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Dialighting LED Bar 24-15 (Dialighting_LED Bar 24-15.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Bar 24-15" ShortName="Bar 24-15" Company="Dialighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>50a7ac37-3124-4cf9-b9ef-5dcbcc306af7</Thumbnail>
  <History Date="02-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="10-03-18" Author="Nic Morris" Comment="Added Atlabase ID's.  Improved product thumbnail." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="db12c0cb-e3be-49fd-8236-c326cfb11129" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="HSV Effect" Display="'HSV Effect %.f%%',0~100" Dmx="10~99" Update="Auto_Spd" />
      <Function ID="3" Name="3 Col Pure" Display="'3 Col Pure'" Dmx="100~119" Update="Auto_Spd" />
      <Function ID="4" Name="7 Col Pure" Display="'7 Col Pure'" Dmx="120~139" Update="Auto_Spd" />
      <Function ID="5" Name="8 Col Diffuse" Display="'8 Col Diffuse'" Dmx="140~159" Update="Auto_Spd" />
      <Function ID="6" Name="Fade Strobe" Display="'Fade Strobe'" Dmx="160~179" Update="Auto_Spd" />
      <Function ID="7" Name="7 Col Strobe" Display="'7 Col Strobe'" Dmx="180~199" Update="Auto_Spd" />
      <Function ID="8" Name="7 Col Complementary Strobe" Display="'7 Col Complementary Strobe'" Dmx="200~219" Update="Auto_Spd" />
      <Function ID="9" Name="7 Col Auto" Display="'7 Col Auto'" Dmx="220~239" Update="Auto_Spd" />
      <Function ID="10" Name="Sound" Display="'Sound'" Dmx="240~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Auto'==10" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Generic" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="ID" Display="'ID %.f',1~255" Dmx="1~255" />
    </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="12 DMX" Channels="12">
    <Import PearlRef="DAB24101" 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="38027c0e-db20-463f-9608-01f6eb0bb567" />
    <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="38" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="39" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Generic" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="DAB24102" 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="a26eb02c-621c-4358-9323-4a132a242b72" />
    <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="38" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="39" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DRGBWA, 6 DMX" Channels="6">
    <Import PearlRef="DAB24103" 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="b18b0ad8-fdab-430c-9d8d-45e69035fd84" />
    <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="38" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="39" />
    </Include>
  </Mode>
  <Mode Name="RGBWADimSpd, 6 DMX" Channels="6">
    <Import PearlRef="DAB24104" 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="ee60f968-8395-4419-8d6e-0802d7e85547" />
    <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="38" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="39" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Spd" ChannelOffset="6" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DRGBWADimSpd, 7 DMX" Channels="7">
    <Import PearlRef="DAB24105" 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="ad4ee002-f863-4f67-9e28-0f82e6ee77fd" />
    <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="38" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="39" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="DRGBWAShutter, 7 DMX" Channels="7">
    <Import PearlRef="DAB24106" 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="2e3d94b6-15ff-4f6e-ab1a-3a0aa7d4d932" />
    <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="38" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="39" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="HSV, 4 DMX" Channels="4">
    <Import PearlRef="DAB24107" 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="eea767b3-7d69-49b7-90fa-49da1e8d6cb2" />
    <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="Dim_Spd" ChannelOffset="4" Wheel="25" />
      <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>