View Personality

Eurolite LED SLS-98 Strobe SMD (Eurolite_LED SLS-98 Strobe SMD.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED SLS-98 Strobe SMD" ShortName="LED SLS-98" Company="Eurolite">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>b21f6ec7-f12f-4c34-9ba0-f65f8abc2005</Thumbnail>
  <History Date="09-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="15-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d9a08dfc-b8ea-4573-98fc-d36538aecef7" />
  <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="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="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="10~199" />
      <Function ID="3" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="200~255" />
    </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>
    <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>
    <Attribute ID="LED" Name="LED" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="1" Display="'1'" Dmx="10~19" />
      <Function ID="3" Name="2" Display="'2'" Dmx="20~29" />
      <Function ID="4" Name="3" Display="'3'" Dmx="30~39" />
      <Function ID="5" Name="4" Display="'4'" Dmx="40~49" />
      <Function ID="6" Name="5" Display="'5'" Dmx="50~59" />
      <Function ID="7" Name="1+2" Display="'1+2'" Dmx="60~69" />
      <Function ID="8" Name="1+3" Display="'1+3'" Dmx="70~79" />
      <Function ID="9" Name="1+4" Display="'1+4'" Dmx="80~89" />
      <Function ID="10" Name="1+5" Display="'1+5'" Dmx="90~99" />
      <Function ID="11" Name="2+3" Display="'2+3'" Dmx="100~109" />
      <Function ID="12" Name="2+4" Display="'2+4'" Dmx="110~119" />
      <Function ID="13" Name="2+5" Display="'2+5'" Dmx="120~129" />
      <Function ID="14" Name="3+4" Display="'3+4'" Dmx="130~139" />
      <Function ID="15" Name="3+5" Display="'3+5'" Dmx="140~149" />
      <Function ID="16" Name="4+5" Display="'4+5'" Dmx="150~159" />
      <Function ID="17" Name="1+2+3" Display="'1+2+3'" Dmx="160~169" />
      <Function ID="18" Name="1+2+4" Display="'1+2+4'" Dmx="170~179" />
      <Function ID="19" Name="1+2+5" Display="'1+2+5'" Dmx="180~189" />
      <Function ID="20" Name="1+3+4" Display="'1+3+4'" Dmx="190~199" />
      <Function ID="21" Name="1+3+5" Display="'1+3+5'" Dmx="200~209" />
      <Function ID="22" Name="2+3+4" Display="'2+3+4'" Dmx="210~219" />
      <Function ID="23" Name="2+3+5" Display="'2+3+5'" Dmx="220~229" />
      <Function ID="24" Name="3+4+5" Display="'3+4+5'" Dmx="230~239" />
      <Function ID="25" Name="1+2+3+4" Display="'1+2+3+4'" Dmx="240~249" />
      <Function ID="26" Name="1+2+3+4+5" Display="'1+2+3+4+5'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="EXSLS984" 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="cb57a757-c146-439c-9c56-e219b3aa52e9" />
    <Include>
      <Attribute ID="LED" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <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="0bdf9f3c-a63e-4aea-bf9d-75a6ec2753ac" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="6" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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>
  <swatchLibrary>
    <Swatch id="b21f6ec7-f12f-4c34-9ba0-f65f8abc2005">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</Swatch>
  </swatchLibrary>
</Fixture>