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Chauvet Freedom Strip Mini RGBA (Chauvet_Freedom Strip Mini RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Freedom Strip Mini RGBA" ShortName="Strip RGBA" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>ec3768b7-974e-4315-b911-09ba15ba4119</Thumbnail>
  <History Date="23-02-14" Author="Nic Morris" Comment="Created" />
  <History Date="23-02-14" Author="Nic Morris" Comment="Created from Chauvet Freedom Par Quad-5" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="13-01-19" Author="Nic Morris" Comment="Created from Chauvet Freedom Strip Mini Quad-5 (identical)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5b9947f4-73c4-4b5f-bf2e-898cbb54eaff" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Run Speed" ID="2,3" If="'Colour_Macro'>17&&'Colour_Macro'<26" />
      <Condition Name="Snap Speed" ID="4" If="'Colour_Macro'==26" />
      <Condition Name="Fade Speed" ID="5" If="'Colour_Macro'==27" />
      <Condition Name="No Function" ID="6" If="'Colour_Macro'>1&&'Colour_Macro'<18" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="0~127" Colour="255,255,255" />
      <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="128~255" Colour="255,255,255" />
      <Function ID="4" Name="Snap Speed" Display="'Snap Speed %.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="5" Name="Fade Speed" Display="'Fade Speed %.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="6" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Flash Speed" ID="2,3" If="'Colour_Macro'>1&&'Colour_Macro'<25" />
      <Condition Name="No Function" ID="4" If="'Colour_Macro'>24" />
      <Else ID="1" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="2" Name="Flash Speed" Display="'Flash Speed %.1f%%',0.0~100.0" Dmx="0~249" Colour="255,255,255" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="250~255" Colour="255,255,255" />
      <Function ID="4" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Condition Name="No Function" ID="2" If="'Colour_Macro'>1" />
      <Else ID="1" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="No Function" ID="2" If="'Colour_Macro'>1" />
      <Else ID="1" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGBA Mode" Display="'RGBA Mode'" Dmx="207~215" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="2" Name="Blackout" Display="'Blackout'" Dmx="0~8" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="9~17" Update="Red, Green, Blue, Amber" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="18~26" Update="Red, Green, Blue, Amber" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="27~35" Update="Red, Green, Blue, Amber" Colour="0,0,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="36~44" Update="Red, Green, Blue, Amber" Colour="255,100,0" />
      <Function ID="7" Name="R+G" Display="'R+G'" Dmx="45~53" Update="Red, Green, Blue, Amber" Colour="255,255,0" />
      <Function ID="8" Name="R+B" Display="'R+B'" Dmx="54~62" Update="Red, Green, Blue, Amber" Colour="255,0,255" />
      <Function ID="9" Name="R+A" Display="'R+A'" Dmx="63~71" Update="Red, Green, Blue, Amber" Colour="255,128,0" />
      <Function ID="10" Name="G+B" Display="'G+B'" Dmx="72~80" Update="Red, Green, Blue, Amber" Colour="0,255,255" />
      <Function ID="11" Name="B+A" Display="'B+A'" Dmx="81~89" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="90~98" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="13" Name="G+A" Display="'G+A'" Dmx="99~107" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="14" Name="R+G+A" Display="'R+G+A'" Dmx="108~116" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="15" Name="R+B+A" Display="'R+B+A'" Dmx="117~125" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="16" Name="G+B+A" Display="'G+B+A'" Dmx="126~134" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="17" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="135~143" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="18" Name="Color Change 1" Display="'Color Change 1'" Dmx="144~152" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="19" Name="Color Change 2" Display="'Color Change 2'" Dmx="153~161" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="20" Name="Color Chase 1" Display="'Color Chase 1'" Dmx="162~170" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="21" Name="Color Chase 2" Display="'Color Chase 2'" Dmx="171~179" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="22" Name="Color Chase 3" Display="'Color Chase 3'" Dmx="180~188" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="23" Name="Color Chase 4" Display="'Color Chase 4'" Dmx="189~197" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="24" Name="Color Change 3" Display="'Color Change 3'" Dmx="198~206" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="25" Name="Auto Run" Display="'Auto Run'" Dmx="234~255" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="26" Name="Color Snap" Display="'Color Snap'" Dmx="216~224" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
      <Function ID="27" Name="Color Fade" Display="'Color Fade'" Dmx="225~233" Update="Red, Green, Blue, Amber" Colour="255,255,255" />
    </Attribute>
  </Control>
  <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="a3a5ccf2-bfae-40da-81c6-98a3c8c3c0b5" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <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="6263e1ef-2d15-40b4-a2ac-5d10d3e9e86a" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="9" VirtualControl="Dimmer" />
    </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>