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Otti Outdoor LED Wireless Par (Otti_Outdoor LED Wireless Par.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Outdoor LED Wireless Par" ShortName="IPBatPar" Company="Otti" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>4e2c8274-9280-4c20-ac82-7f67d3ddcf23</Thumbnail>
  <History Date="26-02-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="28-02-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ebb9be58-d6eb-4bc0-9d47-68e75ecb85c2" />
  <Control>
    <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="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="10~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Colour" Display="'Colour'" Dmx="10~29" Update="Auto_Spd" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="30~49" Update="Auto_Spd" />
      <Function ID="4" Name="Gradual" Display="'Gradual'" Dmx="50~69" Update="Auto_Spd" />
      <Function ID="5" Name="Mutation" Display="'Mutation'" Dmx="70~89" Update="Auto_Spd" />
      <Function ID="6" Name="Red+Strobe" Display="'Red+Strobe'" Dmx="90~109" Update="Auto_Spd" />
      <Function ID="7" Name="Green+Strobe" Display="'Green+Strobe'" Dmx="110~129" Update="Auto_Spd" />
      <Function ID="8" Name="Blue+Strobe" Display="'Blue+Strobe'" Dmx="130~149" Update="Auto_Spd" />
      <Function ID="9" Name="Total Strobe" Display="'Total Strobe'" Dmx="150~169" Update="Auto_Spd" />
      <Function ID="10" Name="Sound Jump" Display="'Sound Jump'" Dmx="170~209" Update="Auto_Spd" />
      <Function ID="11" Name="Sound Jump+Gradual" Display="'Sound Jump+Gradual'" Dmx="210~229" Update="Auto_Spd" />
      <Function ID="12" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="230~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Colour" ID="2" If="'Auto'==2" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Slow" Display="'Slow'" Dmx="20~39" />
      <Function ID="3" Name="Slower" Display="'Slower'" Dmx="40~59" />
      <Function ID="4" Name="Slowest" Display="'Slowest'" Dmx="60~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5" Id="70a82fb0-ab0d-45c0-ad99-92af26025d63">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="38ce4866-d709-4be4-b24b-4e0aef2e12bb" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Curve" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="bb4fb989-043e-40a6-865b-ddcdcd26eddf">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e9eb6e4d-c852-47af-99a1-e6ea3cd4da35" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </Include>
  </Mode>
  <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="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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>