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Viking Lighting VK300 Akwa LED Ripple FX (Viking Lighting_VK300 Akwa LED Ripple FX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VK300 Akwa LED Ripple FX" ShortName="VK300 Akwa" Company="Viking Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>c6cad09b-70a5-44d0-a1c0-7e7931e990b7</Thumbnail>
  <History Date="01-12-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="03-12-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c0f08cec-f68b-486e-a10b-8c276d083f36" />
  <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" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" 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" Highlight="3" Lowlight="2" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="13,14,15,16" If="'Colour1Func'==3" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="10~19" WheelPosition="1" Colour="0,0,255" />
      <Function ID="3" Name="Amber" Display="'Amber'" Dmx="20~29" WheelPosition="2" Colour="255,100,0" />
      <Function ID="4" Name="Red" Display="'Red'" Dmx="30~39" WheelPosition="3" Colour="255,0,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="40~49" WheelPosition="4" Colour="0,255,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="50~59" WheelPosition="5" Colour="255,0,255" />
      <Function ID="7" Name="Op/ Blu" Display="'Op/ Blu'" Dmx="60~70" WheelPosition="0" Colour="255,255,255" />
      <Function ID="8" Name="Blu/ Amb" Display="'Blu/ Amb'" Dmx="71~81" WheelPosition="1" Colour="0,0,255" />
      <Function ID="9" Name="Amb/ Rd" Display="'Amb/ Rd'" Dmx="82~93" WheelPosition="2" Colour="255,100,0" />
      <Function ID="10" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="94~104" WheelPosition="3" Colour="255,0,0" />
      <Function ID="11" Name="Grn/ Mag" Display="'Grn/ Mag'" Dmx="105~117" WheelPosition="4" Colour="0,255,0" />
      <Function ID="12" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="118~127" WheelPosition="5" Colour="255,0,255" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~188" Colour="0,0,0" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="16" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~255" Colour="0,0,0" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Ripple_A" Name="Ripple A" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <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="127~1" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Ripple_B" Name="Ripple B" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <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="127~1" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" />
    </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="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="f4c64da6-41eb-4b82-84d5-a71f379874ad" />
    <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="Ripple_A" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Ripple_B" ChannelOffset="5" Wheel="20" />
    </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="5c553c42-bc65-4192-b1bc-78861a52ad54" />
    <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="Ripple_A" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Ripple_B" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="6" 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="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Amber" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
    </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>