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Light House Limited LED ZoomPar-19 (Light House Limited_LED ZoomPar-19.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED ZoomPar-19" ShortName="ZmPar-19" Company="Light House Limited" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>220a98b8-8e45-4bf7-9fd1-1497b7b325cb</Thumbnail>
  <History Date="03-07-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-07-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3f6df3e3-47bc-4b03-8227-bbe72410ea16" />
  <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="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="4~127" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="132~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <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="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>
  </Control>
  <Mode Name="d, 5 DMX" Channels="5" Id="883291ae-2486-4ead-a963-76ae21211738">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c9b259a6-393b-4d03-9df2-1f312c3c13ec" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="A, 7 DMX" Channels="7" Id="560655b4-58c2-4ee5-9bf4-4871f8ebdfb8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0f1be52f-1ff3-45f2-9ef9-d2384ce33c85" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="P, 8 DMX" Channels="8" Id="30de3e4b-80c5-4942-84fc-4fa543f38114">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5d09388d-1f0b-4b0f-a6b2-2b68126750d3" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="4" Wheel="22" />
      <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="40" />
    </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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </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>