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X-Laser Mobile Beat Mirage (X-Laser_Mobile Beat Mirage.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mobile Beat Mirage" ShortName="Mbl Bt Mrg" Company="X-Laser" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>a891119a-60ca-4f06-a894-6d67cb2380a3</Thumbnail>
  <History Date="23-06-25" Author="Nic Morris" Comment="Created (poorly considered implementation)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Play_Mode" Name="Play Mode" Description="" Group="S">
      <Locate Locate="3" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Speed/Power, Show/Size/Tm_1, Freq/Pattern_1, Col_Pattern_1, Trace_Rate_1, Pattern/Zoom_1, Flow/Y-Rot_1, Speed/X-Rot_1" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="63~127" Update="Speed/Power, Show/Size/Tm_1, Freq/Pattern_1, Col_Pattern_1, Trace_Rate_1, Pattern/Zoom_1, Flow/Y-Rot_1, Speed/X-Rot_1" />
      <Function ID="3" Name="Double Pattern" Display="'Double Pattern'" Dmx="128~191" Update="Speed/Power, Show/Size/Tm_1, Freq/Pattern_1, Col_Pattern_1, Trace_Rate_1, Pattern/Zoom_1, Flow/Y-Rot_1, Speed/X-Rot_1" />
      <Function ID="4" Name="Wave" Display="'Wave'" Dmx="192~255" Update="Speed/Power, Show/Size/Tm_1, Freq/Pattern_1, Col_Pattern_1, Trace_Rate_1, Pattern/Zoom_1, Flow/Y-Rot_1, Speed/X-Rot_1" />
    </Attribute>
    <Attribute ID="Speed/Power" Name="Speed/Power" Description="" Group="S">
      <Locate Locate="6" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Auto" ID="2" If="'Play_Mode'==2" />
      <Condition Name="Wave" ID="3,4" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="5,6" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="4" Name="Laser On" Display="'Laser On'" Dmx="255~255" />
      <Function ID="5" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="6" Name="Laser On" Display="'Laser On'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Show/Size/Tm_1" Name="Show/Size/Tm 1" Description="" Group="E">
      <Locate Locate="19:0" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Auto" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Play_Mode'==2" />
      <Condition Name="Wave" ID="18" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="19" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Run All Shows" Display="'Run All Shows'" Dmx="0~0" />
      <Function ID="3" Name="Run Show 1" Display="'Run Show 1'" Dmx="16~31" />
      <Function ID="4" Name="Run Show 2" Display="'Run Show 2'" Dmx="32~47" />
      <Function ID="5" Name="Run Show 3" Display="'Run Show 3'" Dmx="48~63" />
      <Function ID="6" Name="Run Show 4" Display="'Run Show 4'" Dmx="64~79" />
      <Function ID="7" Name="Run Show 5" Display="'Run Show 5'" Dmx="80~95" />
      <Function ID="8" Name="Run Show 6" Display="'Run Show 6'" Dmx="96~111" />
      <Function ID="9" Name="Run Show 7" Display="'Run Show 7'" Dmx="112~127" />
      <Function ID="10" Name="Run Show 8" Display="'Run Show 8'" Dmx="128~143" />
      <Function ID="11" Name="Run Show 9" Display="'Run Show 9'" Dmx="144~159" />
      <Function ID="12" Name="Run Show 10" Display="'Run Show 10'" Dmx="160~175" />
      <Function ID="13" Name="Run Show 11" Display="'Run Show 11'" Dmx="176~191" />
      <Function ID="14" Name="Run Show 12" Display="'Run Show 12'" Dmx="192~207" />
      <Function ID="15" Name="Run Show 13" Display="'Run Show 13'" Dmx="208~223" />
      <Function ID="16" Name="Run Show 14" Display="'Run Show 14'" Dmx="224~239" />
      <Function ID="17" Name="Run Show 15" Display="'Run Show 15'" Dmx="240~255" />
      <Function ID="18" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="19" Name="Team" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Freq/Pattern_1" Name="Freq/Pattern 1" Description="" Group="E">
      <Locate Locate="3:0" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="3" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Frequency" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_1" Name="Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="White" Display="'White'" Dmx="32~63" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="64~95" Colour="255,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="96~127" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="128~159" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="160~191" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="192~223" Colour="0,0,255" />
      <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="224~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Col_Pattern_1" Name="Col Pattern 1" Description="" Group="E">
      <Locate Locate="4" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2,3" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="4,5" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Original Col Pattern" Display="'Original Col Pattern'" Dmx="0~0" />
      <Function ID="3" Name="Col Pattern" Display="'Col Pattern %.1f%%',0.0~100.0" Dmx="2~255" />
      <Function ID="4" Name="Original Col Pattern" Display="'Original Col Pattern'" Dmx="0~0" />
      <Function ID="5" Name="Col Pattern Change" Display="'Col Pattern Change %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Trace_Rate_1" Name="Trace Rate 1" Description="" Group="S">
      <Locate Locate="4:0" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2,3" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="4,5" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="3" Name="Tracing Rate" Display="'Tracing Rate %.1f%%',0.0~100.0" Dmx="128~255" />
      <Function ID="4" Name="Manual Rate" Display="'Manual Rate %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="5" Name="Gradual Rate" Display="'Gradual Rate %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pattern/Zoom_1" Name="Pattern/Zoom 1" Description="" Group="E">
      <Locate Locate="3:50" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="3,4,5" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" />
      <Function ID="3" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~191" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Flow/Y-Rot_1" Name="Flow/Y-Rot 1" Description="" Group="B">
      <Locate Locate="6:0" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2,3,4,5" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="6,7,8" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Flow R->L" Display="'Flow R->L %.f%%',0~100" Dmx="0~63" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Flow L->R" Display="'Flow L->R %.f%%',0~100" Dmx="64~127" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Flow In->Out" Display="'Flow In->Out %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Flow Out->In" Display="'Flow Out->In %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="7" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="8" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Speed/X-Rot_1" Name="Move/X-Rot 1" Description="" Group="B">
      <Locate Locate="4:0" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Wave" ID="2,3" If="'Play_Mode'==4" />
      <Condition Name="Double Pattern" ID="4,5,6" If="'Play_Mode'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="5" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Rot_1" Name="Z-Rot 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Pos_1" Name="X-Pos 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Move Right" Display="'Move Right %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Move Left" Display="'Move Left %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Pos_1" Name="Y-Pos 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="FWD Rot" Display="'FWD Rot %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="REV Rot" Display="'REV Rot %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Team_2" Name="Team 2" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Team" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern_2" Name="Pattern 2" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_2" Name="Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="White" Display="'White'" Dmx="32~63" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="64~95" Colour="255,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="96~127" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="128~159" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="160~191" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="192~223" Colour="0,0,255" />
      <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="224~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Col_Pattern_2" Name="Col Pattern 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original Col Pattern" Display="'Original Col Pattern'" Dmx="0~0" />
      <Function ID="2" Name="Col Pattern Change" Display="'Col Pattern Change %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Trace_Rate_2" Name="Trace Rate 2" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual Rate" Display="'Manual Rate %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Gradual Rate" Display="'Gradual Rate %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom_2" Name="Zoom 2" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Rot_2" Name="Y-Rot 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Rot_2" Name="X-Rot 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Rot_2" Name="Z-Rot 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Pos_2" Name="X-Pos 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Move Right" Display="'Move Right %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Move Left" Display="'Move Left %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Pos_2" Name="Y-Pos 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="FWD Rot" Display="'FWD Rot %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="REV Rot" Display="'REV Rot %.f%%',0~100" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="24 DMX" Channels="24" Id="37476742-c36a-467d-ab3d-e5fe22acbaf0">
    <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>
    <Include>
      <Attribute ID="Play_Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Speed/Power" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Show/Size/Tm_1" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Freq/Pattern_1" ChannelOffset="4" Wheel="24" />
      <Attribute ID="Colour_1" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Col_Pattern_1" ChannelOffset="6" Wheel="53" />
      <Attribute ID="Trace_Rate_1" ChannelOffset="7" Wheel="26" />
      <Attribute ID="Pattern/Zoom_1" ChannelOffset="8" Wheel="82" />
      <Attribute ID="Flow/Y-Rot_1" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Speed/X-Rot_1" ChannelOffset="10" Wheel="21" />
      <Attribute ID="Z-Rot_1" ChannelOffset="11" Wheel="50" />
      <Attribute ID="X-Pos_1" ChannelOffset="12" Wheel="79" />
      <Attribute ID="Y-Pos_1" ChannelOffset="13" Wheel="81" />
      <Attribute ID="Team_2" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Pattern_2" ChannelOffset="15" Wheel="52" />
      <Attribute ID="Colour_2" ChannelOffset="16" Wheel="8" />
      <Attribute ID="Col_Pattern_2" ChannelOffset="17" Wheel="54" />
      <Attribute ID="Trace_Rate_2" ChannelOffset="18" Wheel="27" />
      <Attribute ID="Zoom_2" ChannelOffset="19" Wheel="83" />
      <Attribute ID="Y-Rot_2" ChannelOffset="20" Wheel="20" />
      <Attribute ID="X-Rot_2" ChannelOffset="21" Wheel="49" />
      <Attribute ID="Z-Rot_2" ChannelOffset="22" Wheel="51" />
      <Attribute ID="X-Pos_2" ChannelOffset="23" Wheel="80" />
      <Attribute ID="Y-Pos_2" ChannelOffset="24" Wheel="109" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>