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American DJ Allegro Z6 (American DJ_Allegro Z6.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Allegro Z6" ShortName="Allegro Z6" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>15ab5948-82ff-464c-83f2-8c591597559c</Thumbnail>
  <History Date="17-10-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="88aa61c0-4a42-4f08-b785-86d53c5c385e" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" 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="9~38" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="39~68" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="69~98" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="99~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~158" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="159~188" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="189~255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2700K" Display="'2700K'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="3000K" Display="'3000K'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="3300K" Display="'3300K'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="3600K" Display="'3600K'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="3900K" Display="'3900K'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="4200K" Display="'4200K'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="4500K" Display="'4500K'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="4800K" Display="'4800K'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="5100K" Display="'5100K'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="5400K" Display="'5400K'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="5700K" Display="'5700K'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="6300K" Display="'6300K'" Dmx="208~223" Colour="255,255,255" />
      <Function ID="15" Name="6600K" Display="'6600K'" Dmx="224~239" Colour="255,255,255" />
      <Function ID="16" Name="7000K" Display="'7000K'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" Colour="255,0,0" />
      <Function ID="2" Name="Rd - Grn" Display="'Rd - Grn %.f%%',0~100" Dmx="8~77" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="78~85" Colour="0,255,0" />
      <Function ID="4" Name="Grn - Blu" Display="'Grn - Blu %.f%%',0~100" Dmx="86~155" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="156~163" Colour="0,0,255" />
      <Function ID="6" Name="Blu - Rd" Display="'Blu - Rd %.f%%',0~100" Dmx="164~233" Colour="0,0,255" />
      <Function ID="7" Name="Red" Display="'Red'" Dmx="234~241" Colour="255,0,0" />
      <Function ID="8" Name="Rd - Grn - Blu" Display="'Rd - Grn - Blu %.f%%',0~100" Dmx="242~249" Colour="255,0,0" />
      <Function ID="9" Name="Close" Display="'Close'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" Colour="255,0,0" />
      <Function ID="2" Name="Rd - Grn" Display="'Rd - Grn %.f%%',0~100" Dmx="8~77" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="78~85" Colour="0,255,0" />
      <Function ID="4" Name="Grn - Blu" Display="'Grn - Blu %.f%%',0~100" Dmx="86~155" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="156~163" Colour="0,0,255" />
      <Function ID="6" Name="Blu - Rd" Display="'Blu - Rd %.f%%',0~100" Dmx="164~233" Colour="0,0,255" />
      <Function ID="7" Name="Red" Display="'Red'" Dmx="234~241" Colour="255,0,0" />
      <Function ID="8" Name="Rd - Grn - Blu" Display="'Rd - Grn - Blu %.f%%',0~100" Dmx="242~249" Colour="255,0,0" />
      <Function ID="9" Name="Close" Display="'Close'" Dmx="250~255" Colour="255,255,255" />
    </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="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="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="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="121~121" />
      <Function ID="8" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="122~122" />
      <Function ID="9" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="123~123" />
      <Function ID="10" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="124~124" />
      <Function ID="11" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="125~125" />
      <Function ID="12" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="126~126" />
      <Function ID="13" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="127~127" />
      <Function ID="14" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="128~128" />
      <Function ID="15" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="129~129" />
      <Function ID="16" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="130~130" />
      <Function ID="17" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="131~131" />
      <Function ID="18" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="132~132" />
      <Function ID="19" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="133~133" />
      <Function ID="20" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="134~134" />
      <Function ID="21" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="135~135" />
      <Function ID="22" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="136~136" />
      <Function ID="23" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="137~137" />
      <Function ID="24" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="138~138" />
      <Function ID="25" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="139~139" />
      <Function ID="26" Name="Delay 10s" Display="'Delay 10s'" Dmx="140~140" />
      <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~247" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="0~0" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="21~40" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="41~60" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="61~80" />
      <Function ID="5" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="81~100" />
      <Function ID="6" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="101~120" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a76d5c36-50d7-4940-affc-4138bf631ae7" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="7" />
      <Attribute ID="FG_Colour" ChannelOffset="9" Wheel="8" />
      <Attribute ID="BG_Colour" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="11" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="12,13" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" />
      <Attribute ID="Dim_Mode" ChannelOffset="15" Wheel="26" />
      <Attribute ID="Tilt_Speed" ChannelOffset="16" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="37 DMX" Channels="37">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f8b2bc17-2855-4fe6-919e-fff8936b7a97" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Macro" ChannelOffset="27" Wheel="22" />
        <Attribute ID="CTO" ChannelOffset="28" Wheel="7" />
        <Attribute ID="FG_Colour" ChannelOffset="29" Wheel="8" />
        <Attribute ID="BG_Colour" ChannelOffset="30" Wheel="9" />
        <Attribute ID="Shutter" ChannelOffset="31" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="32,33" Wheel="4" />
        <Attribute ID="Zoom" ChannelOffset="34" Wheel="19" />
        <Attribute ID="Dim_Mode" ChannelOffset="35" Wheel="26" />
        <Attribute ID="Tilt_Speed" ChannelOffset="36" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="37" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="15" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="19" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="23" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </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:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>