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AHLights Beam 7R 230W (AHLights_Beam 7R 230W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Beam 7R 230W" ShortName="Bm 7R 230W" Company="AHLights">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>ecba42d1-8d87-44b4-81b5-4928c0cda583</Thumbnail>
  <History Date="16-06-18" Author="Nic Morris" Comment="Created (poor documentation)" />
  <History Date="20-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8e15d45e-b67e-4176-bf57-7aa3b1d28028" />
  <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="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="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="51~240" />
    </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="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" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==2" />
      <Else ID="20" />
      <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="1799~3855" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="4112~5911" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="6168~7967" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="8224~10023" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="10280~12079" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="12336~14135" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="14392~16191" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="16448~18247" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="18504~20303" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="20560~22359" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="22616~24415" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="24672~26471" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="26728~28527" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="28784~32639" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49087~32896" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49344~65535" Colour="0,0,0" />
      <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="7~13" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="14~20" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="21~27" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="28~34" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="35~41" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="42~48" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="49~55" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="56~62" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="63~69" WheelPosition="9" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="70~76" WheelPosition="10" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="77~83" WheelPosition="11" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="84~90" WheelPosition="12" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="91~97" WheelPosition="13" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="98~104" WheelPosition="14" />
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="105~111" WheelPosition="15" />
      <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="112~118" WheelPosition="16" />
      <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="128~191" WheelPosition="17" />
    </Attribute>
    <Attribute ID="Gobo_Shake" Name="Gobo Shake" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Shake" Display="'No Shake'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Shake" Display="'Shake %.1f%%',0.0~100.0" Dmx="1~191" WheelPosition="0" />
    </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" 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="32~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </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="Lamp Off" Display="'Lamp Off'" Dmx="100~105" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="200~205" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="UKALBM7R" 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="c58c3b40-59e1-477a-be49-9f88ad6c6377" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Frost" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9,10" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Gobo_Shake" ChannelOffset="12" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16" />
      <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17" />
      <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18" />
    </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="6" Name="Closed" Legend="Close" 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>