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Starway FloodLite 650 (Starway_FloodLite 650.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FloodLite 650" ShortName="FldLite650" Company="Starway" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>a9f1dc11-9cdb-4f61-a370-2fd13c70daad</Thumbnail>
  <History Date="11-09-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a9d2512f-648f-4c3f-bc08-dbd4bc0faed3" />
  <Control>
    <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="11~240" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="255~241" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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" />
      <Function ID="2" Name="Tungsten Effect" Display="'Tungsten Effect'" Dmx="36~41" />
      <Function ID="3" Name="Ramp Up" Display="'Ramp Up'" Dmx="42~71" />
      <Function ID="4" Name="Ramp Down" Display="'Ramp Down'" Dmx="72~107" />
      <Function ID="5" Name="Ramp Up + Down" Display="'Ramp Up + Down'" Dmx="108~143" />
      <Function ID="6" Name="2 Colours" Display="'2 Colours'" Dmx="144~215" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="64~127" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="128~191" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="ed16e645-9a61-4ed9-8085-a109dc4ab0a3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="29efaaba-fd8b-4682-8fa5-68454a0f0906" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="66c4140a-b59f-4f4f-9033-3469874f1025" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="441822fe-460b-4867-bf34-3ef2f9dae5e3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="b24fa52b-ce2d-4f59-92e9-2e557c6bca30" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="26" />
    </Include>
  </Mode>
  <Palettes>
    <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>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>