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Vello LED Blinder240 (RGBW) (Vello_LED Blinder240 (RGBW).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Blinder240 (RGBW)" ShortName="Blinder240" Company="Vello" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>ba752649-993a-4a85-97ba-13c2ec8d0d25</Thumbnail>
  <History Date="19-08-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-08-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="47aab312-133a-43f7-a73b-3e98ad2a9671" />
  <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" 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="10~255" />
    </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="11~13" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="14~16" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="17~19" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="20~22" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="23~25" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="26~28" Colour="255,255,255" />
      <Function ID="8" Name="R+B" Display="'R+B'" Dmx="29~32" Colour="255,255,255" />
      <Function ID="9" Name="R+G+B" Display="'R+G+B'" Dmx="33~35" Colour="255,255,255" />
      <Function ID="10" Name="G+B+W" Display="'G+B+W'" Dmx="36~38" Colour="255,255,255" />
      <Function ID="11" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="39~41" Colour="255,255,255" />
      <Function ID="12" Name="R1" Display="'R1'" Dmx="42~45" Colour="255,255,255" />
      <Function ID="13" Name="G1" Display="'G1'" Dmx="46~49" Colour="255,255,255" />
      <Function ID="14" Name="R1+G1+B1" Display="'R1+G1+B1'" Dmx="50~53" Colour="255,255,255" />
      <Function ID="15" Name="B1+W1" Display="'B1+W1'" Dmx="54~57" Colour="255,255,255" />
      <Function ID="16" Name="R1+B1+W1+R2" Display="'R1+B1+W1+R2'" Dmx="58~61" Colour="255,255,255" />
      <Function ID="17" Name="G1+B1+W1+R2+G2" Display="'G1+B1+W1+R2+G2'" Dmx="62~66" Colour="255,255,255" />
      <Function ID="18" Name="R1+G1+W1+R2+G2+B2" Display="'R1+G1+W1+R2+G2+B2'" Dmx="67~70" Colour="255,255,255" />
      <Function ID="19" Name="W1+R2+G2+B2+W2" Display="'W1+R2+G2+B2+W2'" Dmx="71~74" Colour="255,255,255" />
      <Function ID="20" Name="R1+W1+R2+G2+B2+W2" Display="'R1+W1+R2+G2+B2+W2'" Dmx="75~78" Colour="255,255,255" />
      <Function ID="21" Name="G1+W1+R2+G2+B2+W2" Display="'G1+W1+R2+G2+B2+W2'" Dmx="79~82" Colour="255,255,255" />
      <Function ID="22" Name="R1+G1+B1+W1+R2+G2+B2+W2" Display="'R1+G1+B1+W1+R2+G2+B2+W2'" Dmx="83~87" Colour="255,255,255" />
      <Function ID="23" Name="B1+R2+G2+B2+W2" Display="'B1+R2+G2+B2+W2'" Dmx="88~91" Colour="255,255,255" />
      <Function ID="24" Name="R1+B1+R2+G2+B2+W2" Display="'R1+B1+R2+G2+B2+W2'" Dmx="92~95" Colour="255,255,255" />
      <Function ID="25" Name="G1+B1+R2+G2+B2+W2" Display="'G1+B1+R2+G2+B2+W2'" Dmx="96~99" Colour="255,255,255" />
      <Function ID="26" Name="R1+G1+R2+G2+B2+W2" Display="'R1+G1+R2+G2+B2+W2'" Dmx="100~103" Colour="255,255,255" />
      <Function ID="27" Name="R2+G2+B2+W2" Display="'R2+G2+B2+W2'" Dmx="104~107" Colour="255,255,255" />
      <Function ID="28" Name="R1+R2+G2+B2+W2" Display="'R1+R2+G2+B2+W2'" Dmx="108~111" Colour="255,255,255" />
      <Function ID="29" Name="G1+R2+G2+B2+W2" Display="'G1+R2+G2+B2+W2'" Dmx="112~116" Colour="255,255,255" />
      <Function ID="30" Name="R1+G1+B1+R2+G2+B2+W2" Display="'R1+G1+B1+R2+G2+B2+W2'" Dmx="117~120" Colour="255,255,255" />
      <Function ID="31" Name="B1+W1+R2+G2+B2+W2" Display="'B1+W1+R2+G2+B2+W2'" Dmx="121~124" Colour="255,255,255" />
      <Function ID="32" Name="R1+B1+W1+G2+B2+W2" Display="'R1+B1+W1+G2+B2+W2'" Dmx="125~128" Colour="255,255,255" />
      <Function ID="33" Name="G1+B1+W1+G2+B2+W2" Display="'G1+B1+W1+G2+B2+W2'" Dmx="129~134" Colour="255,255,255" />
      <Function ID="34" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="135~165" Colour="255,255,255" />
      <Function ID="35" Name="Fade Same Col" Display="'Fade Same Col %.f%%',0~100" Dmx="166~196" Colour="255,255,255" />
      <Function ID="36" Name="Fade Different Cols" Display="'Fade Different Cols %.f%%',0~100" Dmx="197~255" Colour="255,255,255" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="2b3bf747-3930-431f-b1e6-a2cf1d9f5f06">
    <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="febd7bd9-3d8d-40ce-ba98-e8081e99d228" />
    <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="7 DMX" Channels="7" Id="71cebc1b-0c00-43e8-a6c9-ef0f7b6dc538">
    <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="57949df5-4a16-477f-a0a2-59930930c9e5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <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="11 DMX" Channels="11" Id="d1a85c50-928b-4bb0-b7fc-a5cfe24e0c4b">
    <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="cb6e9e7d-4a95-4241-bde1-98e96becb450" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
        <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" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="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="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="ac356a8a-c7f9-4420-b025-e73a2bbe5eed">
    <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>
  <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>