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ACME EYEFLASH 2 RGB (BLINDER 2 RGB II) (ACME_EYEFLASH 2 RGB (BLINDER 2 RGB II).d4)

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<Fixture Name="EYEFLASH 2 RGB (BLINDER 2 RGB II)" ShortName="EYEFL2RGB" Company="ACME" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>4f8b7dfb-b1a4-4678-a815-8ff165fd3ef4</Thumbnail>
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3083f2c9-7dda-4416-b90e-8759067ec5cc" />
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      <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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~22" Colour="0,0,0" />
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      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="6~123" />
      <Function ID="3" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="128~185" />
      <Function ID="4" Name="Rnd Pixel" Display="'Rnd Pixel %.f%%',0~100" Dmx="191~249" />
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    <Attribute ID="Control" Name="Control" Description="" Group="S">
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      <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="6" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="7" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
    </Attribute>
    <Attribute ID="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2500~8000" Dmx="255~9" Colour="255,240,200" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
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    <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" />
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    <AtlaBase ModeID="4bee3baa-7439-4220-8fe2-b6b7dbea6226" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
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    <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" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <AtlaBase ModeID="02b8c79b-d035-4c33-af4a-603c3c32716a" />
    <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="Master_Dimmer" ChannelOffset="7,8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      </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" />
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      <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" />
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  <Mode Name="HSIC, 4 DMX" Channels="4" Id="570e7cab-f159-412c-a595-893eb0a0e812">
    <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" />
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    <AtlaBase ModeID="97f588a2-4645-44ee-abde-5eb00fb4c39e" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="9" />
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  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True" Id="799c09cc-db40-4bcb-a878-6eab92f23c8e">
    <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" />
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  </Mode>
  <Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
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      <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">
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      <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>
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</Swatch>
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</Fixture>