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Mega Lite Color Pac 150N (Mega Lite_Color Pac 150N.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Color Pac 150N" ShortName="ColPac150N" Company="Mega Lite" Version="3">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>ca0b798e-05d5-433c-93d7-88141681f62f</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.  Added missing macro channel to 7 DMX mode." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9ee0a948-6a90-4ef8-9e33-8040cb61cee2" />
  <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="6e3aa0a9-6b24-4dd4-b64b-6a8c16bd5466" />
    <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="076e7253-637c-4923-a67a-c621d5516dd6" />
    <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="858067af-ff52-409c-823f-709f7bfbdf83" />
    <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="7">
    <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="527c2a84-17b1-449e-af62-eb3c64c58ecf" />
    <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" />
    </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="46f0b997-ff9b-4bb5-bd06-f1dc851b6824" />
    <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 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</Swatch>
  </swatchLibrary>
</Fixture>