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Martin Rush FiberSource 1 (Martin_Rush FiberSource 1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Rush FiberSource 1" ShortName="RushFiber1" Company="Martin">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f85e30f8-c0de-4bfb-be0e-2c2ea9843d3e</Thumbnail>
  <History Date="21-09-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <Control>
    <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 Col" Display="'Reset Col'" Dmx="30~59" />
      <Function ID="3" Name="Reset Twinkle" Display="'Reset Twinkle'" Dmx="60~89" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="90~119" />
    </Attribute>
    <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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="11,12,13,14,15,16,17,18,19,20" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="21,22,23,24" If="'Colour1Func'==3" />
      <Else ID="25" />
      <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="177~180" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="173~176" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="169~172" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="165~168" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="161~164" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="157~160" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="153~156" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="149~152" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="145~148" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Op - 1" Display="'Op - 1 %.f%%',0~100" Dmx="0~15" WheelPosition="0" Colour="255,255,255" />
      <Function ID="12" Name="1 - 2" Display="'1 - 2 %.f%%',0~100" Dmx="16~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="13" Name="2 - 3" Display="'2 - 3 %.f%%',0~100" Dmx="32~47" WheelPosition="2" Colour="0,0,0" />
      <Function ID="14" Name="3 - 4" Display="'3 - 4 %.f%%',0~100" Dmx="48~63" WheelPosition="3" Colour="0,0,0" />
      <Function ID="15" Name="4 - 5" Display="'4 - 5 %.f%%',0~100" Dmx="64~79" WheelPosition="4" Colour="0,0,0" />
      <Function ID="16" Name="5 - 6" Display="'5 - 6 %.f%%',0~100" Dmx="80~95" WheelPosition="5" Colour="0,0,0" />
      <Function ID="17" Name="6 - 7" Display="'6 - 7 %.f%%',0~100" Dmx="96~111" WheelPosition="6" Colour="0,0,0" />
      <Function ID="18" Name="7 - 8" Display="'7 - 8 %.f%%',0~100" Dmx="112~127" WheelPosition="7" Colour="0,0,0" />
      <Function ID="19" Name="8 - 9" Display="'8 - 9 %.f%%',0~100" Dmx="128~144" WheelPosition="8" Colour="0,0,0" />
      <Function ID="20" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~144" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="186~220" Colour="0,0,0" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~255" Colour="0,0,0" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Twinkle" Name="Twinkle" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="125~2" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="126~131" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="255~132" />
    </Attribute>
    <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~6" />
      <Function ID="2" Name="Fast (Shortcut On)" Display="'Fast (Shortcut On)'" Dmx="3~5" />
      <Function ID="3" Name="Tracking" Display="'Tracking'" Dmx="0~0" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="MTRFBRS1" 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="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Twinkle" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Colour_Speed" ChannelOffset="5" Wheel="25" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>