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PSL MASTER 7x40 Wash Zoom Beam (H0017) (PSL_MASTER 7x40 Wash Zoom Beam (H0017).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MASTER 7x40 Wash Zoom Beam (H0017)" ShortName="MASTER7x40" Company="PSL" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>866a6c00-05e7-460a-8655-a18b865affc0</Thumbnail>
  <History Date="30-12-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="155babb4-f33b-4cad-ac4c-617ffcf1657c" />
  <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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="4~203" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Static_Col" Name="Static Col" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="16~175" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'All Full'" Dmx="176~195" Colour="255,255,255" />
      <Function ID="4" Name="2800" Display="'2800'" Dmx="196~200" Colour="255,255,255" />
      <Function ID="5" Name="3200" Display="'3200'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="6" Name="4000" Display="'4000'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="7" Name="4500" Display="'4500'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="8" Name="5000" Display="'5000'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="9" Name="5600" Display="'5600'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="10" Name="6500" Display="'6500'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="11" Name="7000" Display="'7000'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="12" Name="7500" Display="'7500'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="13" Name="8000" Display="'8000'" Dmx="241~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Moving_Col" Name="Moving Col" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Skip Change" Display="'Skip Change'" Dmx="50~99" />
      <Function ID="3" Name="Gradual Change" Display="'Gradual Change'" Dmx="100~255" />
    </Attribute>
    <Attribute ID="Moving_Col_Spd" Name="Moving Col Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="251~255" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17" Id="15325e23-0e13-4b3d-a50d-77e28269cab2">
    <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="b9b48c2e-d068-411e-b820-612ccfdb5207" />
    <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="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Static_Col" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Moving_Col" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Moving_Col_Spd" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="22 DMX" Channels="22" Id="a503a2cd-5642-4c29-b123-5ff390b23dad">
    <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="4b750a64-94c3-4297-8022-59e50087ee2e" />
    <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="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="10,11" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="12,13" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="14,15" Wheel="12" />
      <Attribute ID="White" ChannelOffset="16,17" Wheel="40" />
      <Attribute ID="Dim_Mode" ChannelOffset="18" Wheel="26" />
      <Attribute ID="Static_Col" ChannelOffset="19" Wheel="7" />
      <Attribute ID="Moving_Col" ChannelOffset="20" Wheel="22" />
      <Attribute ID="Moving_Col_Spd" ChannelOffset="21" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="22" 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="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>