View Personality

Prolight Equinox Axis 50W Gobo Flower (Prolight_Equinox Axis 50W Gobo Flower.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Axis 50W Gobo Flower" ShortName="Axis 50W" Company="Prolight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>55b1118a-d495-48f6-bd58-c805fd9b1ba3</Thumbnail>
  <History Date="16-01-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-01-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3a0bd24a-3a1b-42c8-95a9-f5f73c9d88d7" />
  <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="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" 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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="72~79" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="80~87" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="88~95" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="96~103" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="104~111" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="112~119" />
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="120~127" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" />
      <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" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~192" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Blackout" Display="'Blackout'" Dmx="1~15" />
      <Function ID="3" Name="Show 0" Display="'Show 0'" Dmx="16~45" />
      <Function ID="4" Name="Show 1" Display="'Show 1'" Dmx="46~75" />
      <Function ID="5" Name="Show 2" Display="'Show 2'" Dmx="76~105" />
      <Function ID="6" Name="Show 3" Display="'Show 3'" Dmx="106~135" />
      <Function ID="7" Name="Show 4" Display="'Show 4'" Dmx="136~165" />
      <Function ID="8" Name="Show 5" Display="'Show 5'" Dmx="166~195" />
      <Function ID="9" Name="Show 6" Display="'Show 6'" Dmx="196~225" />
      <Function ID="10" Name="Show 7 (Gobo selected via menu)" Display="'Show 7 (Gobo selected via menu)'" Dmx="226~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show 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>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <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="77f04e07-5fb8-4357-b77d-0d53158a6230" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="2" Wheel="23" />
    </Include>
  </Mode>
  <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="ea58780d-dfce-4d3c-a168-80511145d2e4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="4" Wheel="15" />
    </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="8bf071ae-f224-4a65-898e-26245927a315" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="4" Wheel="15" />
      <Attribute ID="Show" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <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" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:2" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:2" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:2" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:2" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="55b1118a-d495-48f6-bd58-c805fd9b1ba3">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</Swatch>
  </swatchLibrary>
</Fixture>