View Personality

Mega Lite Color Pac Q900 (Mega Lite_Color Pac Q900.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Color Pac Q900" ShortName="ColPacQ900" Company="Mega Lite" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>008a4bf2-fb6d-4ff9-852c-cb251d092bb7</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="001d5ee0-13e8-430a-846a-854607dc8680" />
  <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 %.1f%%',0.0~100.0" Dmx="2~196" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="197~255" />
    </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="Col Fade All" Display="'Col Fade All %.f%%',0~100" Dmx="2~19" />
      <Function ID="3" Name="Col Snap All" Display="'Col Snap All %.f%%',0~100" Dmx="20~39" />
      <Function ID="4" Name="Rnd Col Snap" Display="'Rnd Col Snap %.f%%',0~100" Dmx="40~59" />
      <Function ID="5" Name="Red Fade" Display="'Red Fade %.f%%',0~100" Dmx="60~79" />
      <Function ID="6" Name="Green Fade" Display="'Green Fade %.f%%',0~100" Dmx="80~99" />
      <Function ID="7" Name="Blue Fade" Display="'Blue Fade %.f%%',0~100" Dmx="100~119" />
      <Function ID="8" Name="White Fade" Display="'White Fade %.f%%',0~100" Dmx="120~139" />
      <Function ID="9" Name="Effect 1" Display="'Effect 1'" Dmx="140~159" />
      <Function ID="10" Name="Effect 2" Display="'Effect 2'" Dmx="160~179" />
      <Function ID="11" Name="Effect 3" Display="'Effect 3'" Dmx="180~199" />
      <Function ID="12" Name="Effect 4" Display="'Effect 4'" Dmx="200~219" />
      <Function ID="13" Name="Effect 5" Display="'Effect 5'" Dmx="220~229" />
      <Function ID="14" Name="Effect 6" Display="'Effect 6'" Dmx="230~249" />
      <Function ID="15" Name="Effect 7" Display="'Effect 7'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Curve 0" Display="'Curve 0'" Dmx="6~55" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="56~105" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="106~155" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="156~205" />
      <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="206~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="db55ccc6-34ff-4cc9-827a-749e87036c99" />
    <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="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="21b19104-23e7-4f6e-89a4-e72a237fd37a" />
    <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="5 DMX" Channels="5">
    <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="659623b7-f0f9-4e98-82c4-127e5b284fdf" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="7 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="ccce46dc-f382-403f-a942-a462a30c43b9" />
    <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="8 DMX" Channels="8">
    <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="598083c8-27a2-44b1-9d42-2cb605e33d33" />
    <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="Dim_Curve" ChannelOffset="8" 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="008a4bf2-fb6d-4ff9-852c-cb251d092bb7">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</Swatch>
  </swatchLibrary>
</Fixture>