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Emma EM-RGB246 (Emma_EM-RGB246.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EM-RGB246" ShortName="EM-RGB246" Company="Emma" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>20fc86fd-3388-4862-85d5-755de6d7bdae</Thumbnail>
  <History Date="07-11-23" Author="Nic Morris" Comment="Created (hopeless documentation.  mostly nonsense)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Update="Scale/File" />
      <Function ID="2" Name="SD File" Display="'SD File'" Dmx="1~40" Update="Scale/File" />
      <Function ID="3" Name="SD File+Sound" Display="'SD File+Sound'" Dmx="41~80" Update="Scale/File" />
      <Function ID="4" Name="SD Playlist" Display="'SD Playlist'" Dmx="81~100" Update="Scale/File" />
      <Function ID="5" Name="SD Playlist+Sound" Display="'SD Playlist+Sound'" Dmx="101~120" Update="Scale/File" />
      <Function ID="6" Name="Preset Effect" Display="'Preset Effect'" Dmx="121~160" Update="Scale/File" />
      <Function ID="7" Name="Preset Effect+Sound" Display="'Preset Effect+Sound'" Dmx="161~200" Update="Scale/File" />
      <Function ID="8" Name="DMX" Display="'DMX'" Dmx="201~240" Update="Scale/File" />
      <Function ID="9" Name="DMX+Sound" Display="'DMX+Sound'" Dmx="241~255" Update="Scale/File" />
    </Attribute>
    <Attribute ID="Sensitivity" Name="Sensitivity" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Out_Of_Range" Name="Out Of Range" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Display" Display="'No Display'" Dmx="0~0" />
      <Function ID="2" Name="Cross to other Side (1)" Display="'Cross to other Side (1) %.f%%',0~100" Dmx="1~50" />
      <Function ID="3" Name="Backtrack+Sound (1)" Display="'Backtrack+Sound (1) %.f%%',0~100" Dmx="51~100" />
      <Function ID="4" Name="Cross to other Side (2)" Display="'Cross to other Side (2) %.f%%',0~100" Dmx="101~150" />
      <Function ID="5" Name="Backtrack+Sound (2)" Display="'Backtrack+Sound (2) %.f%%',0~100" Dmx="151~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Folder" Name="Folder" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Folder" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scale/File" Name="Scale/File" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Else ID="1,2,3,4,5,6,7" />
      <Condition Name="SD Card" ID="8" If="'Mode'>1&&'Mode'<6" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
      <Function ID="8" Name="File" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rotation" Name="Rotation" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Horiz_Scale" Name="Horiz Scale" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Vert_Scale" Name="Vert Scale" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="64~95" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="96~127" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Effect E" Display="'Effect E %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Effect F" Display="'Effect F %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Static Gradual" Display="'Static Gradual'" Dmx="0~0" />
      <Function ID="2" Name="Dynamic Gradual" Display="'Dynamic Gradual'" Dmx="64~160" />
      <Function ID="3" Name="Marquee Effects" Display="'Marquee Effects'" Dmx="161~255" />
    </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" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Static" Display="'Static %.f%%',0~100" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Effect A" Display="'Effect A %.f%%',0~100" Dmx="128~159" Colour="255,255,255" />
      <Function ID="3" Name="Effect B" Display="'Effect B %.f%%',0~100" Dmx="160~191" Colour="255,255,255" />
      <Function ID="4" Name="Effect C" Display="'Effect C %.f%%',0~100" Dmx="192~223" Colour="255,255,255" />
      <Function ID="5" Name="Effect D" Display="'Effect D %.f%%',0~100" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="24 DMX" Channels="24" Id="1017537b-d991-44c1-9138-0bb7437a0ab1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Sensitivity" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Out_Of_Range" Wheel="26" />
        <Attribute ID="Folder" Wheel="13" />
        <Attribute ID="Scale/File" Wheel="14" />
        <Attribute ID="Rotation" Wheel="15" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Horiz_Scale" Wheel="19" />
        <Attribute ID="Vert_Scale" Wheel="20" />
        <Attribute ID="Drawing" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Out_Of_Range" TargetId="Out_Of_Range" />
        <AttributeLink SourceId="Folder" TargetId="Folder" />
        <AttributeLink SourceId="Scale/File" TargetId="Scale/File" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Horiz_Scale" TargetId="Horiz_Scale" />
        <AttributeLink SourceId="Vert_Scale" TargetId="Vert_Scale" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="14" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Out_Of_Range" TargetId="Out_Of_Range" />
        <AttributeLink SourceId="Folder" TargetId="Folder" />
        <AttributeLink SourceId="Scale/File" TargetId="Scale/File" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Horiz_Scale" TargetId="Horiz_Scale" />
        <AttributeLink SourceId="Vert_Scale" TargetId="Vert_Scale" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="11" Hidden="True" Id="dc017a56-9369-4557-8671-08ea3d3517a6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Out_Of_Range" ChannelOffset="1" Wheel="26" />
      <Attribute ID="Folder" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Scale/File" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Rotation" ChannelOffset="4" Wheel="15" />
      <Attribute ID="Pan" ChannelOffset="5" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6" Wheel="3" />
      <Attribute ID="Horiz_Scale" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Vert_Scale" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Drawing" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>