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Robe LED Blinder 148 (Robe_LED Blinder 148.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Blinder 148" ShortName="LED  BL148" Company="Robe" Version="9">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>cb89f18f-dfbf-4bfe-9f6a-80973e568932</Thumbnail>
  <History Date="10-01-06" Author="Ed" Comment="Created" Version="1" />
  <History Date="02-02-09" Author="D4 Personality Fixer 2009" Comment="Changed Function Names" Version="2" />
  <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" Version="3" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." Version="4" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="5" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="6" />
  <History Date="04-04-24" Author="Nic Morris" Comment="Overhauled." Version="7" />
  <History Date="05-04-24" Author="Nic Morris" Comment="Fixed wheel mapping conflict." Version="9" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b9bde6a1-5d35-48ac-a078-974d0c2d2876" />
  <Control>
    <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="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="Macro 1" Display="'Macro 1'" Dmx="8~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" />
      <Function ID="32" Name="Rainbow" Display="'Rainbow %.f%%',0~100" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Cl Pulse %.f%%',100~0" Dmx="144~159" Intensity="0~0" />
    </Attribute>
    <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <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="Mode 1, 9 DMX" Channels="9" Id="0e97b584-f323-4139-85b0-1d54c77902d4">
    <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="851077c1-efa0-41c5-87a7-475355a253ed" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Macro" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="9" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 2, 6 DMX" Channels="6" Id="b3ff24a1-797b-4bed-9123-ac2ab5bbe854">
    <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="64c8f55e-7172-4a36-800f-6ef86eb8bf40" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3, 6 DMX" Channels="6" Id="af50f18a-0daf-4bb3-a105-5b5c200b86d2">
    <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="c5a5dfa2-a3f4-4cb7-8fcf-f40ac0122fec" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Macro" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 3 DMX" Channels="3" Id="84c7d88c-a292-442e-8d17-f79cb326f2bb">
    <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="f5c1e435-6929-45d0-831b-53055ea8af2b" />
    <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="Cell" Channels="3" Hidden="True" Id="04bec0d2-2b16-4cac-8e65-27ffa80a0bd4">
    <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>
  <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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>