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American Pro Neo Stormer Lite (American Pro_Neo Stormer Lite.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Neo Stormer Lite" ShortName="Stormer Lt" Company="American Pro" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>01aea1d8-e174-423c-8418-3d3797abafad</Thumbnail>
  <History Date="05-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="07-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1709e3b4-3c99-47d7-884c-19201a6c34e6" />
  <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_Func" Name="Shutter Func" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Normal" Display="'Normal'" Dmx="205~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe'" Dmx="5~54" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse'" Dmx="55~104" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse'" Dmx="105~154" />
      <Function ID="6" Name="Pulse" Display="'Pulse'" Dmx="155~204" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Colour_Mode" Name="Colour Mode" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="5~14" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="15~24" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="25~34" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="35~44" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="45~54" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="55~64" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="65~74" Colour="255,255,255" />
      <Function ID="9" Name="Jump" Display="'Jump %.1f%%',0.0~100.0" Dmx="75~199" Colour="255,255,255" />
      <Function ID="10" Name="Random" Display="'Random %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect'" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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>
    <Attribute ID="Effect_Fade" Name="Effect Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Red" Name="Effect Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Effect_Green" Name="Effect Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Effect_Blue" Name="Effect Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Effect_Dimmer" Name="Effect Dimmer" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Col_Gradient" Name="Col Gradient" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Rd - Yel" Display="'Rd - Yel %.f%%',0~100" Dmx="8~39" Colour="255,0,0" />
      <Function ID="3" Name="Yel - Grn" Display="'Yel - Grn %.f%%',0~100" Dmx="40~71" Colour="255,255,0" />
      <Function ID="4" Name="Grn - Cy" Display="'Grn - Cy %.f%%',0~100" Dmx="72~103" Colour="0,255,0" />
      <Function ID="5" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="104~135" Colour="0,255,255" />
      <Function ID="6" Name="Blu - Mag" Display="'Blu - Mag %.f%%',0~100" Dmx="136~167" Colour="0,0,255" />
      <Function ID="7" Name="Mag - Rd" Display="'Mag - Rd %.f%%',0~100" Dmx="168~199" Colour="255,0,255" />
      <Function ID="8" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <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="8987b1d7-6600-41d7-aa97-ef1c11799543" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="ca450194-411d-4ea2-ac29-ab1b5c0317f2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Colour_Mode" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Col_Gradient" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Effect" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Effect_Fade" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Effect_Red" ChannelOffset="12" Wheel="70" />
      <Attribute ID="Effect_Green" ChannelOffset="13" Wheel="71" />
      <Attribute ID="Effect_Blue" ChannelOffset="14" Wheel="72" />
      <Attribute ID="Effect_Dimmer" ChannelOffset="15" Wheel="34" />
      <Attribute ID="BG_Dimmer" ChannelOffset="16" Wheel="35" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>