAyB/YTRpspKTkaoye0njl6eKCLRN1RGl7DM+S9oJvC9bH8U3sj3Ltghc/oWdYu1YfIVtwBKnpyAy6NFUe0LEGrzRIbLw9mlRAuKyabBH+rm8vRVnnSMzjkriGKRPpZmUJvpr3eTBGaV8BhYAhqbDPzOT5F3RusduCx9QRTpImqsBgEIFj+3I2Z1rFgWoGHQMMi5WcKksY0IiuQCVVmDE3RKhSgBAgX7W8RuO4YBzaGOUcIAn9asGQ+1/tVV+mNLGDjXeH2EAhHkx4DRhvSJJzvpaSjSok4b1Ek57oEDfUg0hK21zt5mDhCJcKqtSDha5GOdfUp02PFmrww3Z6LXxXdGXGHFoTvo5Fb5lyQY2LG3Aemp25BGmcNtLbPST3h66R++EfcgU0FbEmnnapGcJuAtdXCHoEpNIhWORPTyiuSfGZgqYBxmnPrAYOZa9D4i3XZtDSR1xK0iF5aIpshwpz3KfCDCAIHnGMvF1tDqY9XD+gc6Z5W6RRaBodVb5rBaaU+XSvBju15S2HOFE9OtY5vYCVTMTrqO746zKhwXQKDwlllNqYeDs2wdJ+eCZzqmChSXLoFDOogppNr2wZFhfkZcmTGCW4JWAuS8vwxxDLqodfE12ISoYcrYfHS5BZdbqtAyxK4aIwcrUIFDIKeMfCpaCbXW7C5miytaoZWAqWXZllpJG5+I88ZsLmCaZgD1QdTdf41esnbjF7psEpdwsnRjh1THHmTK7/KvJk4EZb7oiVM1JjjnAVIlJcpAsLGHI61CA8QkKkS8kD4bfw4nB0ah+mUGsrjyWdUTMDUR7MSZl6wk/1LBK9nzGko3KOId4GAvYNM+UceLbTxngoYf4j0G9ypojt8jKoNhKFBk2OcogGobf7XmJ/QinSZTVvW3FNrR00AncCfMbC0mSJLQUEPWVPmgjzgJvDZCPXU6bNjTfMyLB7X5PuJKmNTCOKYG0KQMqJNVYD/KQnuXplR1kYLqFbgsPDYma0URBYwOy3vv/O9mwOPw/+QV0QNtCowA1FeHJDymOpGbUI58gay1y6cb1ebO9EVH2zqkFLCnjUOR3lMwKRcOPi0SGuDiNIadEj097Adzi6cOi1jHFr7SmsQfr6h76yFElFcC1gLvofWEslHorwujfJcC7M1W7t2s4DJ0oqvd3XaRwvoB5piCb3BZxH9TRU0cqrlzkRTrQYmzCieDaWg/Jn/wXQI5VEbaI2Wf2hFMx/1gVRjIFi9Bm5xzWj3iWOyhY5mq+vGEKciR+w4zqtX3Ecw7eFsabypDSYBY1HvtjcmhNfzEnZ0zwL3hQxtZfy3BMzZMuWC2s/siq5gdkRMdqRY/SIdJcU0GDU7tdk0QMvMJVKjQ49ox2qrneKomGVSgvVmfkVgJqilKfmEdTeaOFBrKWhaJp8GDH4t6sJ8N+I2UxhytcGuo2E8U33aLggqWlUVFlF9aEULvQXMbMraELANWmi9Ls4pgtpjxUjuSsAQqGFGOIpyfhxWwqZUZ06Vp/eKhsKn4XybgLEOOAaCU840yDi0kPtv0QzMU69EW5VnPlvIxodW60yI45tz1Qmt7V7wUP6W/TMOePR/VYXgu1IFwjZwxlUNuxauLC8emi1KpTMECWMtNNFBqBFJddqdMqhpmE2yJGuMnniLQFJQNNosq9GDYAXRRt1Xn9micjn6HH4O5Vj7cRUJEtixsiLtYTVJUQmvM/yeGZRg5eyOlUHnylcmeCxJ7brZ5IoikZ3SSBZRJP5VDtBGBEH0SSNxkkWMNadHu9NMFlkuNGTOegIGFg9fyXfPicrH+oChJbgKETmiQrgvm9TRNUB2tm2E3SZgTiotA6vmpKvFDLoHEMbn4/FMFpPT6vwXx5jY+cvJpQmYSkJBq/AhDDANZ5Xm1U7VBzXAJHBcc+UqfidvfO2BScw+IFOVT3+tIY2Uw3LvjV3afDbJbhoagRxaTmBS12Nl+LwkfoYxbLVhbxUTzMn9us+ec09rM3+1C7EJAdvBq/Jpt9AidfD9XQHDVte0gK382PNe5j6vZEnz+pg+0SUBC0eSqRHO2y+Zm6rRfPgreTmgOeYIF6AYcrkQAbIgep0KpYt61SIWQPRbnQuLrP4MK0Dgsp9DyxFe0bFuQqgb2tyCnmqhCXynXn29a7fookxLcAukmZZWqayxo59ES8DkUBRUX3juVfkRY2UhU90DMy8kehIu1z3xA5k4nbstDFq7pJk85CNfhGbNewhp5Gimt1ugakSMoYklwxX4cQeidQKtQtj4r1EdytzKVjDPks5T1REEZWzBqb1vae1wR/iZ6tvQHq29ExPwIDvybzvuuNzAV8sNPKf8c/qQojWmUjEGjM3PVQYtEFJ17j3hMkC5AnbKZBBcvo7oLR/WmWG1x4o3wZEUZsJ7O6Z6oIlrEpXQigLzpPKD6sMmJOjzYRQBGmWspXoGSmGqQBC1USf/pZCYaQuOoPNPadCFjv5zyE79y96SsMv0PuU1a3dlLWBMHapChEK4REwmmCbzgOiE1vHGHrB16liAWcthOZOBya63xtNyNFBsoZ+r7mkZQUhEZi0KwGQbfNek/WgNE8Z/FI1JyeSWogQ8C5dFVieOmS2f2y3qXCeKiEvBgY8KD2a3bn8gn5n9Wq4IUngBe0+qd/YfHToCVgbvQ2VQTi3/HG+vskbWTCbVQ2W7bsKo/tidg3ZobRLJyeEWZPaF2BFx0WAKFgkevsjqRT0wh3OOYanBHLpvkZXFUNfjG3h1T1G5qdaK+cJ8R1QW6aUAv48PGtUQAoLs28Uh8D1qZQ5oGlxaFhJj7Xf8WdG7BS44Q5pKI/VaNcX1FralP5XMtP4wZtTVe8wSMBOMQqDJmLjaObaZILgxK6m3A2lKvdMGHOV8sCch4z8JBuQ+64O0WgiC0SDb9OH+8XWiKcluUMdV+180Zt5uRzPVjUHqiaFN5T1j36EAyaSHdmRWx9JPYzBeAh4BTF7khFk6Kng5QkzLEzAOPFqCFm1F0ObONVsWZgSP7/2hK2BFIt9cbgDlv/Ns4gbGymqtWmW0wv4xhnnOqmmdNenac861hOgtS8hRJKgSJp15wTONVWiMbf8KtBLZSFKRNsKUcPNxohOg2i2VF0yvCWdmcV158t2rXCH+LTv63IMWL8hcx5mXIPLP5UZMu0VaFzmKZhVqTp2yUuFtZKX3x6n6L7p+Z1vohTCBoiCqt85pmXCDimysT0argSjdbR28TSs0Vd5qZYW3UjE1ZBimymgkuQlIPm6YJqTBorar7hiYT5ClhZmzbGZxbcE9+ntozZZv6b2I6gxpqnpDrnF0H3nR0LQLhQtGGdopAeOHKX2dPgd5Aq1Ik7PJP5jTqQWhqpRkLm3A9GDNcV3Z9Paa6tVoUSsmTk5TxEUj8Z3qZsgEiHaiaXIrTw6zoEdmore9P8CNyAJGqxIwVQ8izahWrbUljYxIrUHrxwGrAf8WVOXeFlOtThsgG6eOvWFUwMpNfKPcmGhyshSTSpZ0pn7HSoADS4QLCMoSTko6xI4Yjnpur8T3sGrHKmGlfaKDcwZBDUqDcy8jQfO0yEuRcn3IFBPJ+R7bH8ovzFQMQcjaJ5dk11QHmqLXlqoWMMi9xPycuzs/4QHfmAjRJ0uky+ffUG6O3jyu9x7Ot/oq0ZQIDHfUOlwhwA9RZz5XuKBVmUpLEGhaSRqGn+F5OdIRkdZtD3BpMgR8QRt8a/DFrOo5aRkRZ4tXAppO9JydZc/Qq7A1dvwpwUqMC4F2L5l+kMQWmIho6zIbkXQNLglhb5Xb4PlCo1s4vs+40coEkqCPcJyvKWM9aU/n1uDrGHfs0OHF5CejSM1qnmruNmeLfw3XrEtLRHRRNIg/47sQIL5KJJN7x8jg6WigumsiPmqOcDGFIufe2UPyqzgn9zXV58G1aNa6sgOPlQ8fC+QDJDIIo6rUXDUiAGodKA/RCl0xIXeC6c3pKMGZcWqAzzGrheMsASvC8O4i0TYONhvMm0SmKBxlgztWv03lY7OZSf4I1SwnmCOfGgKA7DgDHySnPgxYfbjCmFmlaWsB4/8Q2rFWUDINnOGx4/eAFqOVcnOVFlqdHWm6zuR2QQtJwAuocJFcgdaRMAGOPqEKiqN3KkoDzyYTc964ZBfRieWld1KzVNJqs1qsRvVOvYTr1h0W85RNlPeLEnsEYPh3eRCYH58ba/AhtG8d/gkt7cahlt4ZEzABRN1vi6Dz3UTDuVpBRMl/HKvPslBoMIsSmYwI5dBvel6mDcBeFvFYJaq/Zf6MZqQFzYHv72xVswV/XuOOYYGAlQH8TNEU8hnNlIDBwRyr+jRAdevMAJtPDTNDNEiYSg8qwco5RwrWpgf7L4qsuRsJ77E9jqIxQpjTHoRDRiAanMgMuF/RoZKiqT2TtnB5T9Td81048LQFLV6H+jTimIAhdaPvGeE0DnlzxqaY6h3inlkNPp7EuzHif1kkkt4d4eTYz2Zhl+6DpHKMRLNSD3mnMmHM57DzOaJMg5pXiYnx4rwzLfUhEK5dC5iBUY7dOzRA1BZnRwKaQLonzCoBx0/NyQBkYP5DwNRfhSniKjD5mS+b0zcsQCh6GncvoVIj/DvuCcpCoMRCjJhK0cbOyGgEiwRsTVvwAiUad7SmQaSawLFjTER61Dc/ocea85v4ZrWAcepbdeSqIJjJ3kaHTAuIijJLbkJ7/S7GkH09vpbkcBylwqkOASPAY43k5kLZjv0EBKHumxGgjaR5WIbc2r2F+gRe8xYFlR2QujtN0RI1Fu/kLtf/RJmgE8o/n9v6+9TubH6FgeCbRIa/hVZXRfm71qGYoh30iAngtIcAMXlWaj6ZpCZQaUvvmTp7KUMon4WfuaW5hP18N0JAaPkyavNbp7BxA2hdgtBqtJtBeAmNPKkmLaLklvmj9Zl/hZg06lhbTNdTOxaUyIwtbvcuc98+sm0Em7YKsDyYydHyB/4W9hvRmX0QQpIPeWqB6VSHns3LGNlKS5lgJjMiMjRCFi7msvW9asDk+mxtm1qgIkfCWCeKBQbSOAhcJmbqEPYw9zSOa7ZOwiWgaBM+a1A/okSCWZdmCzxCq0qFCYjcp3SQqNe/sxBxCWQjYrdVfZ55Bce6nDz2hh42ErC1qdTUgJ5tHhwp/YBfEcV5AKuvpX2sRlWd9ckWNKFJI6DMIr+pLrVuQSRKwHxXTvDixURGrWJGE8n34zvZmcSn65X7iFx7tfyKFGm3XoDDgTYWkvqhtXw3p75u+e767qmV+1SzJq2TU2Dui5AEVcTk5dYFqBILMG+gpc1nnFV+RnnddalpDGzc7KR832fLIKjdl0nfcUqCOq3oM29y46TaDElbK8nqygcxBYTvdbXAFGJXkSgsV2Riucd2loPJ9FJPZuuXsua6Bz9qA4Pe28JGI7QEzAJzT0ypRRNlQdA6ZIJ26SXWmUFFAnnBMZmKLEXVrWNsRKeopIU7tE3YTctc97c8TWBX3XTKF79z7Y/tUJ85xSCsb/lmBpGmm5r4uWCSgxOrVT4axcTwO1TYjvXK8DchPF+GX4eQzD6PfGBPwHrX4zsx95ru8nukbwKtMqXY2NJDq3bOPaJeELfSYTXmnJJX4YQyx7viS3bdrqncwDOLkKG0T8i/F0nhoNASvYbBsV1qU0KxBi0lOOix4HgeAuZ9ddlwC4Qfr0fD5N1H4U9yoqNXq0g2mqpkhD8UfiGhVSqUK1jr4r6oix+DRDqagQWoebc6f+j/Fkou1JyBJ5jbJR9oYa/6gVluOIdt5wTbTBA9qVoghCaolW/bBPwJjj1TNJZsFwjMEbAAJ5ugxfY7kSEN5ntiV5CUC7+pju5olJwGUlyYgTOsI7hW5UMNDn30wRAM8csC0XrJNUTq/kZzLoASnPnHxY1gTwRs7fTb56SI/Zip9wf4ZNj5vQLmeaphLaANwlEXvVnZnHoTVgsA0EwmNPiyOLGj/u4WploxiSTrCJJGREbXRyX3YLFkAeNrCZBozg04Ph+4Ve4vsRvsWUfDckOfKxPGsTht6ESWuwXTwbSMnVM5B8ps8HDMldUfq5upQQAjbAUgzGnsVMdbbULIEhT3jChtlSf1olXBzVwBq4so66KABXAzNzSXm16gxp62zCw39vEiZMp6UNd7LmTKjvkSwu98JtAUwqHPWgbBWbPdzFtmyZlSxCk/auEumy3w+xDLcqmuV7dWQMqKWGvT2juLqAU+Yhx/swsQrmPLHI6zvguxpwIGbrAImeJ6eavpHpczQaiifRLWfo6AMROK8xCTfB0k6JJ+rTIBQn8bMiaIyBWksjj7OK2anXctv68pDM/iM3WaRoQ9FzQuTek6BJXpR9DivTw3P3giec5G32CvhQv2XMCg3OgZ5SGvOuxSk6EVRFP8IuYsdtTMiTo1eCMU2SyJ3nLJ8RwseT86Q6Usc1if3wOtHVEgMMkCRkByTf4c2M5HS+qLa0FEtxxardXiKWFfNFdgXwQM1ppsY3NpUBCJrcGZc8g6DWIVS7Fgyg3+DNZ6Ngi7CJEgM5+4vGgqhwQNk4W9l7ekqXrnhtdRpHtttffkA3LmaSXRd31Igs+oJ6PduRIWpk0gIzuF9lW4YN8EDNZChvlUPD47ugQlNL2Vh1djEsbqndQzhVYQHTIjrXyfPCASlICgTTjWcwQRLRFN5GrwnwQkOEAUTK5tE4HSLtJRhJ+GrastfD9hQpYiqGlG2jgHBFI/rVPw8IAEe8ZhXmzmjfjNkw+7C+yrgEF5gE8WIZMg41EfP/V+MEitbjgBQmHH0JI0Uku4EK5SN7FZgt/DxPD3pnijMfrB/SvdkVyvc5ZoianokIAQTvei7qwVYNh/4JnqEqXcH38EKipvuaRwcFPsu4DBmsJATeu31G7IlRCO9RikcpbmKTNMvDYH9U4cyWcJb3sAZATQE0yeqs9M3nKoaTw51NZ5PvV14+iaVgedFlT4tnY9ZdB0WcDc9xjBvIZqz/vuFc81hYMiYLB+oHuXiZU99pA7M7xryJmprqiPMs7oOcxzQYiZ4RYIjMlT2IgPI4w0Qz6cgOmSFvKTuRsDf5B/NNbachMoCeJnRRWsiHkExl9ucbxOao9x0AQssM5dGmn5oaNb7zG5JpOWwEq32pPTELRMjz5AUaAEJI1bxOyUhlQBkvuoMsuuWW+anUrp4NXsdQz/ibDSioRYVQXnX6AwVrPfAwfe3gDacaJo8YzhQFXE7gv9F+KgCxh40DLQtlbbQNIsS5BIZlJEQ0JwXE6931KBHxqjtUlDpGXisNq0XU1CSqO4vkBCdSeeikD3DikFG3prAWudigHSYHKYcoH5u5HFtZm0WDYRMJjRpuql5XWH3ZTc7AaHRMDAA69TS3KYnKlmZ2t+kKiLOfCTNgjHWYqEeRKa5/YAIAktPEcdyE+qkcr1aBxkTr1rBfnqemPJ+VbHPw1ROPTKmjPQCfV5l9Ay7ZEw32OooefvPnPTYsG9wCETMFg/+PPKJKucU1PWbW9oEu3ZU5zIOY+CPVvoDasqoAAAArBJREFU8Ua1gAG/hIChExRAqhXL7cJrwpZTjbOqdwHh4/hbrc0bHsF3ZwHjoPeqWhUr5n5ghBulsseQRbnTJjX0e41DKmABA7GmMoy8zh/dc1CUQUseq2mXI1QZ0du1kytFVUPYvtY6nzrA/PG1aJmo0SIsU4fZM7fSMutnWWnL3hE4NC7TqZ8Z06iaZKq1wALYRas85dmHUmtlHBYCBusBeW4RNA6VPIca6ub9KaVutSkK8NVs5KgPLUDQEtCxxr42BM89izzAfKswVUmq2+DYuZAeU9snrz2GVj73K9ffLCu/TzhsBCywHqA7F0Hjl2n5fLWl16DZ+Gp1a/U4Rwl/NbalaykIDcHyOgRw0Pk9lK8fii+fwmEnYIEyYKiMqxdB0zbqpGFBEzzMt1ROq3MzR34PT7Y4lCBQDy3jdMrkOw8hDlsBC+hBVYRMpaw0kwTbrJ6x8o/8KYx/AL/GdE5tdD3MoerRYZKnHi5+1hgOewGD9UBaqacUYbty+allM8npllWIEOXyEJq4rtjZdATMSQuINJs81fC8+UgQrMARIWAZZWz5HG8qgubgSduVBAM7W/sdeO8mW7UOJ2jCiow+uTzLojONDxcccQIWWA/4iUXQbK1RPHXT8rp+efXPCjwygJx7xXDgYCmnl31p4v2HNY5YAQusk+iyzS8pwibPI4OtbaHeGaPnXh5GwLrr/8QNePmhSuvsB454ActYT4yV/4IibLbaOKhSmanKWludD5fn1cGFs44hRpq95UjXVD0cLgO+51hP2Gnrl5yjTLlC+SseddRRx5x55pl2VeiDOV1/vTtw0N9XvvMD5TtVMxCst5b72zP6/nDGN62A1VhP6OvWrxWK0CHE9Dw6Or0cRnSe9U9C2U1braFU1rXVWX9+/fOM9Dq9fPf8rUzfZPg/mrHFOfmbtVEAAAAASUVORK5CYII=</Swatch>
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</Swatch>
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d+rdOS5waoG8DDn8oqja7BwO4bZZF6OMvbzlBWc9RmJJfpfFFiKA+V/J3bUZJiIcFsNWdjKG5zzzgPJWqocOBwgIj0Kn5yMX6pbmIENUUuUppVe5XnnsHkKpFMISdBUAdFvQj7KerfCGruZq6N/EByqpVxxLgSrX4dEsyWCudtahio8YzXoBk9wp9AlXuvEOWSNaO0l9wENfMQGWpOpILyp6koA1vquTIjXSzXhqgP0rXfmwi2WJ0nCWYvOUiN+7La5xeH7obcEMKNjPbheXhcTQikZAHlwjqckeD1o9Xsvjnu4Jq8Nq9fBdz906U0lqvKwPYilAtI+f/GBSsVRf1cO/cgbfuycWbEiBG9XhYhCfbSSy/dkT6GqxVwSpml7Jbw9bFw6IukCHYeXrSLcyYPuiKU7oCWlxp6Sz4rg8q04GObXRsCoYY2vB5cX0y5Tjxsxf3lwD5TDnDuByeeZ2Lg/TAERtfwffv23XHJJZf08jj0Ipi9++fVV1/9BhbOlStJxD4r3GeN9f2+toLKi2Jy9UU6MNkiRZitMww0o7UWDSElA6PUTkcuUqCkFVveeONVf9lkXQOG8KJEA5xqiP2Ryxh2vPjii9/4/e9//y/8bqVeBPvMZz7Tlgg23qUOM9eHD56BjcBGcQgFnao+PCgrKsqpZ0SuCEbtKj0Gn6DCegpeO5+Lbcy5LJSbgr+zhckkZx2Lb7gKWkevIIyIqaxKdSxIx/FXX311W/r6f3F/L4Lt2bPn75xcaEk1O2dPdXKUFaBMdAPP+WOw5PLycB9eBwLDUjlJpBycKqTVLDifTX1HS1FlwaqJJ7xgSi6+6NcWWaiGZlKIkmr1d62trTHB7H2L6WMh3xRlQWAnZyZxVoVqlJWE4DXyc+U0Y836dUXtz7XZzsMMUGwb6y2RWuFAiaUeBiYXthlTvRG5DGG+NlT+vb18rXiOImxjdeuFxiF83+VJBDt06NCNqfDR/DRFT2vOOsNJsOrCWMfhslR0X8XQuD0odSOzuiZHLZe3buWaq0QNRRjiUcD6mDglp6nyQUZxw1I7FFQcmc+PpGFj+2h7IWwi2OO+/SSCHThwYNHYsWNlAaXGKq81KpRszfC5qJeZZZQLuEaSKqdn5ZTpGpJheZ79gLD2orVcW7fXr9wYkfOU+1r1lbuTOJLhiHRbbkezqoC9bXjOnDm9CWaLl9i7rb1has0ur5B9VbkG1ZBMhZF8CHL4k8P6obcxArYHScyKukriU/DtKL0s591vJs9bjMhbIp06ppkHwaB0VBzWefEUB1vVuToYyWq9fu7cuWf54ik9BLMXqKfCet5xray7qPH4W6WG4AViYz2cY+eqkIfrBm5qY7sQuWxZBCvWuaGJrWAG6oQWM1SWoLtkcu1kREta4X5ve86Vg2ErJwzeAzXURTljOXIJKTjGuJQ+X7AfPQSzsdM+0S/ENzOy+Epsr9VLoplHNZmWuXINpVBPdF7O5eDDYmSl9hW5dWkNtcMWulsikuXy8JtJqUan/J/+9Cfj0skESzuu90JRObdPfFMFEqXkuqgJpiLQcYjlN5FpWY3c8GjgIQ6v2/uIdS5ERBKXQJFUwoeNt3G7DUr/Yv2KnatMslzf1kwE4VWETNWaPXv2P9n3boK98cYbIxORZkQNVkFRzj130zlK3VWOO/QcKz3K9/V1ggK6V/zGqDmR7Pz1Y9gtY7By0AGbkzQ5SRQN1wh/4NQ+FRrLKfG+D4WF6lMmFLwtRF5HkCc2wzh14YUXHukm2OHDh2cOabz8U/mtomxKBz5leDOb9UtFdajJJgpRShCb+VE9Drbg2CeICn0JSCRUASLDxuvLvbEkl6FbmrzBElG9dQVn25fKU9GBhOENTj3bTbCDBw/OxIbaZ+RUQ9LwhaowEl4Yo0YK4Lm1x+M5ql4uw7/znEdGbl6COhb7gZfg5DLd8mQvfm20wfUr9SBG5HACsaqDpGPi1aoqDU79D8F8ePQL82GghmQO1mnYiejgbAxlfUWkwE+Hk0KdF90cDMEgkFw5P1SzyMVto3qidShyaT3KWV0CL8rH4DKj43mebNLDZiQ9rEfJn8bhDZRiWAB60p2MnPKRc3EgUdiML12cA4cdljglC8va6YsPcx0590AJkb4VWa/ub8yRmLNqoygGqzD2GaUZKUS5YHyvmdyRbtzgyjT717J+/foR6bNVVaz8UKWGllJM/Hd08zhlWd0426a255ThyJmILzZwMtTqVuh0ZmNBQTmnfR1+L0cp/7mHFduv6nJE4SRDFJnA+lGgeK4YlsmTQ+wVgum4ES1z5syZ+uKLLw6zjby0kmoYp+uy+Y4N54hALaIsgxqwb07pJBxN4Kl0XC/qZip7VOlVjmg4xv1shOD6+WwJs7QyA0gZMQw1ycPL48nTUVq8g70FXE+jrGFHjhyZ2pKeoInYWVFCmqpQkcugcsYRp+KELLUJ2xBNSo3yp7As++MXT7GizrlS7M5B/Uq9DQ7bje13kpWGe9XHXF7O4kRjLVqdUel5NZ4B6+Ok6E9sSRcysRQ/jJCzcFjp7wupIleBstCidij3iSHnA7J9Fl80YqGeGPmksL8w7KWuRyn1Lknw5qoMCtR5c4j2RzqcUmlyD2x0DCOdM7ElHTQxMoFxeFG53CUml7zlhlwuVO589i2VwlBs2eJUOOXnMb3ESBbpVZGrpgSeb8kGEqKm/9SxEZAkUXSAH0hWMUpOX4MH1FP/TWzp6uqakBsWo2EmqpDHcNWgvkozpezXgA0HdIdwB6In2y1OB0saZbzgtly+V0QuNARqHNx8rJpHUfMQqDpyAiQqk1SlCS0nTpwYjQfkQkU1Irp2+pWjlPeUqys6N5eUiOfmiGbA5EgE615epzJq2BjAa8qpFrwvCi2VyFMradWIxA8EloF9HLUl9d/olqFDh05AqaOsA3wyVSOiYTQnyaJAMOtatdIual9pmGGiGThtJReLNfD+3ARY/K6sVz8e2+Dl514GweV4XyjBwELCy1IWJLaJweX7NYG6McEcrZ/EE7gTSqLThpBoGEUT2xuqcCpec5QK6tV7qk71WmIkH+pnuICulW/XG1lWLGEUYR2cB48POOfL42QZ+1R+K6yH70Mu05fbx9emiMXSi0nmSET7ZEsqfBxaQAgWkYps6CRUyqK66QqnYmXWGAOIXLwRO4s92exZ932cehM5IxWhuI95uh6TXMUFc9kmyieHsDojokfS1vVQfyWh66mCjONa8GTUQyJRiYiGJd7PacQlsA9Ieddxuc1cG2rrYf9VFBfFYRt9XAgluTDFR4WnuK7SLCp+YQTW5zl8USgKr68GKtMV8wVzMc8WPDFCFKZgqVYTO4ygzHdGdDOiNuI5OUTtLt2IXHAewcmJkS7YTPzQwWpNziPAkQL7y7kdavLLEEqStmCymlI6S4jI1xdEfrCaUAi3xY9TGaQe+omct7lJsQg1RKv2efo5t5MJZ7/9JjVzD7wOQzSBluuOoCRSbk6lgx3zfk4LH4AnR40sKe0ILCMnTZT1iFaTkliRGa3aHElRRbLaYLeD44mcbYrDiboGzEcz1M6iL7ljIv+bGw2s4mAfV6423Y3cpN8egqkYFD95CirWlfNON6PMK78P+1z6Ki1r6jRgqIgD3lEbHez+YWDKDpNMOWlzo4UKiSnJyhKq4GaQ4P3qfVMuiVtcHOON6otTLvfUqSQ7B+s3JZOay60NvjZrpSpXRlRmLpRUI+1zkjXKRsmt1sh1upRk10Qz643UZLKqobMFG8okq7Uoaxqay+TEjlAWWc6fhn4Y3FfSixxWn72WLyIS59Rj+/l6uL5m9LgSIoKwJZ2LtrAU5Bhjs3FVQ2lGkkkwo904TLqrCT/gcRifU6RkHaQZ90VkpUZDZLOWrG1T5PJtynKNMnGb0eHwnBooInq/Y/+q0cW2qVQhLisaHnMTQ1SePpTxpkmwP5uzNVJEGSj6a4/NlVvrj1GeciyDy1IxwCiJkBGl1eB+vobTAXTEGqK1PlRWcW7Bl9zw7eRyN0vkSlEuinTun1tSQzrTjou8YQaWRrgdnxAOEPP3iIz4RBmUTpaLKuBwwZ3FxMB6Pb/LP5Weha6KyApTUkL5xAaKeGoxOZY8ObUGHzZvcyS91CJ8jopJJZ1GsENRNqMikLIso/TknN8qN5SoILFa69UQGQyRPun1cjIh18+/2dpSx7DEVDdUodlh1cBDE06Q9VQjnGTbF2D50T03oA8VkXh1qCVdfGdX1/9fHJif1lL6jfLFlBLUIkTZAtiZeLNVDBDbwl5uDBpHulepvcpdoPRWHg2iB4G96zXABEn0X7IuxAaQetijCAKHovwac743kebVaX6w3qUTIkU755fhYClCSbZSZiq/wxuJwmV7O3J+NHVuqa2l0IohUi9Qr+PrVA7XnHvEoBRvBaVv4TZrD56PMVDlw4tI5mlelGa0tyVd1F48KGpgydeUs05qjrULx6WzcVZxtK6Yz2/MdaIKXKvQU6TUl6xUdtd49oin9aC/yQP0mH+FKKkNHCFA3YilBy6NxeWoBzlaSTJyEDtcQrJkt/K6CbZ///693iAV/8J12rmhXhkr/14x7o9Qo9Qb8En1Md9TWaK6EZxq458+rzDnN0LpwlJR5c65pLN9nmqD/YUPC67p78ZPJL14MnTuoY9SsNi15O3JSS6V2IjlRLremDFj9rZ89rOf3dne3n48/R6GDcfOY3HOjeV9eMN93l4UH8TzVP4VHsMhDW5DzqvP0ok7Tz0IStdjIPFRn8J9qMeo+Yd4fm6Sie3n7Fe/3tISAKq92DZM2fK6Shmz2A4vD845PnLkyJ0tiQBHx44d+/KBAwemha0qQIlR1IWiGx953SOJUdMGrCtK6+H2Yo4TEiBnBWN7vX778yQ8B6dT89JW7HnP6YhstPB234fDZxTRUHojt4kzO6I5k/ywNoyyl41bLY2KXzGC+QFqXFVDSGmSJg+dNf4uVQ/n5nO78EIjnUm5PgzRUxnl4mMbeVjmvooerMgAUsMt1pmLsnj9LFFxf+5hieZP+BDPbhfe5oAH9BX77CZYYtq2jo6ORVgBNyYaQlSj8BxELijMRInWjFBee6wrciYGnXDSk14biysp/rg9N9zVImo/159rl2oLDm0MJruyelWdBpNgxin73k2wpIxtVo1XfiQD33glunmsN6gQDDc+Ss9VbgmVI8/7SsehtHZ/EM/Ujsrza8KyckCLVg1feNNyqgFa1ZxRooRDrl2cvqMmnOCxhprkhkmTJnVzqptgo0aNsh/HhjRWOVSNy1UUPY3RrODIYlS+FHZLGPhmR9acw3Ux264ME7yxkRQrOUJLVjCiFORXmRpMnOgmo06HpOM2ojM7Sh7k/PsIQhIea3Dqfwhma2mmsXZbOmBm1GgqoOd3yQ2hGsNeYQf6vfwCHf4dfV+YIaD0IgU09dFXFA1bNVJJLXfJhKjN5o2ALpNcGyODwYH3sCKW2Gu+pFKLWAomkm4zTtn3nozWNGau3bFjRw/BXPTiRbFEyjE858XHBjHReAKw/fZ5gHhOTmKUbhgq9iooj6tjWz25hfKiwLr/Nl3yyiuv7BUeUt9L7VYkU0sbINQ9Y/DaHLh8AvZFjlwezrPPBQsWrPXjegh27rnnrk4H/qP/rjXTa3wlHM+K0kzwWHfeoe+Hg6o5/1p0s5RDlj9LSixC6Xesx7CEZGnrro3I4vbfPKxiuZFTlCfy8NKouJq0g1eWVtmz9ucPPuaGGWbMmLHaj+0h2IcffvibVNDBVPmYIacA9puULE0/x+HhFk4n4RuIIZiIZI7In6T2qZBRNO/Ry+LrYj1S6T6cRFAKJHPbsE94iFKIIjVOslJ4CNuPhEZp1/h+0Ljkx/cQzN4t09XVZaKtx12hKioFV/E4blitGwDBBEBDgJ2rOdO/L1mmKn6J7ajJAsYHAY/jIcdJViMxc8OyA6U+zhL3JQtE5kOvuqOHhOvA7+lzrb+nyHDS29aSrvFY+ljEQxk2gJ15CtypBhbhnAmQmwsYOVl5DmDJvO8rcv4ihpppHcHdFh57rCm/lHXCvnL9HwUAABBwSURBVD2VxoPwfezu4GtSqoXvw23Tpk17DM89iWCjR49enQ48ZF+jG1/rJMQnPCIXuyccyvfEF4Zgq3IgoIwbr5uB7ayx1JQawdeiwl7YJvVwWrm5dSui/DFuk1LwAx4cmjx58mrccBLB7E2lSZyuGgLDpKGmkxDRMkAqDudQT29u3TCGXWyzBFOzvmtWIMQMCBUu82vzBycnHbh+h0k1f2h4HQ6vBxH5HLG9fA3qvkbhLs5lUxZzasMqfNutodc7u8eMGfPvybRepBrmHcqF8/ttUDrV6EXqmJLjUuldfUk9VsBOVjfSwBkJKqtCbYusU+wLNgoiHQ9HBHaEKx8jQjm1sc4ogQGtR0YaHv+dt/Ui2B//+MeV6cNyqMerhvk2bACn8HLoQuX22358MkvO2hqXSQQ1Cwitsdp0HAOGlfxGRo5oPB+lGBsRys+GlmWNnsp1qt887CGRo8A+S0W+RguGNwjXdezYsZV8fi+CXXfddR9u3LjxZzt27PjnqDEOfAJYekUxNwMq5woqzMH+ISdIrU6oPO2OyAmaK9uHQLQK8dqcTOZodWJEbchN24ukBYJ9Xdie3DX42m41YMPK6/PrT0T7mXGHz+tFMMPVV1/9cCLYfYksPbHJ0o1Ejy+Cz2MnaxSCiEIvOf+WIRom0RLE71E2K7ZJDXW18NBUTo9l5brmpqvycBkIfMi9DqVXqel23m5OVoiuIY1ex77yla88rPZJgo0YMaJrwoQJT6RKF3njcogWV3OgvqQayeRSUfvcTWUlXSnvLk0MHE2oXTKJY5feXodKZ8JIBF6jOo71M+XM5HaWXhjKyQBqlhNDuYJUfb5v1qxZT0ydOrVriIAkWKOAB7Zt27Yo2u9gcnGmA4c3lGIZSQXUcbhsNaxEi9gpSYTIha78PGwTEkFJnJoHgx21/qmOr1l4hKf2Oew7vyKoGQmsXlDK+xcvXvxAdH5IsClTpmxJJ69LDZxfapzPpCnN/TOowLYfg9tz5MI6mERYlj+59mltdDJETycjly6skvdK0hulHoeHeDhyROun5trsx7DDHMtSuXl4D1T4ibNcjFyTJk1aZ1yJ2hMSzJCsm/ufeeaZ+XhxDmVuqzTo6OmMXBlopfnvSKfieiLfmn36W81y4RBHzXuqS5MzHNHcgpLrwRD5Dd0yZwMAQ0LRtWH7uP+YVJxVgRzwN/Ddeuut9/eqBFAi2HNbt25dlyruJcUi3xU/BQjUA7jDsOxogqvDJVf0JHv7cFqW18PDmso9c/A7MvE6c8MMW7w5KD+ag2f6cHlKFysh6ldMu4nA12zSyziSqy9LMENS9u9PFuV8tri8MpxFwzc9NwQxudg5iMNZlEtuyHmwfb/KvmCiMRkdboo7CVQ9OWtMQWXhYlsNqFPxcc04k81Phee71EOJxGk3CFs7DSfAeOzU2va1r30tK70MRYLNnj37udTAlUlRbCslERpqsyQjxypLQXdNqAkcPN2Kh2O04jD7AoHr+GO9+Oa1aJE+Ri4ywfC2sS7mbXXnNSruaj6D78slICjdLbIOEWy1+r1p9OnKkvQyFAlmSKLwu4lgN6TKeuXsN0MsdR5/j5BzRvJwyykxUV08lKFk4CS6nBsm0seiB4Prr4WSkMqIUHUoiRlltzo48xfu9bFFixZ9t6bNVQRrbW197e233162ffv2e9BKiRpZAx+2WDqoTlJO18hXhkOub4vmb0Y3xMrgNGJ3T5SGJ9Qf/WlXinVELhwmIygJGZWnFoCpIVakE1qffPGLX1xmnMg2soEqghkuu+yypYlgS8YBI5TFU4JK6UVfGrs6lFcfyW1/pmfUSIMolRnhBPHrwaHS2lgbUM89FHgNEfkR2DdsRCndNWoD7otIHGXCAN5sa2tbmjsAUU2wVOk78+bN+3Z7e/tjShGuTY9WynSkkzm5sNMji8uRIxo7eSOJFE3yqBnK1fGR7sPhNbRsXQ/z0A/OoMJjHSwpfRtLTEUy5Z3nfnbp9c1vfvPbxoXaPqgmmOHSSy/95fLly59Kld3k20rkysXYMJ3XHYOcaRC5OrxuhvKusx6m2qzKwXbiteUkWGm92ShFhv13kYMXkYsY5Nw4uL3k83OS2XEzZ858as6cOb88fvx42CZGUwRLBZ84cuTIXQ888MBfp5/n8Ap4fAHoFlC6gAMVaU+0y3WQgwPludnXXF5Jn+pr8qICqgHe7ty1MXH8+pqZRc5QUjRak5XraLgx3r799tvv+ta3vnWimXqbIphh5MiR/3X99dffvWPHjuWpI4Z6QyJCWBwMCeCxST8Wnxzlz+I4IIc9apVvlmI1cJ0HQ1cK0eQQP56HZbweb39J+Y98bLk4LkJ56BkqcpD0btt04s4777zb7r08MYOmCWaYPXv2inQBC9PXv1fOSgc6ZxUB1DIBfryTCS9WpQ1HQ53KqOgLTB/jlGVW9KMIhvdHzgDi7IyIYKxPqSFRhcFU3Wo4VHMgvb6xY8f+m93z8CIy6BPBDLNmzbpn9erVM1MjWtV+vzjvbB5CsPNzFg0GuyMpqXQ33Id1+qffjGZeGaMkSKQrRtekJFgukF4THVA6L5+TS0nih9zRGBpf+853vnNPtgEZ9Jlg6ULenTFjxqJkVW5MHXS2b49SfKOnFEmWe9J51UC+gSqxjtp7Uv14E0sL7hqi+Cj7ltRKg+q6ojbmUpJq9C5+GHLefR99VHjKyJV+//d99923yO51seIAfSaYYcqUKTuGDh16x7p16/7DG42f7JSNdCXuhEj8qyHA68Dp9zlwOUyu3NDK5fuxpfhr9KDVILoellr+G1PJHdy+0rDp1n3Su+6we1zdWIFTIpjhkksuWbF79+5rtmzZ8j3fxnE17FwOy0ShD+XTQXLk3BdeDqM2y6GU7WkoTYA1qPf4oBQtJVSWykdwSjc/SM0YOI0FTP61r3oX4pQJZmhra/v+8uXLxyexegtaIiqcVOsJV24NfPojiw47Vekjp0IujiuiMRJBkcwRuXEYNeTA0BvHYvEY/PSyeZmBpF//4tZbb/3+kiVLivWW0C8EM//Yzp07b0uNtSVxrlXZAZiTFXUmWo0GnrTg8O++gjUCSRgNrYgc4aPhEqf7K284/sZr4+uI6sQHil0zPMSx+yFKnc7pYrgvnfubuXPn3mb3NNvQSvQLwQy24MUFF1ywYMWKFc+nn1fYNuUHsovGm6qGOgwSs2tCmeqKZH6MZ7I6WVlxxvJzQ5RSvr3tvLaWyltXNx3LULOmS7FeJ5tnl2J9uJ9J6CEhMcr85z333LMgbf9gSD+h3whmsBjV7bff3vbII4+0p5+TeT/GHL1DUQqhpDPU6B/s5OWhE5eCiqZxsYHg31GSKL9XLgM0WtSNJRAmcUZDLgegsQwmF9eXy1Alcu2++eab25qJM9agXwlmGDFixL5EsnlPPvlkN8mU8q2GPpR2rCuouFyt8mtQExwMzSi+/K4hPjf3YvSam+3tUeTyt8xF0q0ZKGsxbTNyzbv88sv39anQDPqdYAYj2Ze+9KUekvl29hIrB6EhSulhMMk4rJQ7FqUmpkVzezgEhFKG9S5+EFi/qSEa61mcxsRT0JpBMHQPGLkMA0Iwg5PsiSeesPUKrmBL0oE31vWqyJnqxyjpxeTiILyqh5HLrfKyoqExmnyMscwcoul83AZOSOShmBFZsA1y/acNiwNFLsOAEcxgJGtra5u7atWqNenntRw35M7j1B68MSpro5SiwlJIkcwXMYmAhI6GRhzGoiU5Ud9UkQ6+draa8XdkRTJyMUezFhsKfb/qXIwBJZjBLmD69Olz33vvvUdTJ93i270jmSSlReeiOKMByagklHJq5sI/KpeNh8YoGze6JiQ965SqzSVdkzNvvV24j9ttfi5zRfSntRhhwAlmMBfGsGHDFu/atasrPc3dHv+o46J3GDnUEFny6hsUuXI5XKp+8hedVG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</Swatch>
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