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Evolights Vintage 500 (Evolights_Vintage 500.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vintage 500" ShortName="Vintage500" Company="Evolights">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>60ef812a-90cd-4d5b-b4ff-dfbce688c1e9</Thumbnail>
  <History Date="30-01-20" Author="Nic Morris" Comment="Created" />
  <History Date="01-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="02-02-20" Author="Nic Morris" Comment="Revised 7 DMX mode cell names." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="abd6dd62-7b59-4213-a714-3a2d272beea7" />
  <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="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="4~255" />
    </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="5~11" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="12~18" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="19~25" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="26~32" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="33~39" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="40~46" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="47~53" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="54~60" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="61~67" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="68~74" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="75~81" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="82~88" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="89~95" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="96~102" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="103~109" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="110~116" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="117~123" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="124~130" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="131~137" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="138~144" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="145~151" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="152~158" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="159~165" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="166~172" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="173~179" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="180~186" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="187~193" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="194~200" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="201~207" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="208~214" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="222~227" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="228~234" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="235~241" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="242~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <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="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="8bed5176-ad9b-48fb-b95d-ab7698fc22ef" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="4c4e27ce-46f8-43c9-bbb0-9a07ed839b38" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </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="37e2e93d-0282-483f-a7a7-70e421cb6d4f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Halogen" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="37b6b017-e2fd-4cea-af9c-50e0e05bc8db" />
    <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="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Halogen" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" 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="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>
  <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>