View Personality

Mega Lite Outshine Strip Q80 (Mega Lite_Outshine Strip Q80.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Outshine Strip Q80" ShortName="OtShnStQ80" Company="Mega Lite" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>36995573-ca76-42be-a099-3f7fc7959f4c</Thumbnail>
  <History Date="16-05-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-05-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0fe75e9e-c47f-434f-8bc7-236566920f5c" />
  <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="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 %.f%%',0~100" Dmx="11~115" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="116~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Program 2" Display="'Program 2'" Dmx="1~19" />
      <Function ID="3" Name="Program 3" Display="'Program 3'" Dmx="20~39" />
      <Function ID="4" Name="Program 4" Display="'Program 4'" Dmx="40~59" />
      <Function ID="5" Name="Program 5" Display="'Program 5'" Dmx="60~79" />
      <Function ID="6" Name="Program 6" Display="'Program 6'" Dmx="80~99" />
      <Function ID="7" Name="Program 7" Display="'Program 7'" Dmx="100~119" />
      <Function ID="8" Name="Program 8" Display="'Program 8'" Dmx="120~139" />
      <Function ID="9" Name="Program 9" Display="'Program 9'" Dmx="140~159" />
      <Function ID="10" Name="Program 10" Display="'Program 10'" Dmx="160~179" />
      <Function ID="11" Name="Program 11" Display="'Program 11'" Dmx="180~199" />
      <Function ID="12" Name="Program 12" Display="'Program 12'" Dmx="200~219" />
      <Function ID="13" Name="Program 13" Display="'Program 13'" Dmx="220~239" />
      <Function ID="14" Name="Program 14" Display="'Program 14'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="50~99" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="100~149" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="150~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="279109f1-fa6e-4a82-a8e0-4438745e5c0d" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="91686039-1877-44ff-8c7f-7d5539bce7b6" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="7838f821-8929-431f-a9ca-d48d6f7c6bfb" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="36995573-ca76-42be-a099-3f7fc7959f4c">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</Swatch>
  </swatchLibrary>
</Fixture>