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Showtec Cameleon Flood 15 Q4 (Showtec_Cameleon Flood 15 Q4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Cameleon Flood 15 Q4" ShortName="Cam 15 Q4" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>99b60e1e-3d80-4f02-957f-6ec7125b2ce0</Thumbnail>
  <History Date="16-01-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a721e869-f55f-4bab-8b33-5da4b863d05d" />
  <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="Linear_Strobe" Name="Linear Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Pulse_Strobe" Name="Pulse Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~13" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="14~20" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~27" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="28~34" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="35~41" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="42~48" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="49~55" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~62" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="63~69" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="70~76" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="77~83" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="84~90" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="91~97" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="98~104" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="105~111" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="112~118" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="119~125" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="126~132" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="133~139" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="140~146" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="147~153" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="154~160" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="161~167" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="168~174" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="175~181" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="182~188" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="189~195" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="196~202" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="203~209" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="210~216" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="217~223" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="224~230" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="231~255" WheelPosition="33" Colour="0,0,0" />
    </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="Jump 1" Display="'Jump 1'" Dmx="16~31" />
      <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="32~47" />
      <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="48~63" />
      <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="64~79" />
      <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="80~95" />
      <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="96~111" />
      <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="112~127" />
      <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="128~143" />
      <Function ID="10" Name="Fade 1" Display="'Fade 1'" Dmx="144~159" />
      <Function ID="11" Name="Fade 2" Display="'Fade 2'" Dmx="160~175" />
      <Function ID="12" Name="Fade 3" Display="'Fade 3'" Dmx="176~191" />
      <Function ID="13" Name="Fade 4" Display="'Fade 4'" Dmx="192~207" />
      <Function ID="14" Name="Fade 5" Display="'Fade 5'" Dmx="208~223" />
      <Function ID="15" Name="Fade 6" Display="'Fade 6'" Dmx="224~239" />
      <Function ID="16" Name="Fade 7" Display="'Fade 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="11~255" />
    </Attribute>
  </Control>
  <Mode Name="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="a2881228-3d7d-4231-b20f-b4108b3b9e76" />
    <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="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="eb7efd1e-4539-467b-a931-fe7e1fe28c81" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="6" />
      <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="9" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="f1237384-3b5e-461c-8c0f-a0885438ce23" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Pulse_Strobe" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="9" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>