View Personality

Robe Fusion (Robe_Fusion.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fusion" ShortName="Fuson" Company="Robe">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>5d2f2a48-be35-4648-a505-5045d368b266</Thumbnail>
  <History Date="26-08-04" Author="Phil" Comment="Created" />
  <History Date="26-08-04" Author="Tom Peck" Comment="Checked" />
  <History Date="26-08-04" Author="Phil" Comment="Renamed from Trance 01 to Fusion." />
  <History Date="22-07-05" Author="D Trounce" Comment="Error: Reset Macro does not work" />
  <History Date="26-07-05" Author="Phil" Comment="Fixed reset macro" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo ID to Gobo1" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="30-03-12" Author="Peter Budd" Comment="Updated fixture type from nothing to fixed" />
  <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="27-08-18" Author="Nic Morris" Comment="Fixed missing channel.  Changed shutter to dimmer.  Added missing Atlabase mode ID." />
  <History Date="27-08-18" Author="Nic Morris" Comment="Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="21075" ModelID="0" />
  </RDM>
  <AtlaBase TypeID="0cabde34-619f-4fa7-bbc1-b0f31284233b" />
  <Control>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="16,17,18,19" If="'Gobo1Func'==2" />
      <Condition Name="Random" ID="20,21,22" If="'Gobo1Func'==3" />
      <Condition Name="Shake" ID="23,24,25,26,27,28,29,30,31,32,33,34,35,36,37" If="'Gobo1Func'==4" />
      <Condition Name="Pulse" ID="38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53" If="'Gobo1Func'==5" />
      <Else ID="54" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~11" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~15" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~23" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="24~27" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="28~31" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="32~35" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="36~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="40~43" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="44~47" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="48~51" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="52~55" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="56~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="60~63" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="230~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="218~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="230~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="232~243" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Audio Sel" Display="'Audio Sel'" Dmx="244~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Rnd Sel" Display="'Rnd Sel %.f%%',0~100" Dmx="250~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="Open" Display="'Open %.f%%',0~100" Dmx="64~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="Gobo 1" Display="'Gobo 1 %.f%%',0~100" Dmx="70~75" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Gobo 2" Display="'Gobo 2 %.f%%',0~100" Dmx="76~81" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="26" Name="Gobo 3" Display="'Gobo 3 %.f%%',0~100" Dmx="82~87" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="27" Name="Gobo 4" Display="'Gobo 4 %.f%%',0~100" Dmx="88~93" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="28" Name="Gobo 5" Display="'Gobo 5 %.f%%',0~100" Dmx="94~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="29" Name="Gobo 6" Display="'Gobo 6 %.f%%',0~100" Dmx="100~105" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="30" Name="Gobo 7" Display="'Gobo 7 %.f%%',0~100" Dmx="106~111" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="31" Name="Gobo 8" Display="'Gobo 8 %.f%%',0~100" Dmx="112~117" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="32" Name="Gobo 9" Display="'Gobo 9 %.f%%',0~100" Dmx="118~123" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="33" Name="Gobo 10" Display="'Gobo 10 %.f%%',0~100" Dmx="124~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="34" Name="Gobo 11" Display="'Gobo 11 %.f%%',0~100" Dmx="130~135" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="35" Name="Gobo 12" Display="'Gobo 12 %.f%%',0~100" Dmx="136~141" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="36" Name="Gobo 13" Display="'Gobo 13 %.f%%',0~100" Dmx="142~147" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="37" Name="Gobo 14" Display="'Gobo 14 %.f%%',0~100" Dmx="148~153" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="38" Name="BlkO/Opn" Display="'BlkO/Opn %.f%%',0~100" Dmx="154~157" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="39" Name="Open/Gb 1" Display="'Open/Gb 1 %.f%%',0~100" Dmx="158~161" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="40" Name="Gb 1/Gb 2" Display="'Gb 1/Gb 2 %.f%%',0~100" Dmx="162~165" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="41" Name="Gb 2/Gb 3" Display="'Gb 2/Gb 3 %.f%%',0~100" Dmx="166~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="42" Name="Gb 3/Gb 4" Display="'Gb 3/Gb 4 %.f%%',0~100" Dmx="170~173" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="43" Name="Gb 4/Gb 5" Display="'Gb 4/Gb 5 %.f%%',0~100" Dmx="174~177" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="44" Name="Gb 5/Gb 6" Display="'Gb 5/Gb 6 %.f%%',0~100" Dmx="178~181" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="45" Name="Gb 6/Gb 7" Display="'Gb 6/Gb 7 %.f%%',0~100" Dmx="182~185" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="46" Name="Gb 7/Gb 8" Display="'Gb 7/Gb 8 %.f%%',0~100" Dmx="186~189" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="47" Name="Gb 8/Gb 9" Display="'Gb 8/Gb 9 %.f%%',0~100" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="48" Name="Gb 9/Gb10" Display="'Gb 9/Gb10 %.f%%',0~100" Dmx="194~197" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="49" Name="Gb10/Gb11" Display="'Gb10/Gb11 %.f%%',0~100" Dmx="198~201" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="50" Name="Gb11/Gb12" Display="'Gb11/Gb12 %.f%%',0~100" Dmx="202~205" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="51" Name="Gb12/Gb13" Display="'Gb12/Gb13 %.f%%',0~100" Dmx="206~209" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="52" Name="Gb13/Gb14" Display="'Gb13/Gb14 %.f%%',0~100" Dmx="210~213" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="53" Name="Gb14/BlkO" Display="'Gb14/BlkO %.f%%',0~100" Dmx="214~217" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="54" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Spin" Display="'Spin'" Dmx="0~0" Update="Effect" />
      <Function ID="2" Name="Random" Display="'Random'" Dmx="0~0" Update="Effect" />
      <Function ID="3" Name="Pulse" Display="'Pulse'" Dmx="0~0" Update="Effect" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Effect" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Spin" ID="1,2,3,4" If="'Effect_Func'==1" />
      <Condition Name="Random" ID="5,6,7" If="'Effect_Func'==2" />
      <Condition Name="Pulse" ID="8,9,10" If="'Effect_Func'==3" />
      <Else ID="11" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="63~1" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="64~64" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="127~65" />
      <Function ID="5" Name="Open" Display="'Open'" Dmx="128~128" />
      <Function ID="6" Name="Audio Sel" Display="'Audio Sel'" Dmx="244~249" />
      <Function ID="7" Name="Rnd Sel" Display="'Rnd Sel %.f%%',0~100" Dmx="255~250" />
      <Function ID="8" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="9" Name="Pulse 1" Display="'Pulse 1 %.f%%',0~100" Dmx="129~191" />
      <Function ID="10" Name="Pulse 2" Display="'Pulse 2 %.f%%',0~100" Dmx="243~193" />
      <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'Dimmer %.f%%',0~100" Dmx="0~95" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~50" Dmx="96~127" Intensity="0~0" />
      <Function ID="3" Name="Reset" Display="'Reset'" Dmx="128~139" Intensity="0~0" />
      <Function ID="4" Name="Prog Time Trig" Display="'Prog Time Trig'" Dmx="140~191" Intensity="0~0" />
      <Function ID="5" Name="Audio Time Trig" Display="'Audio Time Trig'" Dmx="192~223" Intensity="0~0" />
      <Function ID="6" Name="Rnd Audio trig" Display="'Rnd Audio trig'" Dmx="224~255" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="RO_FUSION" 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="6edb637a-ecfd-40d3-95d7-af2d994d638f" />
    <Include>
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="1" Wheel="14" />
      <Attribute ID="Effect_Func" Wheel="22" />
      <Attribute ID="Effect" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Dimmer:3" Delay="5000" />
      <Set Channel="Dimmer:1:0" Delay="5000" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch id="5d2f2a48-be35-4648-a505-5045d368b266">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</Swatch>
  </swatchLibrary>
</Fixture>