View Personality

ETS 18x10W Battery IP Par (ETS_18x10W Battery IP Par.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="18x10W Battery IP Par" ShortName="18x10 Batt" Company="ETS">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>6f2e9aec-e480-42c7-be23-099268bd40ec</Thumbnail>
  <History Date="07-08-18" Author="Nic Morris" Comment="Created" />
  <History Date="08-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2b0f27d3-35f5-4518-b438-250f1609f25b" />
  <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" 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="10~255" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="10~31" Update="Auto_Spd" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="32~53" Update="Auto_Spd" />
      <Function ID="4" Name="Gradual" Display="'Gradual'" Dmx="54~75" Update="Auto_Spd" />
      <Function ID="5" Name="Mutation" Display="'Mutation'" Dmx="76~97" Update="Auto_Spd" />
      <Function ID="6" Name="Red+Strobe" Display="'Red+Strobe'" Dmx="98~119" Update="Auto_Spd" />
      <Function ID="7" Name="Green+Strobe" Display="'Green+Strobe'" Dmx="120~141" Update="Auto_Spd" />
      <Function ID="8" Name="Blue+Strobe" Display="'Blue+Strobe'" Dmx="142~163" Update="Auto_Spd" />
      <Function ID="9" Name="Total Strobe" Display="'Total Strobe'" Dmx="164~185" Update="Auto_Spd" />
      <Function ID="10" Name="Sound Jump" Display="'Sound Jump'" Dmx="186~207" Update="Auto_Spd" />
      <Function ID="11" Name="Sound Jump+Gradual" Display="'Sound Jump+Gradual'" Dmx="208~229" Update="Auto_Spd" />
      <Function ID="12" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="230~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Col Macro" ID="2" If="'Auto'==2" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Slow" Display="'Slow'" Dmx="20~39" />
      <Function ID="3" Name="Slower" Display="'Slower'" Dmx="40~59" />
      <Function ID="4" Name="Slowest" Display="'Slowest'" Dmx="60~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="UKETIPP5" 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="325a041d-850c-4e4d-99b9-976e4ef9c08e" />
    <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="9" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Curve" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKETIPP9" 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="0a1f88be-79be-432f-aa25-c111379fb0b6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <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="9" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </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 id="6f2e9aec-e480-42c7-be23-099268bd40ec">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</Swatch>
  </swatchLibrary>
</Fixture>