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Showtec Compact Studiobeam Smart White (Showtec_Compact Studiobeam Smart White.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Compact Studiobeam Smart White" ShortName="CmpStBm SW" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>ff352fc8-d242-4558-9be6-12ae5ca5e729</Thumbnail>
  <History Date="04-01-18" Author="Nic Morris" Comment="Created" />
  <History Date="06-01-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="47d924e5-db2a-466c-b846-7973f369aa01" />
  <Control>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Macro 1" Display="'Macro 1'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="49~54" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="55~61" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="62~68" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="69~75" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="76~82" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="83~89" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="90~96" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="97~103" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="104~110" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="111~117" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="118~124" Colour="0,0,0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="125~130" Colour="0,0,0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="131~137" Colour="0,0,0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="138~144" Colour="0,0,0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="145~151" Colour="0,0,0" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="152~158" Colour="0,0,0" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="159~165" Colour="0,0,0" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="166~172" Colour="0,0,0" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="173~179" Colour="0,0,0" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="180~186" Colour="0,0,0" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="187~193" Colour="0,0,0" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="194~200" Colour="0,0,0" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="201~207" Colour="0,0,0" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="208~213" Colour="0,0,0" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="214~220" Colour="0,0,0" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="221~227" Colour="0,0,0" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="228~234" Colour="0,0,0" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="235~241" Colour="0,0,0" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="242~248" Colour="0,0,0" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="249~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Auto'>1&&'Auto'<7" />
      <Else ID="1,2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Shutter" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="36~71" Update="Shutter" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="72~107" Update="Shutter" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="108~143" Update="Shutter" />
      <Function ID="5" Name="Flow" Display="'Flow %.f%%',0~100" Dmx="144~179" Update="Shutter" />
      <Function ID="6" Name="Switch" Display="'Switch'" Dmx="180~251" Update="Shutter" />
      <Function ID="7" Name="Sound" Display="'Sound'" Dmx="252~255" Update="Shutter" />
    </Attribute>
    <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>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="SHCSBSW1" 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="46c1d29c-aa17-4164-a126-41c54ea77330" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="SHCSBSW2" 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="2edb7c8e-2e0c-4e80-8c2f-4c709a2332f7" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="37" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="SHCSBSW3" 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="736b2963-a4b5-452c-9855-145c146f063e" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="SHCSBSW7" 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="17a9eeb6-4961-4349-9609-bd2478377a74" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>