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LIGHT4ME Beam 60 (LIGHT4ME) (LIGHT4ME_Beam 60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Beam 60" ShortName="Beam 60" Company="LIGHT4ME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>5cae97a8-da26-4a3a-882e-0fadc3227925</Thumbnail>
  <History Date="01-03-21" Author="Nic Morris" Comment="Created (poor documentation.  charts contradict specifications)" Version="0" />
  <History Date="03-03-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="39ed9584-a790-4a80-91ee-5f7e4cf3be0f" />
  <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="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~35" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="36~55" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="56~75" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="76~95" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="96~115" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="116~135" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="136~155" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="156~175" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="176~195" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="196~215" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="216~235" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="236~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac 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="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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" 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" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="13,14,15,16" If="'Colour1Func'==3" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="22~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="43~53" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="64~74" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="86~95" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="107~117" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Op/ 1" Display="'Op/ 1'" Dmx="11~21" WheelPosition="0" Colour="255,255,255" />
      <Function ID="8" Name="1/ 2" Display="'1/ 2'" Dmx="32~42" WheelPosition="1" Colour="0,0,0" />
      <Function ID="9" Name="2/ 3" Display="'2/ 3'" Dmx="54~63" WheelPosition="2" Colour="0,0,0" />
      <Function ID="10" Name="3/ 4" Display="'3/ 4'" Dmx="75~85" WheelPosition="3" Colour="0,0,0" />
      <Function ID="11" Name="4/ 5" Display="'4/ 5'" Dmx="96~106" WheelPosition="4" Colour="0,0,0" />
      <Function ID="12" Name="5/ Op" Display="'5/ Op'" Dmx="118~127" WheelPosition="5" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" Colour="0,0,0" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="16" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="200~209" />
      <Function ID="5" Name="Stand Alone" Display="'Stand Alone'" Dmx="250~255" />
    </Attribute>
  </Control>
  <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="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="99288746-f516-42e6-91ad-6fb84910e026" />
    <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="P/T_Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone">
      <Set Channel="Control:5" 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="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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>