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Elation KL Fresnel 6 CW (Elation_KL Fresnel 6 CW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="KL Fresnel 6 CW" ShortName="KL Frs6 CW" Company="Elation" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>2be95632-66c9-4c78-9e28-2d4237d89705</Thumbnail>
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6b042715-489c-43c7-8c3e-791bd909cf52" />
  <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="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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="Delay 0.0s" Display="'Delay 0.0s'" Dmx="121~121" />
      <Function ID="8" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="122~122" />
      <Function ID="9" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="123~123" />
      <Function ID="10" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="124~124" />
      <Function ID="11" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="125~125" />
      <Function ID="12" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="126~126" />
      <Function ID="13" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="127~127" />
      <Function ID="14" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="128~128" />
      <Function ID="15" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="129~129" />
      <Function ID="16" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="130~130" />
      <Function ID="17" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="131~131" />
      <Function ID="18" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="132~132" />
      <Function ID="19" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="133~133" />
      <Function ID="20" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="134~134" />
      <Function ID="21" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="135~135" />
      <Function ID="22" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="136~136" />
      <Function ID="23" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="137~137" />
      <Function ID="24" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="138~138" />
      <Function ID="25" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="139~139" />
      <Function ID="26" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="140~140" />
      <Function ID="27" Name="Delay 10.0s" Display="'Delay 10.0s'" Dmx="141~141" />
      <Function ID="28" Name="Default" Display="'Default'" Dmx="142~255" />
    </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="900" Display="'900'" Dmx="101~105" />
      <Function ID="3" Name="1000" Display="'1000'" Dmx="106~110" />
      <Function ID="4" Name="1100" Display="'1100'" Dmx="111~115" />
      <Function ID="5" Name="1200" Display="'1200'" Dmx="116~120" />
      <Function ID="6" Name="1300" Display="'1300'" Dmx="121~125" />
      <Function ID="7" Name="1400" Display="'1400'" Dmx="126~130" />
      <Function ID="8" Name="1500" Display="'1500'" Dmx="131~135" />
      <Function ID="9" Name="2500" Display="'2500'" Dmx="136~140" />
      <Function ID="10" Name="4000" Display="'4000'" Dmx="141~145" />
      <Function ID="11" Name="5000" Display="'5000'" Dmx="146~150" />
      <Function ID="12" Name="10000" Display="'10000'" Dmx="151~155" />
      <Function ID="13" Name="15000" Display="'15000'" Dmx="156~160" />
      <Function ID="14" Name="20000" Display="'20000'" Dmx="161~165" />
      <Function ID="15" Name="25000" Display="'25000'" Dmx="166~170" />
      <Function ID="16" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" />
      <Function ID="17" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" />
      <Function ID="18" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" />
      <Function ID="19" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" />
    </Attribute>
  </Control>
  <Mode Name="Dimmer, 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="685eb925-e290-4e32-aeda-b635ba4dc6e5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dimmer (16bit), 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="bd25fe09-2709-4954-bda5-a909dd1bbcbb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" 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="b2899871-780b-4d11-ac3f-3e5dc6550325" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Standard, 4 DMX" Channels="4">
    <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="cfb726d0-405d-4634-8a49-49ac5b226232" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Extended, 5 DMX" Channels="5">
    <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="7305d109-eb30-4058-9d84-796c65d9735b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Palettes>
    <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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>