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Soundsation Lightblaster 1200 CMZ (Soundsation_Lightblaster 1200 CMZ.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lightblaster 1200 CMZ" ShortName="LtB1200CMZ" Company="Soundsation" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>aec51583-bca0-4e61-8054-6e1f9f8fe633</Thumbnail>
  <History Date="10-11-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="15-11-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7102d95b-ff92-4827-b1a1-8c9d3845257f" />
  <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="Shutter_Func" Name="Shutter Func" 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'" Dmx="205~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe'" Dmx="5~54" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse'" Dmx="55~104" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse'" Dmx="105~154" />
      <Function ID="6" Name="Pulse" Display="'Pulse'" Dmx="155~204" />
    </Attribute>
    <Attribute ID="Shutter_Speed" Name="Shutter Speed" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" 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="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="Red" Display="'Red'" Dmx="5~14" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="15~24" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="25~34" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="35~44" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="45~54" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="55~64" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="65~74" Colour="255,255,255" />
      <Function ID="9" Name="Skip" Display="'Skip %.1f%%',0.0~100.0" Dmx="75~199" Colour="255,255,255" />
      <Function ID="10" Name="Random" Display="'Random %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Fade" Name="Colour Fade" 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="Rd - Yel" Display="'Rd - Yel %.f%%',0~100" Dmx="8~39" Colour="255,0,0" />
      <Function ID="3" Name="Yel - Grn" Display="'Yel - Grn %.f%%',0~100" Dmx="40~71" Colour="255,255,0" />
      <Function ID="4" Name="Grn - Cy" Display="'Grn - Cy %.f%%',0~100" Dmx="72~103" Colour="0,255,0" />
      <Function ID="5" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="104~135" Colour="0,255,255" />
      <Function ID="6" Name="Blu - Mag" Display="'Blu - Mag %.f%%',0~100" Dmx="136~167" Colour="0,0,255" />
      <Function ID="7" Name="Mag - Rd" Display="'Mag - Rd %.f%%',0~100" Dmx="168~199" Colour="255,0,255" />
      <Function ID="8" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="8~199" Colour="0,0,0" />
      <Function ID="9" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="5~34" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="35~69" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="70~104" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="105~139" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="140~174" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="175~209" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Shade" Name="Effect Shade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <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="57bd21ac-0543-407d-b6b7-962901f2b146" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter_Speed" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <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="e57b12f1-b953-4a11-976b-6fba494ec3dd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter_Func" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Shutter_Speed" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
        <Attribute ID="Colour_Fade" ChannelOffset="9" Wheel="8" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Effect_Spd" Wheel="23" />
        <Attribute ID="Effect_Shade" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Main" ChannelOffset="4" ModeLink="RGBW cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Effect" ChannelOffset="10" ModeLink="Effect cell" X="0" Y="1">
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Effect_Spd" TargetId="Effect_Spd" />
        <AttributeLink SourceId="Effect_Shade" TargetId="Effect_Shade" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="BG" ChannelOffset="18" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True">
    <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>
    <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="Effect cell" Channels="8" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Effect" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Effect_Shade" ChannelOffset="3" Wheel="24" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" 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>