View Personality

Stage Evolution NEO PAR64-18 (Stage Evolution_NEO PAR64-18.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="NEO PAR64-18" ShortName="NEO P64-18" Company="Stage Evolution" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>7f5f5792-8d55-4131-b845-e0b65f13a43e</Thumbnail>
  <History Date="20-08-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-08-20" Author="Nic Morris" Comment="Added Atlabase ID's (currently missing 6 DMX mode)" Version="1" />
  <History Date="22-08-20" Author="Nic Morris" Comment="Added missing 6 DMX mode Atlabase ID." Version="2" />
  <History Date="31-10-22" Author="Nic Morris" Comment="Created from Eurolite LED PAR-64 QCL 12x8W Floor Spot (effectively identical)" Version="3" />
  <History Date="03-11-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ee74e68d-92f3-4f09-9a6e-b780a4c87430" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" 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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Red" Display="'Red'" Dmx="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="50~59" Colour="255,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="60~69" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="70~79" Colour="0,255,255" />
      <Function ID="9" Name="Dark Orange" Display="'Dark Orange'" Dmx="80~89" Colour="255,128,0" />
      <Function ID="10" Name="Green Yellow" Display="'Green Yellow'" Dmx="90~99" Colour="180,180,0" />
      <Function ID="11" Name="Salmon" Display="'Salmon'" Dmx="100~109" Colour="255,150,150" />
      <Function ID="12" Name="Turquoise" Display="'Turquoise'" Dmx="110~119" Colour="0,255,128" />
      <Function ID="13" Name="Light Green" Display="'Light Green'" Dmx="120~129" Colour="128,255,0" />
      <Function ID="14" Name="Orange" Display="'Orange'" Dmx="130~139" Colour="255,128,0" />
      <Function ID="15" Name="Straw" Display="'Straw'" Dmx="140~149" Colour="255,250,230" />
      <Function ID="16" Name="Lavender" Display="'Lavender'" Dmx="150~159" Colour="255,128,255" />
      <Function ID="17" Name="Light Blue" Display="'Light Blue'" Dmx="160~169" Colour="0,128,255" />
      <Function ID="18" Name="Dark Blue" Display="'Dark Blue'" Dmx="170~179" Colour="0,0,180" />
      <Function ID="19" Name="Pink" Display="'Pink'" Dmx="180~189" Colour="255,150,150" />
      <Function ID="20" Name="Cool White" Display="'Cool White'" Dmx="190~199" Colour="230,230,255" />
      <Function ID="21" Name="Warm White" Display="'Warm White'" Dmx="200~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Col Blend" Display="'Col Blend %.f%%',0~100" Dmx="10~69" />
      <Function ID="3" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="70~129" />
      <Function ID="4" Name="Sound Blend" Display="'Sound Blend %.f%%',0~100" Dmx="130~189" />
      <Function ID="5" Name="Sound Change" Display="'Sound Change %.f%%',0~100" Dmx="190~255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2700K" Display="'2700K'" Dmx="10~49" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="50~89" Colour="0,0,0" />
      <Function ID="4" Name="4300K" Display="'4300K'" Dmx="90~129" Colour="0,0,0" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="130~169" Colour="0,0,0" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="170~209" Colour="0,0,0" />
      <Function ID="7" Name="8000K" Display="'8000K'" Dmx="210~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter1" 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="11~255" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="1~5" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <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="f9eb014e-c45a-4b14-a5d3-bc9e2824c065" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="c8e5add1-d871-441c-8222-9f622d1d676d" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="6f4a46ac-24b8-4485-ae28-786bf01a43c7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="22" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="9" />
    </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="a66782c6-86d4-4aab-90f9-abf70d2edc93" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="48928491-57f8-4259-978a-90eb9abe165d" />
    <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="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="1bbaec3f-e918-476b-8db0-5a61921eecfc" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="7f5f5792-8d55-4131-b845-e0b65f13a43e">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</Swatch>
  </swatchLibrary>
</Fixture>