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Silver Star Raspa (SS806CW5) (Silver Star_Raspa (SS806CW5).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Raspa (SS806CW5)" ShortName="Raspa" Company="Silver Star">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>252a9b24-505a-41dd-82e7-f400cafc3de5</Thumbnail>
  <History Date="03-01-13" Author="Peter Budd" Comment="Created" />
  <History Date="16-10-18" Author="Nic Morris" Comment="Changed name from SS 806 CW5 to Raspa (SS806CW5).  Added product thumbnail." />
  <History Date="16-10-18" Author="Nic Morris" Comment="Increased 16bit wheel resolution.  Fixed wheel mapping conflict.  Revised with reserved WarmWhite and ColdWhite Attribute ID's." />
  <Manual Filename="" Summary="" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="3000K" Display="'3000K'" Dmx="11~50" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="51~80" Colour="255,255,255" />
      <Function ID="4" Name="3400K" Display="'3400K'" Dmx="81~110" Colour="255,255,255" />
      <Function ID="5" Name="4000K" Display="'4000K'" Dmx="111~140" Colour="255,255,255" />
      <Function ID="6" Name="4500K" Display="'4500K'" Dmx="141~255" Colour="255,255,255" />
    </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="Reset" Display="'Reset'" Dmx="201~220" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,200,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="10~99" Intensity="0~0" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="190~255" Intensity="0~0" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="110~179" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Colour_Macro1" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="3000K" Display="'3000K'" Dmx="11~50" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="51~80" Colour="255,255,255" />
      <Function ID="4" Name="3400K" Display="'3400K'" Dmx="81~110" Colour="255,255,255" />
      <Function ID="5" Name="4000K" Display="'4000K'" Dmx="111~140" Colour="255,255,255" />
      <Function ID="6" Name="4500K" Display="'4500K'" Dmx="141~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Uno, 1 DMX" Channels="1">
    <Import PearlRef="SS_806CW5_1" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="STD.W, 5 DMX" Channels="5">
    <Import PearlRef="SS_806CW5_5" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="STD.P, 10 DMX" Channels="10">
    <Import PearlRef="SS_806CW510" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="WarmWhite" ChannelOffset="3,4" Wheel="8" />
      <Attribute ID="ColdWhite" ChannelOffset="5,6" Wheel="9" />
      <Attribute ID="Colour_Macro1" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Dos, 2 DMX" Channels="2">
    <Import PearlRef="SS_806CW5_2" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>