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Evolite EVO Beam 60-CR (Evolite_EVO Beam 60-CR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EVO Beam 60-CR" ShortName="EVO Bm60CR" Company="Evolite" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>56907adf-1ee0-4ff8-a5a4-2f4b25419120</Thumbnail>
  <History Date="03-07-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ca33b906-1d6b-4115-bd9c-e1f7df27c756" />
  <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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="14,15,16,17" If="'Colour1Func'==2" />
      <Else ID="18" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~19" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~29" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~39" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~49" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~59" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="60~69" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="70~79" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="80~89" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="90~99" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="100~109" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="110~119" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~127" Colour="0,0,0" />
      <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="15" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="18" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="37,38" If="'Gobo1Func'==3" />
      <Else ID="39" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="55~59" WheelPosition="11" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="60~64" WheelPosition="12" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="65~69" WheelPosition="13" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="70~74" WheelPosition="14" />
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="75~79" WheelPosition="15" />
      <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="80~84" WheelPosition="16" />
      <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="85~89" WheelPosition="17" />
      <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="20" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="90~97" WheelPosition="1" />
      <Function ID="21" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="98~105" WheelPosition="2" />
      <Function ID="22" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="106~113" WheelPosition="3" />
      <Function ID="23" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="114~121" WheelPosition="4" />
      <Function ID="24" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="122~129" WheelPosition="5" />
      <Function ID="25" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="130~137" WheelPosition="6" />
      <Function ID="26" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="138~145" WheelPosition="7" />
      <Function ID="27" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="146~153" WheelPosition="8" />
      <Function ID="28" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="154~161" WheelPosition="9" />
      <Function ID="29" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="162~169" WheelPosition="10" />
      <Function ID="30" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="170~177" WheelPosition="11" />
      <Function ID="31" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.f%%',0~100" Dmx="178~185" WheelPosition="12" />
      <Function ID="32" Name="Gobo 13 Shake" Display="'Gobo 13 Shake  %.f%%',0~100" Dmx="186~193" WheelPosition="13" />
      <Function ID="33" Name="Gobo 14 Shake" Display="'Gobo 14 Shake  %.f%%',0~100" Dmx="194~201" WheelPosition="14" />
      <Function ID="34" Name="Gobo 15 Shake" Display="'Gobo 15 Shake  %.f%%',0~100" Dmx="202~209" WheelPosition="15" />
      <Function ID="35" Name="Gobo 16 Shake" Display="'Gobo 16 Shake  %.f%%',0~100" Dmx="210~217" WheelPosition="16" />
      <Function ID="36" Name="Gobo 17 Shake" Display="'Gobo 17 Shake  %.f%%',0~100" Dmx="218~225" WheelPosition="17" />
      <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="38" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="226~255" />
      <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Prism" Name="Prism" 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="6~127" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" 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="'Speed %.1f%%',0.0~100.0" Dmx="225~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" />
      <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" />
    </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 All" Display="'Reset All'" Dmx="80~84" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" />
      <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" />
      <Function ID="5" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" />
      <Function ID="6" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" />
      <Function ID="7" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="8" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="9" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="10" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="11" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="12" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="13" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="16b, 12 DMX" Channels="12">
    <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="a265ff51-b108-4c51-9614-47e5786e69e3" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Frost" ChannelOffset="10" Wheel="20" />
      <Attribute ID="PT_Speed" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8b, 10 DMX" Channels="10">
    <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="cbb10cb6-08a9-4afd-b3fa-01ec51e2128c" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Prism" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Frost" ChannelOffset="8" Wheel="20" />
      <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Other">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1" />
      <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1" />
    </Group>
    <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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>