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Flash Butrym LED Moving Head 60W Spot v12.2021 (Flash Butrym_LED Moving Head 60W Spot v12.2021.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Moving Head 60W Spot v12.2021" ShortName="60W Spot" Company="Flash Butrym" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>3211c1f9-c720-462d-b015-19ccafd6bdbe</Thumbnail>
  <History Date="06-05-22" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="10-05-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6d12027b-ae4a-4eb5-8379-ecc7824b5c44" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~139" Colour="255,255,255" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="140~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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 3" Display="'Auto 3'" Dmx="60~84" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="85~109" />
      <Function ID="4" Name="Auto 1" Display="'Auto 1'" Dmx="110~134" />
      <Function ID="5" Name="Auto 0" Display="'Auto 0'" Dmx="135~159" />
      <Function ID="6" Name="Sound 3" Display="'Sound 3'" Dmx="160~184" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="185~209" />
      <Function ID="8" Name="Sound 1" Display="'Sound 1'" Dmx="210~234" />
      <Function ID="9" Name="Sound 0" Display="'Sound 0'" Dmx="235~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="250~255" />
    </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="Head" PanMax="540" TiltMax="202" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="990ab647-1e83-4e63-8e25-8d9a64c09423" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="PT_Speed" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="202" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ab0b5786-499e-4e93-9409-a56bed353e9e" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>