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DTS Synergy 7 Profile (DTS_Synergy 7 Profile.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Synergy 7 Profile" ShortName="Synergy 7" Company="DTS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>c4717d81-115b-4d44-b7cc-390b49d206ae</Thumbnail>
  <History Date="20-04-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-04-21" Author="Nic Morris" Comment="Swapped colour 2 and colour 2 func channel assignment." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="61d64b2e-051d-4058-b623-7ce8bda4e8f9" />
  <Control>
    <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="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fast" Display="'Fast'" Dmx="0~0" />
      <Function ID="2" Name="Standard" Display="'Standard'" Dmx="10~25" />
      <Function ID="3" Name="Vector" Display="'Vector %.f%%',0~100" Dmx="127~26" />
      <Function ID="4" Name="Reaction" Display="'Reaction %.1f%%',0.0~100.0" Dmx="247~128" />
      <Function ID="5" Name="Silent" Display="'Silent'" Dmx="248~250" />
      <Function ID="6" Name="Snap" Display="'Snap'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="30~119" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~189" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="150~179" />
      <Function ID="7" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="200~204" />
      <Function ID="8" Name="Col in Dark" Display="'Col in Dark'" Dmx="205~209" />
      <Function ID="9" Name="Move in Dark" Display="'Move in Dark'" Dmx="210~219" />
      <Function ID="10" Name="Blades in Dark" Display="'Blades in Dark'" Dmx="220~222" />
      <Function ID="11" Name="Prism in Dark" Display="'Prism in Dark'" Dmx="223~224" />
      <Function ID="12" Name="Zoom in Dark" Display="'Zoom in Dark'" Dmx="225~226" />
      <Function ID="13" Name="All in Dark" Display="'All in Dark'" Dmx="227~229" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Higher CRI" Display="'Higher CRI'" Dmx="10~71" Colour="255,255,255" />
      <Function ID="3" Name="UV" Display="'UV'" Dmx="72~133" Colour="50,0,200" />
      <Function ID="4" Name="CTB" Display="'CTB'" Dmx="134~195" Colour="220,220,255" />
      <Function ID="5" Name="1/4 Minus Green" Display="'1/4 Minus Green'" Dmx="196~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="64~127" Update="Colour2" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="128~191" Update="Colour2" Colour="0,0,0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="192~255" Update="Colour2" Colour="0,0,0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour2" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour2Func'==1" />
      <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour2Func'==2" />
      <Condition Name="Index" ID="13,14,15,16,17,18,19" If="'Colour2Func'==3" />
      <Condition Name="Scroll" ID="20,21,22,23" If="'Colour2Func'==4" />
      <Else ID="24" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="10~58" WheelPosition="1" Colour="200,0,0" />
      <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="59~107" WheelPosition="2" Colour="0,0,200" />
      <Function ID="4" Name="Deep Green" Display="'Deep Green'" Dmx="108~156" WheelPosition="3" Colour="0,200,0" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="157~205" WheelPosition="4" Colour="255,100,0" />
      <Function ID="6" Name="Amethyst" Display="'Amethyst'" Dmx="206~255" WheelPosition="5" Colour="255,128,255" />
      <Function ID="7" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="10~50" WheelPosition="0" Colour="255,255,255" />
      <Function ID="8" Name="D Rd/ D Blu" Display="'D Rd/ D Blu'" Dmx="51~91" WheelPosition="1" Colour="200,0,0" />
      <Function ID="9" Name="D Blu/ D Grn" Display="'D Blu/ D Grn'" Dmx="92~132" WheelPosition="2" Colour="0,0,200" />
      <Function ID="10" Name="D Grn/ Amb" Display="'D Grn/ Amb'" Dmx="133~173" WheelPosition="3" Colour="0,200,0" />
      <Function ID="11" Name="Amb/ Am" Display="'Amb/ Am'" Dmx="174~214" WheelPosition="4" Colour="255,100,0" />
      <Function ID="12" Name="Am/ Op" Display="'Am/ Op'" Dmx="215~255" WheelPosition="5" Colour="255,128,255" />
      <Function ID="13" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~51" WheelPosition="0" Colour="255,255,255" />
      <Function ID="14" Name="D Rd - D Blu" Display="'D Rd - D Blu %.f%%',0~100" Dmx="51~92" WheelPosition="1" Colour="200,0,0" />
      <Function ID="15" Name="D Blu - D Grn" Display="'D Blu - D Grn %.f%%',0~100" Dmx="92~133" WheelPosition="2" Colour="0,0,200" />
      <Function ID="16" Name="D Grn - Amb" Display="'D Grn - Amb %.f%%',0~100" Dmx="133~174" WheelPosition="3" Colour="0,200,0" />
      <Function ID="17" Name="Amb - Am" Display="'Amb - Am %.f%%',0~100" Dmx="174~215" WheelPosition="4" Colour="255,100,0" />
      <Function ID="18" Name="Am - Op" Display="'Am - Op %.f%%',0~100" Dmx="215~255" WheelPosition="5" Colour="255,128,255" />
      <Function ID="19" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="21" Name="Scroll CW" Display="'Scroll CW %.1f%%',100.0~0.0" Dmx="10~127" Colour="0,0,0" />
      <Function ID="22" Name="No Scroll" Display="'No Scroll'" Dmx="128~137" Colour="0,0,0" />
      <Function ID="23" Name="Scroll CCW" Display="'Scroll CCW %.1f%%',0.0~100.0" Dmx="138~255" Colour="0,0,0" />
      <Function ID="24" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Gel_Emulation" Name="Gel Emulation" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="19 Fire" Display="'19 Fire'" Dmx="10~20" Colour="255,0,0" />
      <Function ID="3" Name="20 Medium Amber" Display="'20 Medium Amber'" Dmx="21~25" Colour="255,100,0" />
      <Function ID="4" Name="25 Sunset Red" Display="'25 Sunset Red'" Dmx="26~30" Colour="255,0,0" />
      <Function ID="5" Name="68 Sky Blue" Display="'68 Sky Blue'" Dmx="31~35" Colour="0,128,255" />
      <Function ID="6" Name="101 Yellow" Display="'101 Yellow'" Dmx="36~40" Colour="255,255,0" />
      <Function ID="7" Name="104 Deep Amber" Display="'104 Deep Amber'" Dmx="41~45" Colour="255,100,0" />
      <Function ID="8" Name="105 Orange" Display="'105 Orange'" Dmx="46~50" Colour="255,128,0" />
      <Function ID="9" Name="106 Primary Red" Display="'106 Primary Red'" Dmx="51~55" Colour="255,0,0" />
      <Function ID="10" Name="111 Dark Pink" Display="'111 Dark Pink'" Dmx="56~60" Colour="255,150,150" />
      <Function ID="11" Name="113 Magenta" Display="'113 Magenta'" Dmx="61~65" Colour="255,0,255" />
      <Function ID="12" Name="117 Steel Blue" Display="'117 Steel Blue'" Dmx="66~70" Colour="220,240,255" />
      <Function ID="13" Name="118 Light Blue" Display="'118 Light Blue'" Dmx="71~75" Colour="0,128,255" />
      <Function ID="14" Name="122 Fern Green" Display="'122 Fern Green'" Dmx="76~80" Colour="0,255,0" />
      <Function ID="15" Name="126 Mauve" Display="'126 Mauve'" Dmx="81~85" Colour="180,0,180" />
      <Function ID="16" Name="132 Medium Blue" Display="'132 Medium Blue'" Dmx="86~90" Colour="0,0,255" />
      <Function ID="17" Name="136 Pale Lavender" Display="'136 Pale Lavender'" Dmx="91~95" Colour="255,128,255" />
      <Function ID="18" Name="137 Lavender" Display="'137 Lavender'" Dmx="96~100" Colour="255,128,255" />
      <Function ID="19" Name="138 Pale Green" Display="'138 Pale Green'" Dmx="101~105" Colour="128,255,0" />
      <Function ID="20" Name="139 Primary Green" Display="'139 Primary Green'" Dmx="106~110" Colour="0,255,0" />
      <Function ID="21" Name="147 Apricot" Display="'147 Apricot'" Dmx="111~115" Colour="255,128,0" />
      <Function ID="22" Name="151 Gold Tint" Display="'151 Gold Tint'" Dmx="116~120" Colour="255,128,0" />
      <Function ID="23" Name="154 Pale Rose" Display="'154 Pale Rose'" Dmx="121~125" Colour="255,0,127" />
      <Function ID="24" Name="156 Chocolate" Display="'156 Chocolate'" Dmx="126~130" Colour="255,240,200" />
      <Function ID="25" Name="181 Congo Blue" Display="'181 Congo Blue'" Dmx="131~135" Colour="180,0,255" />
      <Function ID="26" Name="200 Double CT Blue" Display="'200 Double CT Blue'" Dmx="136~140" Colour="230,230,255" />
      <Function ID="27" Name="201 Full CT Blue" Display="'201 Full CT Blue'" Dmx="141~145" Colour="230,230,255" />
      <Function ID="28" Name="204 Full CT Orange" Display="'204 Full CT Orange'" Dmx="146~150" Colour="255,240,200" />
      <Function ID="29" Name="341 Plum" Display="'341 Plum'" Dmx="151~155" Colour="180,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 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" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="8,9,10,11" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Else ID="12" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>fd700fed-0229-4a00-bebb-613329327d72</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~42" WheelPosition="1">
        <Swatch>08f29775-b834-4fc2-9e5e-43542fe12d87</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="43~75" WheelPosition="2">
        <Swatch>19cbb05c-e2bb-47f4-8f3d-95ded3950513</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="76~108" WheelPosition="3">
        <Swatch>aa613121-f416-4b84-885e-14c75f4c9b99</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="109~141" WheelPosition="4">
        <Swatch>26bc11fd-f518-4194-a8e9-0a7a58b27c8d</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="142~174" WheelPosition="5">
        <Swatch>7c535187-7b6c-4a4b-ac52-52d52687d082</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="175~207" WheelPosition="6">
        <Swatch>86c26bab-7f08-43b3-b08d-ff675f0d91e8</Swatch>
      </Function>
      <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~232" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="208~231" />
      <Function ID="12" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 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" If="'Gobo1Func'==2||'Gobo1Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="65535~51968" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="46335~32768" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo_1_Shake" Name="Gobo 1 Shake" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Shake" Display="'No Shake'" Dmx="0~0" />
      <Function ID="2" Name="Shake REV" Display="'Shake REV %.1f%%',100.0~0.0" Dmx="10~126" />
      <Function ID="3" Name="No Shake" Display="'No Shake'" Dmx="127~138" />
      <Function ID="4" Name="Shake FWD" Display="'Shake FWD %.1f%%',0.0~100.0" Dmx="139~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="3" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="8,9,10,11" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Else ID="12" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>fd700fed-0229-4a00-bebb-613329327d72</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~42" WheelPosition="1">
        <Swatch>4422acc5-8aad-4400-91bd-534b803ed6d9</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="43~75" WheelPosition="2">
        <Swatch>cb132d9c-aebd-4f9f-83d1-c726b8c55c51</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="76~108" WheelPosition="3">
        <Swatch>ebc7c823-a908-48d6-a1fe-665125e60fbb</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="109~141" WheelPosition="4">
        <Swatch>9c35fa85-e09e-4073-9f93-206c66fd5420</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="142~174" WheelPosition="5">
        <Swatch>13eaac77-0b69-43e8-a0ce-e913ae8b91b0</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="175~207" WheelPosition="6">
        <Swatch>d7c50b18-6397-4c01-9749-6db068600181</Swatch>
      </Function>
      <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~232" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="208~231" />
      <Function ID="12" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="65535~51968" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="46335~32768" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo_2_Shake" Name="Gobo 2 Shake" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Shake" Display="'No Shake'" Dmx="0~0" />
      <Function ID="2" Name="Shake REV" Display="'Shake REV %.1f%%',100.0~0.0" Dmx="10~126" />
      <Function ID="3" Name="No Shake" Display="'No Shake'" Dmx="127~138" />
      <Function ID="4" Name="Shake FWD" Display="'Shake FWD %.1f%%',0.0~100.0" Dmx="139~255" />
    </Attribute>
    <Attribute ID="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Iris_Macro" Name="Iris Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="10~62" />
      <Function ID="3" Name="Cl Pls" Display="'Cl Pls %.f%%',0~100" Dmx="63~117" />
      <Function ID="4" Name="Op Pls" Display="'Op Pls %.f%%',0~100" Dmx="118~171" />
      <Function ID="5" Name="Cl Pls + Zm" Display="'Cl Pls + Zm %.f%%',0~100" Dmx="172~213" />
      <Function ID="6" Name="Op Pls + Zm" Display="'Op Pls + Zm %.f%%',0~100" Dmx="214~255" />
    </Attribute>
    <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_1" Name="Blade 1 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_1_Rot" Name="Blade 1 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_2" Name="Blade 2 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_2_Rot" Name="Blade 2 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_3" Name="Blade 3 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_3_Rot" Name="Blade 3 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_4" Name="Blade 4 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_4_Rot" Name="Blade 4 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~11" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="12~13" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="14~15" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="16~17" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="18~19" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="20~21" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="22~23" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="24~25" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="26~27" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="28~29" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="30~31" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="32~33" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="34~35" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="36~37" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="38~39" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="40~41" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="42~43" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="44~45" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="46~47" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="48~49" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="50~51" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="52~53" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="54~55" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="56~57" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="58~59" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="60~61" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="62~63" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="64~65" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="66~67" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="68~69" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="70~71" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="72~73" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="74~75" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="76~77" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="78~79" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="80~81" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="82~83" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="84~85" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="86~87" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="88~89" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="90~91" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="92~93" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="94~95" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="96~97" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="98~99" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="100~101" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="102~103" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="104~105" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="106~107" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="108~109" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="110~111" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="112~113" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="114~115" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="116~117" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="118~119" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="120~121" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="122~123" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="124~125" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="126~127" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="128~129" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="130~131" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="132~133" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="134~135" />
      <Function ID="65" Name="Macro 64" Display="'Macro 64'" Dmx="136~137" />
      <Function ID="66" Name="Macro 65" Display="'Macro 65'" Dmx="138~139" />
      <Function ID="67" Name="Macro 66" Display="'Macro 66'" Dmx="140~141" />
      <Function ID="68" Name="Macro 67" Display="'Macro 67'" Dmx="142~143" />
      <Function ID="69" Name="Macro 68" Display="'Macro 68'" Dmx="144~145" />
      <Function ID="70" Name="Macro 69" Display="'Macro 69'" Dmx="146~147" />
      <Function ID="71" Name="Macro 70" Display="'Macro 70'" Dmx="148~149" />
      <Function ID="72" Name="Macro 71" Display="'Macro 71'" Dmx="150~151" />
      <Function ID="73" Name="Macro 72" Display="'Macro 72'" Dmx="152~153" />
      <Function ID="74" Name="Macro 73" Display="'Macro 73'" Dmx="154~155" />
      <Function ID="75" Name="Macro 74" Display="'Macro 74'" Dmx="156~157" />
      <Function ID="76" Name="Macro 75" Display="'Macro 75'" Dmx="158~159" />
      <Function ID="77" Name="Macro 76" Display="'Macro 76'" Dmx="160~161" />
      <Function ID="78" Name="Macro 77" Display="'Macro 77'" Dmx="162~163" />
      <Function ID="79" Name="Macro 78" Display="'Macro 78'" Dmx="164~165" />
      <Function ID="80" Name="Macro 79" Display="'Macro 79'" Dmx="166~167" />
      <Function ID="81" Name="Macro 80" Display="'Macro 80'" Dmx="168~169" />
      <Function ID="82" Name="Macro 81" Display="'Macro 81'" Dmx="170~171" />
      <Function ID="83" Name="Macro 82" Display="'Macro 82'" Dmx="172~173" />
      <Function ID="84" Name="Macro 83" Display="'Macro 83'" Dmx="174~175" />
      <Function ID="85" Name="Macro 84" Display="'Macro 84'" Dmx="176~177" />
      <Function ID="86" Name="Macro 85" Display="'Macro 85'" Dmx="178~179" />
      <Function ID="87" Name="Macro 86" Display="'Macro 86'" Dmx="180~181" />
      <Function ID="88" Name="Macro 87" Display="'Macro 87'" Dmx="182~183" />
      <Function ID="89" Name="Macro 88" Display="'Macro 88'" Dmx="184~185" />
      <Function ID="90" Name="Macro 89" Display="'Macro 89'" Dmx="186~187" />
    </Attribute>
    <Attribute ID="Dynamoves" Name="Dynamoves" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~11" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="12~13" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="14~15" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="16~17" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="18~19" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="20~21" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="22~23" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="24~25" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="26~27" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="28~29" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="30~31" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="32~33" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="34~35" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="36~37" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="38~39" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="40~41" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="42~43" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="44~45" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="46~47" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="48~49" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="50~51" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="52~53" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="54~55" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="56~57" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="58~59" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="60~61" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="62~63" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="64~65" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="66~67" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="68~69" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="70~71" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="72~73" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="74~75" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="76~77" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="78~79" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="80~81" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="82~83" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="84~85" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="86~87" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="88~89" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="90~91" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="92~93" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="94~95" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="96~97" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="98~99" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="100~101" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="102~103" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="104~105" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="106~107" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="108~109" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="110~111" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="112~113" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="114~115" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="116~117" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="118~119" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="120~121" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="122~123" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="124~125" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="126~127" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="128~129" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="130~131" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="132~133" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="134~135" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="1X" Display="'1X'" Dmx="0~0" />
      <Function ID="2" Name="1.1-5X" Display="'1.1-5X %.f%%',0~100" Dmx="11~50" />
      <Function ID="3" Name="4.9-1X" Display="'4.9-1X %.f%%',0~100" Dmx="51~90" />
      <Function ID="4" Name="1X" Display="'1X'" Dmx="91~159" />
      <Function ID="5" Name="0.9X" Display="'0.9X'" Dmx="160~169" />
      <Function ID="6" Name="0.8X" Display="'0.8X'" Dmx="170~179" />
      <Function ID="7" Name="0.7X" Display="'0.7X'" Dmx="180~189" />
      <Function ID="8" Name="0.6X" Display="'0.6X'" Dmx="190~199" />
      <Function ID="9" Name="0.5X" Display="'0.5X'" Dmx="200~209" />
      <Function ID="10" Name="0.4X" Display="'0.4X'" Dmx="210~219" />
      <Function ID="11" Name="0.3X" Display="'0.3X'" Dmx="220~229" />
      <Function ID="12" Name="0.2X" Display="'0.2X'" Dmx="230~239" />
      <Function ID="13" Name="0.1X" Display="'0.1X'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Prism_Mode" Name="Prism Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism 1 (After Zoom)" Display="'Prism 1 (After Zoom)'" Dmx="10~49" />
      <Function ID="3" Name="Prism 2 (After Zoom)" Display="'Prism 2 (After Zoom)'" Dmx="50~89" />
      <Function ID="4" Name="Prism 1+2 (After Zoom)" Display="'Prism 1+2 (After Zoom)'" Dmx="90~129" />
      <Function ID="5" Name="Prism 1 (After Focus)" Display="'Prism 1 (After Focus)'" Dmx="130~169" />
      <Function ID="6" Name="Prism 2 (After Focus)" Display="'Prism 2 (After Focus)'" Dmx="170~209" />
      <Function ID="7" Name="Prism 1+2 (After Focus)" Display="'Prism 1+2 (After Focus)'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Prism_1_Pos" Name="Prism 1 Pos" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Center" Display="'Center'" Dmx="0~0" />
      <Function ID="2" Name="L->Center" Display="'L->Center %.1f%%',0.0~100.0" Dmx="10~127" />
      <Function ID="3" Name="Center" Display="'Center'" Dmx="128~137" />
      <Function ID="4" Name="R->Center" Display="'R->Center %.1f%%',0.0~100.0" Dmx="138~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~180" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="181~202" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="203~255" />
    </Attribute>
    <Attribute ID="Prism_2_Pos" Name="Prism 2 Pos" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Center" Display="'Center'" Dmx="0~0" />
      <Function ID="2" Name="L->Center" Display="'L->Center %.1f%%',0.0~100.0" Dmx="10~127" />
      <Function ID="3" Name="Center" Display="'Center'" Dmx="128~137" />
      <Function ID="4" Name="R->Center" Display="'R->Center %.1f%%',0.0~100.0" Dmx="138~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~180" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="181~202" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="203~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Smooth Dim Off" Display="'Smooth Dim Off'" Dmx="10~24" />
      <Function ID="3" Name="Smooth Dim 1" Display="'Smooth Dim 1'" Dmx="25~26" />
      <Function ID="4" Name="Smooth Dim 2" Display="'Smooth Dim 2'" Dmx="27~28" />
      <Function ID="5" Name="Smooth Dim 3" Display="'Smooth Dim 3'" Dmx="29~30" />
      <Function ID="6" Name="Smooth Dim 4" Display="'Smooth Dim 4'" Dmx="31~32" />
      <Function ID="7" Name="Smooth Dim 5" Display="'Smooth Dim 5'" Dmx="33~34" />
      <Function ID="8" Name="Smooth Dim 6" Display="'Smooth Dim 6'" Dmx="35~36" />
      <Function ID="9" Name="Smooth Dim 7" Display="'Smooth Dim 7'" Dmx="37~38" />
      <Function ID="10" Name="Smooth Dim 8" Display="'Smooth Dim 8'" Dmx="39~40" />
      <Function ID="11" Name="Smooth Dim 9" Display="'Smooth Dim 9'" Dmx="41~42" />
      <Function ID="12" Name="Smooth Dim 10" Display="'Smooth Dim 10'" Dmx="43~44" />
      <Function ID="13" Name="Smooth Dim 11" Display="'Smooth Dim 11'" Dmx="45~46" />
      <Function ID="14" Name="Smooth Dim 12" Display="'Smooth Dim 12'" Dmx="47~48" />
      <Function ID="15" Name="Smooth Dim 13" Display="'Smooth Dim 13'" Dmx="49~50" />
      <Function ID="16" Name="Smooth Dim 14" Display="'Smooth Dim 14'" Dmx="51~52" />
      <Function ID="17" Name="Smooth Dim 15" Display="'Smooth Dim 15'" Dmx="53~54" />
      <Function ID="18" Name="Smooth Dim 16" Display="'Smooth Dim 16'" Dmx="55~56" />
      <Function ID="19" Name="Smooth Dim 17" Display="'Smooth Dim 17'" Dmx="57~58" />
      <Function ID="20" Name="Smooth Dim 18" Display="'Smooth Dim 18'" Dmx="59~60" />
      <Function ID="21" Name="Smooth Dim 19" Display="'Smooth Dim 19'" Dmx="61~62" />
      <Function ID="22" Name="Smooth Dim 20" Display="'Smooth Dim 20'" Dmx="63~64" />
      <Function ID="23" Name="Gamma Quadratic" Display="'Gamma Quadratic'" Dmx="65~66" />
      <Function ID="24" Name="Gamma Linear" Display="'Gamma Linear'" Dmx="67~68" />
      <Function ID="25" Name="Gamma S-Curve" Display="'Gamma S-Curve'" Dmx="69~70" />
      <Function ID="26" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="71~72" />
      <Function ID="27" Name="Hybrid Dimming Disabled" Display="'Hybrid Dimming Disabled'" Dmx="85~90" />
      <Function ID="28" Name="Hybrid Dimming Enabled" Display="'Hybrid Dimming Enabled'" Dmx="91~95" />
      <Function ID="29" Name="Output 610Hz" Display="'Output 610Hz'" Dmx="96~104" />
      <Function ID="30" Name="Output 800Hz" Display="'Output 800Hz'" Dmx="105~105" />
      <Function ID="31" Name="Output 1000Hz" Display="'Output 1000Hz'" Dmx="106~106" />
      <Function ID="32" Name="Output 1500Hz" Display="'Output 1500Hz'" Dmx="107~107" />
      <Function ID="33" Name="Output 2000Hz" Display="'Output 2000Hz'" Dmx="108~108" />
      <Function ID="34" Name="Output 2500Hz" Display="'Output 2500Hz'" Dmx="109~109" />
      <Function ID="35" Name="Output 3000Hz" Display="'Output 3000Hz'" Dmx="110~110" />
      <Function ID="36" Name="Output 3500Hz" Display="'Output 3500Hz'" Dmx="111~111" />
      <Function ID="37" Name="Output 4000Hz" Display="'Output 4000Hz'" Dmx="112~112" />
      <Function ID="38" Name="Output 4500Hz" Display="'Output 4500Hz'" Dmx="113~113" />
      <Function ID="39" Name="Output 5000Hz" Display="'Output 5000Hz'" Dmx="114~114" />
      <Function ID="40" Name="CMY/CTO Spd 1" Display="'CMY/CTO Spd 1'" Dmx="135~136" />
      <Function ID="41" Name="CMY/CTO Spd 2" Display="'CMY/CTO Spd 2'" Dmx="137~138" />
      <Function ID="42" Name="CMY/CTO Spd 3" Display="'CMY/CTO Spd 3'" Dmx="139~140" />
      <Function ID="43" Name="CMY/CTO Spd 4" Display="'CMY/CTO Spd 4'" Dmx="141~142" />
      <Function ID="44" Name="Blade Spd 1" Display="'Blade Spd 1'" Dmx="143~144" />
      <Function ID="45" Name="Blade Spd 2" Display="'Blade Spd 2'" Dmx="145~146" />
      <Function ID="46" Name="Blade Spd 3" Display="'Blade Spd 3'" Dmx="147~148" />
      <Function ID="47" Name="Blade Spd 4" Display="'Blade Spd 4'" Dmx="149~150" />
      <Function ID="48" Name="Display Standby Disable" Display="'Display Standby Disable'" Dmx="155~156" />
      <Function ID="49" Name="Display Standby Enable" Display="'Display Standby Enable'" Dmx="157~158" />
      <Function ID="50" Name="Display Standby Forced Enable" Display="'Display Standby Forced Enable'" Dmx="159~160" />
      <Function ID="51" Name="No DMX Hold Last" Display="'No DMX Hold Last'" Dmx="175~176" />
      <Function ID="52" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="177~178" />
      <Function ID="53" Name="No DMX Demo" Display="'No DMX Demo'" Dmx="181~182" />
      <Function ID="54" Name="No DMX Single Cue" Display="'No DMX Single Cue'" Dmx="183~184" />
      <Function ID="55" Name="Pan Normal" Display="'Pan Normal'" Dmx="185~186" />
      <Function ID="56" Name="Pan Invert" Display="'Pan Invert'" Dmx="187~188" />
      <Function ID="57" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="197~198" />
      <Function ID="58" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="199~200" />
      <Function ID="59" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="209~210" />
      <Function ID="60" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="211~212" />
      <Function ID="61" Name="Ultrasilent Mode" Display="'Ultrasilent Mode'" Dmx="233~234" />
      <Function ID="62" Name="Silent Mode" Display="'Silent Mode'" Dmx="235~236" />
      <Function ID="63" Name="Standard Mode" Display="'Standard Mode'" Dmx="237~238" />
      <Function ID="64" Name="Fan Constant" Display="'Fan Constant'" Dmx="241~242" />
      <Function ID="65" Name="Fan Auto" Display="'Fan Auto'" Dmx="243~244" />
      <Function ID="66" Name="Zoom Spd 1" Display="'Zoom Spd 1'" Dmx="245~246" />
      <Function ID="67" Name="Zoom Spd 2" Display="'Zoom Spd 2'" Dmx="247~248" />
      <Function ID="68" Name="Zoom Spd 3" Display="'Zoom Spd 3'" Dmx="249~250" />
      <Function ID="69" Name="Zoom Spd 4" Display="'Zoom Spd 4'" Dmx="251~252" />
      <Function ID="70" Name="Reset Default" Display="'Reset Default'" Dmx="253~255" />
    </Attribute>
    <Attribute ID="Frequency_Adj" Name="Frequency Adj" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Frequency Adj" Display="'Frequency Adj %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset P/T" Display="'Reset P/T'" Dmx="10~75" />
      <Function ID="3" Name="Reset Head Motors" Display="'Reset Head Motors'" Dmx="76~95" />
      <Function ID="4" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="96~115" />
      <Function ID="5" Name="Reset Colour" Display="'Reset Colour'" Dmx="116~135" />
      <Function ID="6" Name="Reset CMY/CTO" Display="'Reset CMY/CTO'" Dmx="136~155" />
      <Function ID="7" Name="Reset Blades" Display="'Reset Blades'" Dmx="156~175" />
      <Function ID="8" Name="Reset Prism" Display="'Reset Prism'" Dmx="176~195" />
      <Function ID="9" Name="Reset Frost" Display="'Reset Frost'" Dmx="196~215" />
      <Function ID="10" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="216~239" />
      <Function ID="11" Name="Reset All" Display="'Reset All'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 52 DMX" Channels="52">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3d09dbc3-e945-4872-aa9a-05e50707b1f6" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Reserved" ChannelOffset="6" Wheel="58" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Colour2" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Colour2Func" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="16" Wheel="37" />
      <Attribute ID="Gel_Emulation" ChannelOffset="17" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="19,20" Wheel="15" />
      <Attribute ID="Gobo_1_Shake" ChannelOffset="21" Wheel="43" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="23,24" Wheel="18" />
      <Attribute ID="Gobo_2_Shake" ChannelOffset="25" Wheel="46" />
      <Attribute ID="Iris" ChannelOffset="26" Wheel="21" />
      <Attribute ID="Iris_Macro" ChannelOffset="27" Wheel="140" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="28" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="29" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="30" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="31" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="32" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="33" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="34" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="35" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="36" Wheel="110" />
      <Attribute ID="Blade_Macro" ChannelOffset="37" Wheel="139" />
      <Attribute ID="Dynamoves" ChannelOffset="38" Wheel="54" />
      <Attribute ID="Effect_Spd" ChannelOffset="39" Wheel="82" />
      <Attribute ID="Prism_Mode" ChannelOffset="40" Wheel="22" />
      <Attribute ID="Prism_1_Pos" ChannelOffset="41" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="42" Wheel="24" />
      <Attribute ID="Prism_2_Pos" ChannelOffset="43" Wheel="52" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="44" Wheel="53" />
      <Attribute ID="Frost" ChannelOffset="45" Wheel="141" />
      <Attribute ID="AutoFocus" ChannelOffset="46" Wheel="169" />
      <Attribute ID="Focus" ChannelOffset="47,48" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="49" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="50" Wheel="28" />
      <Attribute ID="Frequency_Adj" ChannelOffset="51" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="52" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 61 DMX" Channels="61">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="febc40d9-c55a-4027-bd5c-e76aacbac33b" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Reserved" ChannelOffset="6" Wheel="58" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Colour2" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Colour2Func" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="16" Wheel="37" />
      <Attribute ID="Gel_Emulation" ChannelOffset="17" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="19,20" Wheel="15" />
      <Attribute ID="Gobo_1_Shake" ChannelOffset="21" Wheel="43" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="23,24" Wheel="18" />
      <Attribute ID="Gobo_2_Shake" ChannelOffset="25" Wheel="46" />
      <Attribute ID="Iris" ChannelOffset="26" Wheel="21" />
      <Attribute ID="Iris_Macro" ChannelOffset="27" Wheel="140" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="28,29" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="30,31" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="32,33" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="34,35" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="36,37" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="38,39" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="40,41" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="42,43" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="44,45" Wheel="110" />
      <Attribute ID="Blade_Macro" ChannelOffset="46" Wheel="139" />
      <Attribute ID="Dynamoves" ChannelOffset="47" Wheel="54" />
      <Attribute ID="Effect_Spd" ChannelOffset="48" Wheel="82" />
      <Attribute ID="Prism_Mode" ChannelOffset="49" Wheel="22" />
      <Attribute ID="Prism_1_Pos" ChannelOffset="50" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="51" Wheel="24" />
      <Attribute ID="Prism_2_Pos" ChannelOffset="52" Wheel="52" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="53" Wheel="53" />
      <Attribute ID="Frost" ChannelOffset="54" Wheel="141" />
      <Attribute ID="AutoFocus" ChannelOffset="55" Wheel="169" />
      <Attribute ID="Focus" ChannelOffset="56,57" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="58" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="59" Wheel="28" />
      <Attribute ID="Frequency_Adj" ChannelOffset="60" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="61" Wheel="30" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Reset:11" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Head Motors">
      <Set Channel="Reset:3" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Reset:4" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Reset:5" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset CMY/CTO">
      <Set Channel="Reset:6" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Blades">
      <Set Channel="Reset:7" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Reset:8" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Frost">
      <Set Channel="Reset:9" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus/Zoom">
      <Set Channel="Reset:10" Delay="6000" />
      <Set Channel="Reset: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="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" />
      <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" />
      <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" />
      <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <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" />
      <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" />
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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FZWS/pi170orxrqga1VqySYLNpznMZuKsdP4rvmuBpYpGik5zCkxmL2SI6S+JSJxcUy0huNrVrjEqrIMfGf401SgGClrr4fl2WQGqQdJWIjr9Zaf5d7q8CrNhmVdOv6yzYYDVjWxAFtmkh43SzXMx/GfhzclOiOE9nF8mK/BLfbgS/pBMU5vlEKVjmJnKxQHT8aWeUgEHgpPsIyUirBRPF2RxF8CNTcoF837Of/ew8+GLJkLkGuFLasFBKsNkmB81SywFgrURRnFnOaF1XDfC7LHdVqlOQU0rby9qCw+vGUKTG7p15gMWV/VcYlzqwHLEcK1asaPxdwUvZKARJ00gyuTnESJe+MiCpYCP1UQVUll6RrDwdn6wopkywI86UbRZRZcHsoDFa3ut617tergmX1KMl1xxh+EhcztqA+a8j1xC40Qgu6eszzAybBxTRo+rCxJ+6xGwR8m+CGYLI73//+zkxpTqsBkj2jW98I8+DuW6sWZ0VQ1SWv6h8jbk3943D7z0rgCs4s4bPvgbBZnv/7NHye7aCi2dpG4K6tq6hSIfHOVeJ0y43uw6WQIebVczW85+kKAQtxhh0hajPAVyMVFUhdaL8xmdt8yCbMSvpnYouI/mBPKiGYLBH+JwXFvdWKrNgkqqj7v3T1M3TBKa5ycwPgUx/2qcoq+7mCCb6wngAJaM4JsCNs8QXI99IkCGQQ1NTtFIU0XaV0NepspJ2VqW+oUCsATiDO6s5c2UEe0SrM+oAik6jwvtCva+rJKUrLDV8MP4GkAf1JZh0AUlN6iMhgc/okzRtgjm0dZn7tuAD8gk90Hw3Xe0RyFcmyizAL1QTbLbf4raDz7SArrXACJbEk1+McLpC25qjruYmEcvCOFdlGvNbLVt9kqg0+UUH3KjNqYSBBrKMAQGX7y+Xdvvb3361/5MW4uhTZ9SkfrbFoXS/y6IF0xs1+n6LHMSu0MTQsVm0FC4K/ZOEpKMuDeH/pDdkuFkE4TntfleQ0bCAQnwiRaoL51AThQ1C27JWGxjCUjaIxQPjevAba5QXuIND74//UCRYN7lmA6z/UhAsURVEQJQIwmRRUdzcoI+oUHsZZ1TEhNSiH0+lidHgwjXJYlhLxW5PLEe5D5RXlF7mBUIA6YQ27W99wWq5T1X9DglwaE2CzYaXrDlMvifcXGGvbHodJPPipBk3lU4KEWSQuwBBkSOdopPCbIa2shTKVedS1W621MAB59t1vWZdYDVpac23xqU4PCW1YEKG0fa41uXcxrEXZUWC8YP4Pn2gsaKKXCAKbTsAJP7cVEvaFIizLVgZEWXc8kYSuQ18Z6kgKRsOvn6IFFX9mCXAIVzKu4pTgpX3pvdEMerj5PoScWhHhAEdQyENQkVRB5FoW1jiFJmr+hDHRpx9oR5oN5E+OTg5LJY3VV5wM4oCxiqoYBAHgPQKC06zH1NMXB2ya+qLFsClNQg22vIIssi+IOeQ1iu2WYlC0kmAsX1+CER9llVadUVZy6UseYoi4d1I7fjkKZYYT7zlXPTE2kXZ9NSgl3cNYrMwf1VDCUFgl8qFbH1KLro4bXdtkc4SYwgoKLzGkQcqHdIhVSrZAnApVzTmBAtrJjHSmqNbBoBURINBEcU2qbZPWB2QV9ZZ1tqB1IKHdKqMi0NsGBOGiEjpynIIyzn0MSkpgmTBWji0gyHaTCclgo4m5FCoVtT2MwrXbSTcEVIsZNNtYTSnZVAEHHtHiwqKuo0rCtgUp8K9+Fu0YLa0GFR7tPRpYHWj1MSqlKNFH2usXWXT3Iw/F0VybhLZdJQeUwtYktwEAUkKFqyNvFp0Kupt27BRBolNc72UqFJlhLxdOg6KXyTbrrTUBmTXtP/uS5uOdO4Aa6Uea9S632dZBUbRrZE6agkfiFOfSwnWG4rFNimIKQbRRhnBXKR0bCTwN9z0Lpl6lolPF7fo48dZ0pCVj8BvKEsx+HymnxVDQueZPuWiRpEvgtXpyKQgDHbT2EFW07QUIY7+Q9n94lhLD4LzYMnlmMq2rwEkifLqNrDUOjwE8nptZ2ywYjL2OrhE5b6rB9F5N41oL2A1gvVeHi1HIpdILiibt0CxWZx7CvweZQg3us0T4n34GlSgvrylmMVs03FtufG7zkPkmhZ2nUfZ+RVBrcC35DtBk8ZfborzzJrQ21fNTT3jjDPyiJpcWsqhGPxYxrt0VYHP5Lyz3l3gAeXeqEh46Hr2ouacigS7dc0P1sJNi/v+CJXlYso6bITMVZovpt/T4ultEvyxXMo3/BbTciwtZXPnq8CBFmSwGrEMJGpqQy6QDI7kUlYhcqwCayDAkdG39DQJIFkzmX+BULFmyScsSqARoUwWbcmn5WI161I3dfDeCvHuW0+C5ZxaOzhjFv7ec77okow/Ug/T+l/1lLlwGjWqIPNOaEcoV5d/4hP4HBbH5zr6gEPvInJkheNtkTrkSFC1Gbz3Z92QS4t/F7mROfge1vSBtAxLtXALqByQx/RE17RYqxVVK7gP3ZvJ9ZHP9D17iA02wS0WjPkZdCZtnv63vvWt+ZOlYu/iK/xSn9KQR1C4KvfUWQUYMwHKZ+ui248WAQFEdlXwoChT0VBpGu4ysJmPaClPUy2kOB6sIiyBRYJJv1iO+U5D4IEXVfZUsuDULRBs40Fn0QEcaE8EuEFuQkowaJJOc97bDM5tC0uenFPM04EHQNqjTAPF/+IzKp2kv1NEHC0uaq6bIF0Ffm0kWJp+KaKqc8i1jgRjSbktRIlSIKx/k05MAb3LPk4V2Lg3wWKLGGdQsbVqqSii6WKnwUIRlgUEjcXrMUBtYZlhWcG0ZuE6fbpIsQjftU2XOWddNNqlgpDCkmoAC2Kx9hpduAMSw5EcHoCqASjSDKJm3yPtUJd6MGrdfatbQgUGzp+CQk6xJ/oTzHKG4Q5PhZvftSNnm222WePf+A9l4G+QvbSdMtgFAhM+oKhU1Kck0mbfoTogwxBFLMuU9i2C6gOnW1pIVMn6x9llZagSN0pbOGKDssiWj8efFvDErnj3x/sTjCJ5WeK8ATnBNur6W+ApZ22UDlgzlqWhtWkNEPgVUdbqDvyZKcgFrFhUb1paJD6HQlAzNljFqK1z/evI1QT3K+2ARyIE47YgUszt8TkFFWqRPQi2EYLVCgx9gC4VTQvpem9JlCBltSQvu5QlIvxu09imiK6jK/uCFdOE0WOfn0lB4yZ3F+dVtJAv14IvGfsQvCefzz2USpFTlBaJg+5Yy57R+nqNFswaz1FVqyqabFDLk0Hvozxg4mngOdT8OdarazJxbFj6VRfkoua0b3oryDXGTb34UBLNQ+C78a9UYLyvwEXuTHDCkHh1b5WNXI+ecz1yC7Zu3U9EU1nXVMBn6QNlj7gJlC/pyYmSkTXOdKNeK3kv7L///nnqQn5sKMk45JYiPk/bQKgMnHPkj3sbjUF+Syx/jg9qZmvalYRkouuBY57WRbDaNcqTomzRZ3fYLvBF+BWxvliEDPw8wYJRU7QdkFcFpBCcuJFDiuJQN+KqL4xZoNqYCBs0zgcTqpZFe2PDE1M3DWYe4j9VAhqo2KUjgBlKsJiLQrShBFuOaCQY508rfdOGAlNDZ7gIT5QTIUiQ1R8rLyZ6lAG35NOPDd3vh4Ih+q38Hfmz4pz+Ijjcan9cEg64rPxyRiPBmFC5EYPQFGzHaqnvCsk+ltRyw6ehPlDtt1GCwKCDGK4SSiKsqKCGIz1kFgZysf7RtZBeYBGbNunyIEkJgO90iScYiC4QzFAyy0jTULSpwLHVheSmIbtpOiDi4UeIStu2mrEkCKAcI58n8y2iihja0i86jqqLCOcoYVnXzEtZEtFjOO+SQyuC+aJKHpKdMtyLIhjIjhdrZArKwmkWrW0XuLyOTLcoTxBDwTpmWkIhnCAxHSDCzRAF1m1aFa0my9yywWJJo/VGDKr2opg4S3SpgVVrO3ZJyB/LKEg1xVgoWjHhf1or5DMiTh1iMNNxbv2SRWuCyZlwWNXDSICrHGA+hGq9xGycHToPKEy32TkWin6NHJxla+zphmRM/NdY4rJrSBopU2SokvC5Yi9mrAM2EXEecN5Dt8FBMPa6Vb2G7EO5oopc9u5BLOUlN9vPzmskpdIHoV4biYm6I0tBn6ZNjQ9WNV6pCMucwKcN+HnpNoBpl47GVgoOigb+XmzwiCsEYaP/S7VqymUqHjHl0Vds2RassEaZOt1bA85HMGqy1nsQ1YXZkpNRkGfJ2nrrrfMM9jyAyHwwS1LZ6O4UUgGxzhbhvJ1vHcFErwq+fjcdGCfIkO9yw1MNmfRJ2imkgyhCU0WUy6RJbNExAvld1iwGHoin/hhzdG0kNDT50h0K2d63K3Q2eQgYlp57Ll2EYJr/WveFF+GpkmWno3LRUrjh8yIY8KckRpsIVoSSFZ/Hxgh1iHJp6oKUYEpcCMa3S9+j2GwhnWKcgs9KRZMxGob0RkoJUVD4N3m5SC5iQCrZOuhTUFKKFpG7IuiISzFLrP4oCBEYlQUeggzvwzVqujYVOBvBGkfXVUG+yAdXCdeKatV5oEtRVnTMZ0zTE3XQUQRVUWCa8LW0mHiTwg1Pm4EjUjfCTY/QQWVZPe2001brZ2CBm+qarGkkF6tq+ffeyISo0jNRmeEalLW1ESoimAYZ1rdqa+gaXBgtWC8U98QuQk6KuXeB5oXY4VSEi8PXYWmiZbHUtd1kynIT9W7F9EHMvaXDVeTBivLvMnJBzO0RFhT3oHSuRUvoO3p46yQ7qh666JFaikmHk7yfWawRvrveyXTpThFJbJmX4DYmvaM+P7dgZ3X5jRSmuFgaPRmetjKLpa1MhDePDRGUkQQZKei6KDQsm55kT6OEsax6Ovy3CW5M9JWKIwVicjSVe7OKbfsR+X6OLvDg1hGsuN8SsrFirBLCSDlpsKmLVtMcHoJygTo6/GcNIhh4KhyitzKCqaepwfEBPOH2DpqinimB6TzS5doDQHqTNvSqXfo39T4KzrZIpSzpU+xzY+4qavspQvhoLQeF9EKf3J1OJaS31FPcNj30VK8S2PH7qaeKdjvIjvoTzIfGIW365+qir4c97GH5ARxa6/3Yg0X4MdIn0cpo6edIVylTuzYyxOUVUj+P5YmkZsFcBz9n2fHZ0c8ZG317Hj1sbWdMSFNYtuM9FuT4e4fALSeYrc5QudMZC80RrGzPoDp4eiRiqSXHhKeKdYoEq2vT7wNPrmVSYlRiNjr6xVyUgry6pkhxKnIBK8xi17XOjQETfbgVUXhomWxJMJw6c+3gpP99rbXWIlTqND5gyOC4Ljt8dIEqQxwjqdNJ2qDNUtAG3sOTj2DyU/JhUg6pfCiCo1501seAB0ZmXXQoUcsK83EV0Kf0cUXEiOUzU7+sAd/DrfiIWS86ESzd07ArupZByKU9sayU1yp4ymTn+T6kLhxaXeKs7RC5MogI4z5I/EmNLl23w6mC4EMCu0nXJi3En5UTM9Ex7gvuOx988HQ7L8rDSWXwK0WTLZH7IJFg0rydJkx7kvuASW8qx7COEomiHUuqDQzcYM5zHcGkTOSeWJWYrvC7stgcfnXBvgGGaDnmwViQ4tC4vrDcSGSyTPy2qjQLkP/E/bYt0XGUADdF9Nx2y+g+cG4egA6WMi8dRIJ13lJVh3HXOfZutKiyzoKpYZqVFTtoUnA0mei6XIwbZelIb1TMJfEn+k6OnmIJcj1Y1+grslBpF7aoWyoilrXUIVUqWBSpFwpcWn/XRZQ7JcGg4zXIOZUSTNm8dWcraYzcUlFUVwcJvzpyycsYclYlCbIUkDM3FXnLNhJArrYZ+zIo3LMYZc3CfSCKNjQvDUScY7oxq4hbJIxIEqIsqGStRhw3W4mKQlaOq8+2yxMCl/5HMLM0gy/BpLWedCglQPzXxZmVCVdaokZwEdONRSkcRGpN4XdT+UkYXdzg08VXFx0qPeH3NBFMBOkh4RtVPSgeTu9VnNOh6Tfd9ZcfyaJ7L9dKiSdNr/hzsWi/RHAGTvlDGkebxttplKYLGQnmSeRPKJGkCoIUqvPxApGbMO+AEBKfTeSi42eBIrgAAA7CSURBVGqao5/usWPSIkKPpQwtm5vB4rDMsbOdRYkz+Y2sKgsCjBsvGwITtfgpRMOK5B2c66WAVZOdU4LZL+/ZXd5FfsSAWE6qSj1Hk1a+WK4pgqMas9wStpafOqWs5YD/gSxN0aCfQXBPvLTFmCgr55AH6VcwRkEBOS7DcchwmT7NNSur/5VtGtq1hLREsGrvxZRgp4dDiNV6tw83XrSnWBvrek0EoOqUU4kJQhFjjM6qgIBtu8edR9fkb1uUNZREfZzzK54jC18kGGWwZbQMHjpFdXXdiCFybnM/VE1E4KoMVgzTg9wjVp0AgDXtUpNtARw6Pf5lFcHsLRPMOdPWeUOseIJ8iDgKoAqsXpp9Vo5IR2WXwVKzFJB2/ERUpWv4ghKUKQQJlsGqaMz8WYTkxCMHIvTZ7S1CRFrVES+gAhG5P484DejTcZ8iKNYyLPS9d1zjxFf5XxFyVOmITBexSi0pr2X58ZQtGmY3lGmmpF1YiNSnipO3i9ciRn91QDKf5Voqdw2ROtGSpQRTr/VvEruCCd9H2kdOb0SCreYsFglm7SRA7LVnZBtBmuq8Kn2cosM5rmqaFTTMa4P2JqSztFJYevxfcZx52TbSbXs2teE17I/dCrLvfFKfK5VByZI+zPZIokgeMiivANxZbe/r1Qhmp9KwTJ6Y9bRiLjJ/qs6sR+WFHJBxTZaNqnJL351yp0BdekQKJCWYLu5iRCx5rCllnrA6UJU4ysCijdyUc2K62y2Ulftdqd7LZNz/p64o6ga0mQM2rzkYBJGW4zoBn0hZxCtR7AFJxYXF5HFxO2IpCyQcOutiGWCNXSnKCLYiHLzwztu98jms5R0q7qWgt1KK6pNmYEHTJoo28EDwVVQAqrqmUvIhkASocpQ/F0tmrBXLEPdq5HcttYmJEwBnVhT/cQ2ChSf532HJOjr8sbNgi7MYk6cpVOHd+DT8rgOTXozA2sDsBxtykXDXOa2y39IBljVkljMjQabGQDYWFoHIhI1JKC7VUgcOBfQyUMpSNzgXUE6jCFnug0wacDTuFP+xShFnWwqPZaepuxxTeZ6oNPDkUj9oQOBnkbjQLzVBpNlU1C5D7DVUTagiGMc37rqBUDRdCO2VJZJDS31CRfIqB78OXAU6rdgn6tzq9i5f5lCDK93KpJRggYnnhItsn+NOvphlgD+jW0UexwhK5Jq9Zx4RygM1bV5uqfU+XXsqWQg6tTqtWpq34lNJhqb+YDHg6DtV0HdI32vqea/SDqRJ6q5Dpk/3xAdxpuw/6jS9h2Y9nH2FbDVA+auyDQva7pttqdLD18V3IQRUu1PbtMyV1SCLEmM5rKot9CSAm8peVfCAsKYCgDh8rgmUsqy8sljbdjpgJc0z8z2sGorjluihxf0OOLTqPyoJFhj51fAEnhz+2Ll7FjFksiUNU3iiy3ReZdCDR9/eJbSXuSZlthzx98oI1tYPEijw1cq2k2kC6xWl2yQ1bUaOS99I2Qg0msaFyhtK82ghc57SQvEhQWpLPXGg3oc54GRcqfrPpq4EDlNngvHFykoolgn+EYdXIbhu4waZ8a4qCO9P9qPQXFXva9uNgyBdrEgKJTPBjmx+2y2jlaGQi8qkzH/0cJJKy8dR17K8asCUrVH/5oFmzRTNWXLq3jmkemqd6lqChRt2Sl8rVoWY+FMu0nVcts2dBCGnu2htZJ0twXX+jGWBXKYKZVFu2eeb1tMXmk3kyboUkeNOIyLasu/n/QQNqeoEySK5XEsPr9+laBGcXHDBBb2/Q0uwXuVP8gxt+qp6WbE2YGksZ2pvwH+wt6IcWDH7zHF3ERVmvfaByLRpZ1wE5QO13bq4ClXkYkH5ZM6DM+57mhwZZ0/EUU8slvRGzLSzTmqHAp9ikMTSI1fM4VVtkDUBGlMCjQSbWTEJtO1GOaUCXAxpCaad1ajyG0xY5KeUaaaaIKJlEYkVyxQRKUS6PSfJNIJvRksfJ+sIRorf179xH5xr3DYwbswl2qUsMfogBclU0/TqCbCiyXpB285QrTwaAEffjUr0I7wW9dQtbdHxTVv428DSopjbds5+0TrK8LN86fC4PpDYpWtrWqKlG1K1CQc+bunnPOTxUgggaPnnDOFpdXtXglYEC1/wh8GKHRn+OMmWEDL96bytMsR0heU0ZsjbQP1PwrYtwVgOHdkiNQpVIw8400MIZjCfykSTlKkKLBiiI2nRAi9IK3ckTrT5wS697To7d806TEMcExKIlg75JdEUP60NkAtJWI82KRJLqSNC2WeIT4PYMvh9N2ePKFouEIzUWf2JYGZC6y7f1gQLjP1TsGJGBy6k+8CTqn2LD8aCSZi2zZEJ+1kjy1/VhqdViJsz9AUnXeQ7ZNRCFVj1ec3ATbAPLrT94a7TOU4Ihx0Ktu/4e4MhnyO6k1wUnvNTLJdpo2odiO00ufr5Lu3+liQRX9+uHv6TmRZTEGwI8XvCvT+hyy90Ili4WBeHm7NX+KNi3/pNPz82lII036pvIpmSlF7BtnU+ydcVK1Z03uwcqRG8bdI0BYtJqTE2fOcp51GUwDZ4e13csajaeb5QeP/zAsk0J9rYcZoxOdWfnTeVsAhqe5xe1qjLd9Yu1pVghozI7PchmNyeEQHSCM63rOu8D/heMdhxfoIkFn3okJcKuMB7u/ddf7HXAKvwQceGG6vT9JGNPzwBzJcQVVl2mpooEFBpRXrDcpc68G0xxFoo5UikAkdf93rXvc3LkO54a1Cv/kmWsqpENhDvcs/7/OKQCWlSFiqsmwx4j96QKW9TihF5kuQMgez+GJuBsi5jJUSVligv1GzjeHPfdQKCSUf0Tk/1Jlhg9AXBOqi7uPLTboc7AGUt+l2hgmD5qVKwdoFodgxQCCuzUdyqPYJhNORBJvDYyH0EeBp2dq/7vsGgGY/hg78dSKbWUT/wa4Hgqyg+DxmYB0YjjEEwsysGbM2yGmjVKIRJu8ESbCnXIa58NMKueHu6x0PeYPAQ0Zk/dsfwxwOGvtcUkCvSi6lcNGQa4VCCRozZRExZEcmVwpAZQZCm3QGjB17V1+9KMdaUWlta6ELaqekHxwJBoYhS6qJpXIGBvBKzoi0RJC0+9UEK/pHmjqoJg9Ij+jiLIsq2oPBlBdPxTFNCucsssZ4EOz5beU+Hn8cYbzLLjwnPNgrH5k0/PxSiR5YgzsZvA7ozQsjYOl+EojKZNpKVWQXWr28tEfhwaS/l1JAa4Rr0gMElu3XNd1VhtDnbs+Ep24Q/kmM2q/p6wpMp1Ecumey2xd60Dc605BSsFytoOaVRs5kCqH+K0GKfp9RIX52Y3F2V9n8seHBUOIxw6LlDmtzHNunwkqEYdZD7rF5JN2ZIVr3wqgcI8BSOYxs/Z7nPnPji3AjOcJxvqrBNg+VmySuZ+qOJQh6t7wwH1q9qys2Y0EMwQIlLPrxdlzpjG4y+U0A4wXPDBd0yG4lkVJxqkFScblJcpkwW7NOcC+ajkhSzXIaC8I8iEAtpOcr+n2y7T19kBHLptZxibn4RA3RhyLWlezfi6eSYZCuKMUmmRFMs7agLEin2naosVUAlQb1a1liCWEPGGXkgZOuVljwU5lJMDbq3nm7TZOSCyfY6SUhGbt3bJ1NvU+IhACRN0anDR+o6fyKFrHxdZp5suW9PoQy7JVVOqu9eAm2g9qjrSSOz+qYApceodT7XdlORC6bbTCdbRTLbY0j+9Iouabjm4b+kMEO2DwQDgoSu4kJpFFOnjReVoadzi80fZeAeILImZolVGrke7WmixW3G9rmKmJRgMHP8kUxr89zyZIuAtrqywXNN4APG+WL6IiVJJYcj6O41gETS+XvaId+DXPJcu40ZLVZhcoLBLIWxS7ZyxM+SzPgbNUBYKL82xqYGBI5ydJYt/mLdPA7LnI70mFbgw8n1kffwF6VidCPFLRFZvAF4VTgOGivP1YS5EAxmX+jAQDQNj7ptl0yBXOsY8SLro2eRJeozLG7LLbfMX+W8zA2LhLFHkgRunBdWBKmNftAo47EEGpuQIk0O95z8qHC95xjlny6YG8EiZrVLe1TSIC9E6pNC+UYfZKxTSk+wNl02LEVMhIj9iwKENMlJky840dtZBVIbtcUq/y9KkyR6u04dylZKbnYeWrjug7kTDGYqDGlt7Tr2ZpmrMhY44gbWsS5pEVy7fZd6oyZY75NOdVTPNNxYz2eE5K1gJW4JqKtbHVXXkQSysk5dcEE5wQfz2mFumlXDlmz7DpHcDMFCCAazL/yo2dDhI7KJNf5uZpqPQrDikiUNwhJ10VKxgCm5+Fw2Yy8WmTnilkLWUgRIy9VlqTNKyjCTDqCh33veS2IRCyNYxGzJlNXU6DhZRlKU5qZWbVkjKrPRVVcH3yRDfZqWSRZGDiyObirCsmmYMD9v4lZ/3T979dHQj42FEwxmjSQ7hD+qyRyeTdDcS8dPviJ7n6YAgLWhdpAi6ApWxWGpY5maNluFCcmlKVbv6gnzihKbsCQIBrMLcnwgmmltprZojxt1FgYi6ZC2YRVZsSWSz2Xp7EOuFN5HJLogKDtYAQ6eOnHaFUuGYBGzC7RfIJq7dVg2wVQfkwT1R/KJlIz6KDKWEJTi9m87K2LeWHIEi5hdsPsHoumS0DM26owyYf8ImvVFgi7nkDYjlBaJJUuwiNkFvPdURFuGWBbEiljyBItIiGY3hwPDYYrb6PPKlij4WMbKH1o3cHcpYtkQLGJ2gXcJRNNkomVuj6zHtjfLBJzDo8NxVNUc+qWOZUewiNkFPzgQjazVGIPdZq+9tiJcQlB0lHymPjmxbHuW5YRlS7CI2Q2QWPxoINs64dVEYR3nNrvuPtB1MaC3MVlFffak4pZ4yxnLnmApZjfGgNP3B7IRZhE5IhyykZcuFZ+NT3VGtpJU+u5On4c2axG4RBEsxeyGfWF2PCcQTo1oi9mBbGSypoa025mhP+iYZXHJM5BKLeor4fz6yWaXGS6xBCtidkM/NztyBNJpUdLKvXFyaB5eb/aqit1UtlKeIW84O1vpP3k9KznODJ99id+JtAr/B5b7zO+aMjprAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>