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Involight ZoomSpot415 (Involight_ZoomSpot415.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZoomSpot415" ShortName="ZmSp415" Company="Involight">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>5382571e-30ba-4e9a-845a-bfbc310f5ce0</Thumbnail>
  <History Date="09-11-18" Author="Nic Morris" Comment="Created" />
  <History Date="13-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5fe13061-e625-4588-ba53-83b1428b4de7" />
  <Control>
    <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="Zoom_Speed" Name="Zoom Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="10~119" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="120~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" 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="Red" Display="'Red'" Dmx="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="50~59" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="60~69" Colour="255,255,255" />
      <Function ID="8" Name="B+W" Display="'B+W'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="R+W" Display="'R+W'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="90~99" Colour="255,255,255" />
      <Function ID="11" Name="R+B" Display="'R+B'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="17" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="160~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="IVZS4154" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d801a5c1-a36f-4161-8955-a5e63702f044" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="IVZS4159" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="004a1281-4c4c-44e9-abca-f41da5b23159" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Zoom_Speed" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
    </Include>
  </Mode>
  <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="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>