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Alster Lights AL - GOBO 300 IP65 (Alster Lights_AL - GOBO 300 IP65.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="AL - GOBO 300 IP65" ShortName="GOBO300 IP" Company="Alster Lights" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>76163b53-d333-4c99-be40-45781d64b7e0</Thumbnail>
  <History Date="11-01-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="15-01-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e959edd6-1269-41e7-9059-2771734dcf82" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" 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" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="7" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="8,9,10,11" If="'Colour1Func'==3" />
      <Else ID="12" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~19" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~29" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~39" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~49" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~59" Colour="0,0,0" />
      <Function ID="7" Name="Index" Display="'%.f%%',0~100" Dmx="60~127" Colour="0,0,0" />
      <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="190~191" Colour="0,0,0" />
      <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="190~191" Colour="0,0,0" />
      <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="12" 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" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="5,6,7,8" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="13" />
      <Function ID="1" Name="Gobo 1" Display="'Gobo 1'" Dmx="0~0" WheelPosition="1" />
      <Function ID="2" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~39" WheelPosition="2" />
      <Function ID="3" Name="Gobo 3" Display="'Gobo 3'" Dmx="40~59" WheelPosition="3" />
      <Function ID="4" Name="Gobo 4" Display="'Gobo 4'" Dmx="60~79" WheelPosition="4" />
      <Function ID="5" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="140~159" WheelPosition="1" />
      <Function ID="6" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="120~139" WheelPosition="2" />
      <Function ID="7" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~119" WheelPosition="3" />
      <Function ID="8" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="80~99" WheelPosition="4" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="160~207" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~208" />
      <Function ID="13" 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" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <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="190~191" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~191" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Col/Gobo Spd" Display="'Col/Gobo Spd %.1f%%',0.0~100.0" Dmx="250~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <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="9b84d25b-a003-472c-841d-27b5d2b17cc9" />
    <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" />
    </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="bf236a8b-80f3-4908-ba9f-7abd4e8d939b" />
    <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="Control" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1:0" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Gobo 1" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 2" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 3" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 4" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>