View Personality

FOS Gobo Projector 200 Zoom (FOS_Gobo Projector 200 Zoom.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Gobo Projector 200 Zoom" ShortName="Gobo200Zm" Company="FOS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>9acfb058-e9ae-4dac-ab88-b52812ce3773</Thumbnail>
  <History Date="04-12-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="06-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="63e83d09-31b0-414c-a2da-38c881d7426e" />
  <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="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="8~76" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="146~215" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" />
    </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" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="9" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==3" />
      <Else ID="14" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~23" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~31" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~55" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~63" Colour="0,0,0" />
      <Function ID="9" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="64~189" Colour="0,0,0" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="221~224" Colour="0,0,0" />
      <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~220" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="221~224" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="225~255" Colour="0,0,0" />
      <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </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" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="80~87" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="72~79" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="64~71" WheelPosition="7" />
      <Function ID="17" Name="Open" Display="'Open'" Dmx="120~127" WheelPosition="0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5,6,7" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="8" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="64~145" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="146~149" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="150~231" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="7" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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" />
    </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="96~111" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8" Id="b8e72f68-be65-4595-869d-816445182d4d">
    <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="fc7f963d-3534-4c90-adc0-34783d124f03" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="6" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
    </Group>
    <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>
    <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 id="9acfb058-e9ae-4dac-ab88-b52812ce3773">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</Swatch>
  </swatchLibrary>
</Fixture>