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JB Systems Challenger BSW (JB Systems_Challenger BSW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Challenger BSW" ShortName="Challenger" Company="JB Systems" Version="7">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>09f5f728-d3d5-4c1b-983a-e04e448e1bdf</Thumbnail>
  <History Date="11-10-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="18-12-18" Author="Nic Morris" Comment="Created from ACME Rayzor Hybrid (XA-100 BSW) (identical)" Version="2" />
  <History Date="20-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="09-02-20" Author="Nic Morris" Comment="Created from Stairville BSW-100 LED BeamSpotWash" Version="4" />
  <History Date="11-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="05-11-25" Author="Nic Morris" Comment="Added gobo wheel 2 swatches." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d11aab89-064a-40c5-ae98-d61bcff388bb" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="16~63" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="64~127" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="128~191" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" 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="4" Lowlight="6" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="18" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==4" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="19~21" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="25~27" WheelPosition="2" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="31~33" WheelPosition="3" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="37~39" WheelPosition="4" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="43~45" WheelPosition="5" Colour="0,0,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="49~51" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="55~57" WheelPosition="7" Colour="0,128,255" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="61~63" WheelPosition="8" Colour="255,150,150" />
      <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="16~18" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Rd/ Org" Display="'Rd/ Org'" Dmx="22~24" WheelPosition="1" Colour="255,0,0" />
      <Function ID="12" Name="Org/ Yel" Display="'Org/ Yel'" Dmx="28~30" WheelPosition="2" Colour="255,128,0" />
      <Function ID="13" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="34~36" WheelPosition="3" Colour="255,255,0" />
      <Function ID="14" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="40~42" WheelPosition="4" Colour="0,255,0" />
      <Function ID="15" Name="Blu/ Mag" Display="'Blu/ Mag'" Dmx="46~48" WheelPosition="5" Colour="0,0,255" />
      <Function ID="16" Name="Mag/ L Blu" Display="'Mag/ L Blu'" Dmx="52~54" WheelPosition="6" Colour="255,0,255" />
      <Function ID="17" Name="L Blu/ Pk" Display="'L Blu/ Pk'" Dmx="58~60" WheelPosition="7" Colour="0,128,255" />
      <Function ID="18" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Gobo1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0">
        <Swatch>5541916c-7e13-4010-ad75-b71be414c385</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~16" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~62" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0">
        <Swatch>5541916c-7e13-4010-ad75-b71be414c385</Swatch>
      </Function>
      <Function ID="10" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="63~127" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~193" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="190~128" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="8,9" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="10,11,12,13" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="14" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0">
        <Swatch>5541916c-7e13-4010-ad75-b71be414c385</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17">
        <Swatch>f5a20d45-3cc0-4050-b87e-2280e505d56e</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26">
        <Swatch>cab74ec3-b968-481c-8e49-37c55326de71</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35">
        <Swatch>bff5e0d4-26b7-46cf-8b0f-fd1d30a156f2</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44">
        <Swatch>238e43e4-5931-4ba4-ab27-ee554ea68d85</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53">
        <Swatch>2dc25244-12c0-4ee9-8f4a-1ce532e0a8c1</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~63">
        <Swatch>e1f44d03-4f3e-4b53-9cd3-758e4d4def5d</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0">
        <Swatch>5541916c-7e13-4010-ad75-b71be414c385</Swatch>
      </Function>
      <Function ID="9" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="64~127" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~193" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="190~128" />
      <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==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="191~192" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="191~192" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Beam_Type" Name="Beam Type" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Beam" Display="'Beam'" Dmx="0~0" />
      <Function ID="2" Name="Medium Spot" Display="'Medium Spot'" Dmx="64~64" />
      <Function ID="3" Name="Spot" Display="'Spot'" Dmx="65~127" />
      <Function ID="4" Name="Wash" Display="'Wash'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <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="255~193" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="190~128" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" />
      <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="9" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" />
      <Function ID="10" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="11" Name="All in Dark On" Display="'All in Dark On'" Dmx="210~219" />
      <Function ID="12" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="220~229" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="68~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="8~37" />
      <Function ID="4" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="38~67" />
    </Attribute>
    <Attribute ID="Colour11" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="6" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~37" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="38~67" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="68~97" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="98~127" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="128~157" Colour="0,0,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="158~187" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="188~217" Colour="0,255,255" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="218~247" Colour="255,150,150" />
      <Function ID="10" Name="Original Colours" Display="'Original Colours'" Dmx="248~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gobo11" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0">
        <Swatch>5541916c-7e13-4010-ad75-b71be414c385</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~37" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~67" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="68~97" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="98~127" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="128~157" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="158~187" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="188~217" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="218~247" />
      <Function ID="10" Name="Original Gobos" Display="'Original Gobos'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Sound" Name="Sound" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Hold (Freeze)" Display="'Hold (Freeze)'" Dmx="0~0" />
      <Function ID="2" Name="P/T Sound" Display="'P/T Sound'" Dmx="8~255" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17" Id="c8399522-57a1-4e63-b18b-9de341d681fe">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e0432ff8-88f2-47dc-827d-b206a97158e6" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Show" ChannelOffset="4" Wheel="54" />
      <Attribute ID="P/T_Macro" ChannelOffset="5" Wheel="52" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="6" Wheel="53" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" />
      <Attribute ID="Beam_Type" ChannelOffset="11" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="16" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="9f3bbded-6e23-4563-8985-427d3f75b402">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c9981e31-2c47-4fe3-b56a-dd412bcb3a88" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Show" ChannelOffset="6" Wheel="54" />
      <Attribute ID="P/T_Macro" ChannelOffset="7" Wheel="52" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="8" Wheel="53" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" />
      <Attribute ID="Beam_Type" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="16" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="18,19" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="559beac4-1564-40c6-aa41-360ffd933d6e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="60379215-899e-4fb6-bf72-012db55911fb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour11" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo11" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Sound" ChannelOffset="5" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:10" 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,Colour11:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour11:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour11:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour11:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour11:8,Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour11:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour11:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour11:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour11:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour11:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour11:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour11:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo11:1" />
      <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo11:1" />
      <Palette ID="15" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo11:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="16" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo11:3,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="17" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo11:4,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="18" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo11:5,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="19" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo11:6,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="20" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo11:7,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="21" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo11:8,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="22" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo11:9,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="23" Name="Original Gobos" Number="0" Page="1" SetControl="Gobo11:10,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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