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LSP VSM-230BS (LSP_VSM-230BS.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VSM-230BS" ShortName="VSM-230BS" Company="LSP" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>d46aab73-e580-4073-b20a-0624c3041c9c</Thumbnail>
  <History Date="15-10-21" Author="Nic Morris" Comment="Created (very basic documentation - no function ranges except for control. macro delay is ..several.. seconds)" Version="0" />
  <History Date="16-10-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cb10ab33-a214-48d3-a93b-04f55717f685" />
  <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="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <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="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="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="Half_Colour" Name="Half 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="Gobo_Shake" Name="Gobo Shake" 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" Name="Prism" Description="" Group="E">
      <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="Reserved" Name="Reserved" Description="" Group="S">
      <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="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="206~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="280" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9f5b2b23-eb5f-4a4e-91e5-8ca8be66428b" />
    <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="5" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Half_Colour" ChannelOffset="10" Wheel="9" />
      <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="Reserved" ChannelOffset="15" Wheel="29" />
      <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="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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>