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Evolights Vintage 300 (Evolights_Vintage 300.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vintage 300" ShortName="Vintage300" Company="Evolights">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>b8f7c6f0-a06c-47d6-86aa-892ad90ad3ad</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="20683886-3d4f-4cf5-8ab6-3c4a42a16bd5" />
  <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="ee08795f-fd04-4c98-a132-b450087d9b4c" />
    <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="6511684a-b7fa-43ce-a33a-ca53bfbe57c5" />
    <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="1606a64e-cc96-4c2e-9c01-059b9b1b6382" />
    <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="155e76c4-52a8-48fd-bb46-7e99b01631b1" />
    <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>