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Prolight Equinox Helix XP 150W Gobo Flower (Prolight_Equinox Helix XP 150W Gobo Flower.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Helix XP 150W Gobo Flower" ShortName="HlxXP 150W" Company="Prolight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>b0f16585-4ee9-428e-a0e1-62fcd550e6d0</Thumbnail>
  <History Date="28-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="02-07-22" Author="Nic Morris" Comment="Added Atlabase ID's.  Changed name from Helix XP 150W Gobo Flower to Equinox Helix XP 150W Gobo Flower" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="16bf7845-76de-4ab2-a977-9af200f3d66f" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="3" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="11,12,13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~22" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="30~36" WheelPosition="2" Colour="0,0,255" />
      <Function ID="4" Name="Magenta" Display="'Magenta'" Dmx="44~50" WheelPosition="3" Colour="255,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="58~64" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="72~78" WheelPosition="5" Colour="0,255,0" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="86~92" WheelPosition="6" Colour="255,128,0" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="100~106" WheelPosition="7" Colour="0,255,255" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="114~120" WheelPosition="8" Colour="180,0,255" />
      <Function ID="10" Name="3200K" Display="'3200K'" Dmx="121~127" WheelPosition="9" Colour="255,240,200" />
      <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="12" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="23~29" WheelPosition="1" Colour="255,0,0" />
      <Function ID="13" Name="Blu/ Mag" Display="'Blu/ Mag'" Dmx="37~43" WheelPosition="2" Colour="0,0,255" />
      <Function ID="14" Name="Mag/ Yel" Display="'Mag/ Yel'" Dmx="51~57" WheelPosition="3" Colour="255,0,255" />
      <Function ID="15" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="65~71" WheelPosition="4" Colour="255,255,0" />
      <Function ID="16" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="79~85" WheelPosition="5" Colour="0,255,0" />
      <Function ID="17" Name="Org/ Cy" Display="'Org/ Cy'" Dmx="93~99" WheelPosition="6" Colour="255,128,0" />
      <Function ID="18" Name="Cy/ Ppl" Display="'Cy/ Ppl'" Dmx="107~113" WheelPosition="7" Colour="0,255,255" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Else ID="13" />
      <Function ID="1" Name="Gobo 1" Display="'Gobo 1'" Dmx="0~0" WheelPosition="1" />
      <Function ID="2" Name="Gobo 2" Display="'Gobo 2'" Dmx="17~33" WheelPosition="2" />
      <Function ID="3" Name="Gobo 3" Display="'Gobo 3'" Dmx="34~50" WheelPosition="3" />
      <Function ID="4" Name="Gobo 4" Display="'Gobo 4'" Dmx="51~67" WheelPosition="4" />
      <Function ID="5" Name="Gobo 5" Display="'Gobo 5'" Dmx="68~84" WheelPosition="5" />
      <Function ID="6" Name="Gobo 6" Display="'Gobo 6'" Dmx="85~101" WheelPosition="6" />
      <Function ID="7" Name="Gobo 7" Display="'Gobo 7'" Dmx="102~118" WheelPosition="7" />
      <Function ID="8" Name="Gobo 8" Display="'Gobo 8'" Dmx="119~135" WheelPosition="8" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="136~195" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="196~255" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rotate" Name="Rotate" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~255" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="191~128" />
    </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="All Shows" Display="'All Shows'" Dmx="13~45" />
      <Function ID="3" Name="All Gobo+Col w/split" Display="'All Gobo+Col w/split'" Dmx="46~80" />
      <Function ID="4" Name="Slow (no sound)" Display="'Slow (no sound)'" Dmx="81~115" />
      <Function ID="5" Name="All Gobo+Col no split" Display="'All Gobo+Col no split'" Dmx="116~150" />
      <Function ID="6" Name="All Gobos, Col via menu" Display="'All Gobos, Col via menu'" Dmx="151~185" />
      <Function ID="7" Name="All Cols, Gobo via menu" Display="'All Cols, Gobo via menu'" Dmx="186~220" />
      <Function ID="8" Name="Col+Gobo via menu" Display="'Col+Gobo via menu'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <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="dae65802-4a44-4dcd-9c18-b2a75a5cd9e0" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="2" Wheel="23" />
    </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="c0f40bf7-2745-42af-843a-d33534f84c96" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Rotate" ChannelOffset="6" Wheel="20" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="757c97ca-11e7-4dee-9003-80ce34903980" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Rotate" ChannelOffset="6" Wheel="20" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Purple" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Gobo 1" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 2" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 3" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 4" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 5" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 6" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 7" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
      <Palette ID="8" Name="Gobo 8" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>