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Showtec Stage Blinder 2 Blaze (Showtec_Stage Blinder 2 Blaze.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Stage Blinder 2 Blaze" ShortName="Blind2 Blz" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>50405fd7-7af1-42f2-b6bb-fe7cb38e61eb</Thumbnail>
  <History Date="15-11-18" Author="Nic Morris" Comment="Created" />
  <History Date="20-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="17-01-19" Author="Nic Morris" Comment="Created from Showtec Stage Blinder 4 Blaze" />
  <History Date="20-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="94e8716b-50ef-44aa-b6fa-c1d7a641c947" />
  <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="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="11~255" />
    </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="Colour 1" Display="'Colour 1'" Dmx="11~28" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="29~46" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="47~64" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="65~82" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="83~100" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="101~118" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="119~136" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="137~154" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="155~172" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="173~190" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="191~208" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="209~226" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="227~244" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="245~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Switch 1" Display="'Switch 1'" Dmx="11~45" />
      <Function ID="3" Name="Switch 2" Display="'Switch 2'" Dmx="46~80" />
      <Function ID="4" Name="Switch 3" Display="'Switch 3'" Dmx="81~115" />
      <Function ID="5" Name="Flow 1" Display="'Flow 1'" Dmx="116~150" />
      <Function ID="6" Name="Flow 2" Display="'Flow 2'" Dmx="151~185" />
      <Function ID="7" Name="Flow 3" Display="'Flow 3'" Dmx="186~220" />
      <Function ID="8" Name="Flow 4" Display="'Flow 4'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="BG_Strobe" Name="BG Strobe" 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="11~255" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="29a42b9c-3edb-4afc-9d3f-b46fa046ce24" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" 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="3bcb5d1d-cd41-4f2b-90e4-b43f23fb564d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="BG_Dimmer" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="FG" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="BG" ChannelOffset="2" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="BG_Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </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="8d9ff5df-06c1-4553-a54c-259b58bf7ca4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="7" />
        <Attribute ID="Amber" Wheel="8" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
        <Attribute ID="BG_Strobe" ChannelOffset="9" Wheel="6" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WA cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WA cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </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="05e6499a-9486-43c0-90c8-88f0852f7ea3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="BG_Dimmer" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="FG 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="FG 2" ChannelOffset="2" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="BG 1" ChannelOffset="3" ModeLink="RGB cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="BG_Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="BG 2" ChannelOffset="6" ModeLink="RGB cell" X="2" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="BG_Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </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>
  <Mode Name="RGB cell" Channels="3" 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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="WA cell" Channels="2" 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="White" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" 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>