View Personality

Elation ELAR ExQuad PAR HP (Elation_ELAR ExQuad PAR HP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ELAR ExQuad PAR HP" ShortName="ExQuad PAR" Company="Elation">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>a430f421-94d0-4caa-9c7f-81aca5e1283d</Thumbnail>
  <History Date="07-07-18" Author="Nic Morris" Comment="Created" />
  <History Date="08-07-18" Author="Nic Morris" Comment="Revised display name." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bac7b8dc-968b-4400-b1bb-0b6018923301" />
  <Control>
    <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="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" />
      <Condition Name="Speed" ID="3" If="'Program_Mode'>2" />
      <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="16~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Program_Mode" Name="Program Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" Update="Program, Shutter" />
      <Function ID="2" Name="Colour Macro" Display="'Colour Macro'" Dmx="64~127" Update="Program, Shutter" />
      <Function ID="3" Name="Colour Change" Display="'Colour Change'" Dmx="128~191" Update="Program, Shutter" />
      <Function ID="4" Name="Colour Fade" Display="'Colour Fade'" Dmx="192~255" Update="Program, Shutter" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Macro" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Program_Mode'==2" />
      <Condition Name="Change" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Program_Mode'==3" />
      <Condition Name="Fade" ID="34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49" If="'Program_Mode'==4" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="16~31" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="32~47" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="48~63" />
      <Function ID="6" Name="White" Display="'White'" Dmx="64~79" />
      <Function ID="7" Name="R+G" Display="'R+G'" Dmx="80~95" />
      <Function ID="8" Name="R+B" Display="'R+B'" Dmx="96~111" />
      <Function ID="9" Name="R+W" Display="'R+W'" Dmx="112~127" />
      <Function ID="10" Name="G+B" Display="'G+B'" Dmx="128~143" />
      <Function ID="11" Name="G+W" Display="'G+W'" Dmx="144~159" />
      <Function ID="12" Name="B+W" Display="'B+W'" Dmx="160~175" />
      <Function ID="13" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" />
      <Function ID="14" Name="R+G+W" Display="'R+G+W'" Dmx="192~207" />
      <Function ID="15" Name="R+B+W" Display="'R+B+W'" Dmx="208~223" />
      <Function ID="16" Name="G+B+W" Display="'G+B+W'" Dmx="224~239" />
      <Function ID="17" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" />
      <Function ID="18" Name="Change 1" Display="'Change 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="19" Name="Change 2" Display="'Change 2'" Dmx="16~31" WheelPosition="1" />
      <Function ID="20" Name="Change 3" Display="'Change 3'" Dmx="32~47" WheelPosition="2" />
      <Function ID="21" Name="Change 4" Display="'Change 4'" Dmx="48~63" WheelPosition="3" />
      <Function ID="22" Name="Change 5" Display="'Change 5'" Dmx="64~79" WheelPosition="4" />
      <Function ID="23" Name="Change 6" Display="'Change 6'" Dmx="80~95" WheelPosition="5" />
      <Function ID="24" Name="Change 7" Display="'Change 7'" Dmx="96~111" WheelPosition="6" />
      <Function ID="25" Name="Change 8" Display="'Change 8'" Dmx="112~127" WheelPosition="7" />
      <Function ID="26" Name="Change 9" Display="'Change 9'" Dmx="128~143" WheelPosition="8" />
      <Function ID="27" Name="Change 10" Display="'Change 10'" Dmx="144~159" WheelPosition="9" />
      <Function ID="28" Name="Change 11" Display="'Change 11'" Dmx="160~175" WheelPosition="10" />
      <Function ID="29" Name="Change 12" Display="'Change 12'" Dmx="176~191" WheelPosition="11" />
      <Function ID="30" Name="Change 13" Display="'Change 13'" Dmx="192~207" WheelPosition="12" />
      <Function ID="31" Name="Change 14" Display="'Change 14'" Dmx="208~223" WheelPosition="13" />
      <Function ID="32" Name="Change 15" Display="'Change 15'" Dmx="224~239" WheelPosition="14" />
      <Function ID="33" Name="Change 16" Display="'Change 16'" Dmx="240~255" WheelPosition="15" />
      <Function ID="34" Name="Fade 1" Display="'Fade 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="35" Name="Fade 2" Display="'Fade 2'" Dmx="16~31" WheelPosition="1" />
      <Function ID="36" Name="Fade 3" Display="'Fade 3'" Dmx="32~47" WheelPosition="2" />
      <Function ID="37" Name="Fade 4" Display="'Fade 4'" Dmx="48~63" WheelPosition="3" />
      <Function ID="38" Name="Fade 5" Display="'Fade 5'" Dmx="64~79" WheelPosition="4" />
      <Function ID="39" Name="Fade 6" Display="'Fade 6'" Dmx="80~95" WheelPosition="5" />
      <Function ID="40" Name="Fade 7" Display="'Fade 7'" Dmx="96~111" WheelPosition="6" />
      <Function ID="41" Name="Fade 8" Display="'Fade 8'" Dmx="112~127" WheelPosition="7" />
      <Function ID="42" Name="Fade 9" Display="'Fade 9'" Dmx="128~143" WheelPosition="8" />
      <Function ID="43" Name="Fade 10" Display="'Fade 10'" Dmx="144~159" WheelPosition="9" />
      <Function ID="44" Name="Fade 11" Display="'Fade 11'" Dmx="160~175" WheelPosition="10" />
      <Function ID="45" Name="Fade 12" Display="'Fade 12'" Dmx="176~191" WheelPosition="11" />
      <Function ID="46" Name="Fade 13" Display="'Fade 13'" Dmx="192~207" WheelPosition="12" />
      <Function ID="47" Name="Fade 14" Display="'Fade 14'" Dmx="208~223" WheelPosition="13" />
      <Function ID="48" Name="Fade 15" Display="'Fade 15'" Dmx="224~239" WheelPosition="14" />
      <Function ID="49" Name="Fade 16" Display="'Fade 16'" Dmx="240~255" WheelPosition="15" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="208~223" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="224~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="EXEPXQP1" 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="d668de15-138d-4e70-8cc5-5c859fcf06d9" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="EXEPXQP2" 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="a0ef4d48-fd99-4402-b076-08cbf3ae2cdd" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="EXEPXQP3" 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="91fb20a1-90a2-472e-8c9e-cb630b0d5441" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="EXEPXQP4" 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="80d97e7c-16cb-4592-845d-9ac87d099ec6" />
    <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="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="EXEPXQP5" 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="9d16c3df-f023-447b-9549-e648808d7ae1" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="EXEPXQP6" 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="8612a230-e4be-4f9e-816f-fecee50ca5d5" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="EXEPXQP7" 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="f7d00929-6752-4145-836a-86bee0fc6fbe" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="EXEPXQP8" 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="3449b5bd-d2de-4f46-93e1-7bab565910bd" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Program_Mode" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="8" Wheel="23" />
    </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 id="a430f421-94d0-4caa-9c7f-81aca5e1283d">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</Swatch>
  </swatchLibrary>
</Fixture>