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Evolite EVO Beam 100 (Evolite_EVO Beam 100.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EVO Beam 100" ShortName="EVO Bm 100" Company="Evolite" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>301896a5-0ec0-4fde-a934-12eb3b0331bd</Thumbnail>
  <History Date="21-12-22" Author="Nic Morris" Comment="Created (poor documentation.  color and gobo ranges are not detailed.  there are three 'scan motor reset' functions)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3c400ad3-f164-4acd-9f13-aac16f4a9f2b" />
  <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="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="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 %.1f%%',0.0~100.0" Dmx="10~200" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="10~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="10~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </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 P/T (1)" Display="'Reset P/T (1)'" Dmx="128~159" />
      <Function ID="3" Name="Reset P/T (2)" Display="'Reset P/T (2)'" Dmx="160~191" />
      <Function ID="4" Name="Reset P/T (3)" Display="'Reset P/T (3)'" Dmx="192~223" />
      <Function ID="5" Name="Reset All" Display="'Reset All'" Dmx="224~255" />
    </Attribute>
  </Control>
  <Mode Name="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ef20f295-cee2-4cef-8297-60f4ba5d39e3" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Focus" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_2" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </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="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b0e61fe9-9269-485c-8c0f-febdbdb1761f" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Prism_1" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Prism_2" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T (1)">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T (2)">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T (3)">
      <Set Channel="Control:4" 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>
    <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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>