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Dialighting LED Multi Par 12-10W (Dialighting_LED Multi Par 12-10W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Multi Par 12-10W" ShortName="Multi12-10" Company="Dialighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>4aba222d-f976-4a31-b57a-d889f04b9a56</Thumbnail>
  <History Date="17-07-18" Author="Nic Morris" Comment="Created" />
  <History Date="18-07-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3ccecc16-ff0c-4500-8795-1ddb3a79d4d1" />
  <Control>
    <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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Shutter" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="11~90" Update="Shutter" Colour="255,255,255" />
      <Function ID="3" Name="Effect" Display="'Effect %.f%%',0~100" Dmx="91~190" Update="Shutter" Colour="255,255,255" />
      <Function ID="4" Name="RGBW" Display="'RGBW'" Dmx="191~200" Update="Shutter" Colour="255,255,255" />
      <Function ID="5" Name="White 1" Display="'White 1'" Dmx="201~205" Update="Shutter" Colour="255,255,255" />
      <Function ID="6" Name="White 2" Display="'White 2'" Dmx="206~210" Update="Shutter" Colour="255,255,255" />
      <Function ID="7" Name="White 3" Display="'White 3'" Dmx="211~215" Update="Shutter" Colour="255,255,255" />
      <Function ID="8" Name="White 4" Display="'White 4'" Dmx="216~220" Update="Shutter" Colour="255,255,255" />
      <Function ID="9" Name="White 5" Display="'White 5'" Dmx="221~225" Update="Shutter" Colour="255,255,255" />
      <Function ID="10" Name="White 6" Display="'White 6'" Dmx="226~230" Update="Shutter" Colour="255,255,255" />
      <Function ID="11" Name="White 7" Display="'White 7'" Dmx="231~235" Update="Shutter" Colour="255,255,255" />
      <Function ID="12" Name="White 8" Display="'White 8'" Dmx="236~240" Update="Shutter" Colour="255,255,255" />
      <Function ID="13" Name="White 9" Display="'White 9'" Dmx="241~245" Update="Shutter" Colour="255,255,255" />
      <Function ID="14" Name="White 10" Display="'White 10'" Dmx="246~250" Update="Shutter" Colour="255,255,255" />
      <Function ID="15" Name="White 11" Display="'White 11'" Dmx="251~255" Update="Shutter" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Colour_Macro'==3" />
      <Else ID="1,2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
    </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 1" Display="'Auto 1'" Dmx="10~19" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="20~29" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="30~39" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="40~49" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="50~59" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="60~69" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="70~79" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="80~89" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="90~99" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="100~109" />
      <Function ID="12" Name="Program 1" Display="'Program 1'" Dmx="110~119" />
      <Function ID="13" Name="Program 2" Display="'Program 2'" Dmx="120~129" />
      <Function ID="14" Name="Program 3" Display="'Program 3'" Dmx="130~139" />
      <Function ID="15" Name="Program 4" Display="'Program 4'" Dmx="140~149" />
      <Function ID="16" Name="Program 5" Display="'Program 5'" Dmx="150~159" />
      <Function ID="17" Name="Program 6" Display="'Program 6'" Dmx="160~169" />
      <Function ID="18" Name="Program 7" Display="'Program 7'" Dmx="170~179" />
      <Function ID="19" Name="Program 8" Display="'Program 8'" Dmx="180~189" />
      <Function ID="20" Name="Program 9" Display="'Program 9'" Dmx="190~199" />
      <Function ID="21" Name="Program 10" Display="'Program 10'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed 1" Display="'Speed 1'" Dmx="50~99" />
      <Function ID="3" Name="Speed 2" Display="'Speed 2'" Dmx="100~149" />
      <Function ID="4" Name="Speed 3" Display="'Speed 3'" Dmx="150~199" />
      <Function ID="5" Name="Speed 4" Display="'Speed 4'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="ID" Name="ID" 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="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 3 DMX" Channels="3">
    <Import PearlRef="DAMP1211" 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="9f8f62ef-de44-42a1-9ded-1dd7cec1893b" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 4 DMX" Channels="4">
    <Import PearlRef="DAMP1212" 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="b2711056-cd2e-4b8e-bffb-5632c52da6a9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 4 DMX" Channels="4">
    <Import PearlRef="DAMP1213" 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="571e60b7-d86f-4bf3-8475-79238386415d" />
    <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="37" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 5 DMX" Channels="5">
    <Import PearlRef="DAMP1214" 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="3a77334b-af83-49a3-99cc-d311d9053a01" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 6 DMX" Channels="6">
    <Import PearlRef="DAMP1215" 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="19fa7888-e939-4528-a330-4e9415f1c9a3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="Mode 6, 11 DMX" Channels="11">
    <Import PearlRef="DAMP1216" 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="5f7f09b3-7557-4aab-bed3-190e0e175315" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Mode 7, 3 DMX" Channels="3">
    <Import PearlRef="DAMP1217" 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="1fd02c23-c60c-4e9d-ba57-5a70477cb71f" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>