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Clay Paky Mini-B Spot (Clay Paky_Mini-B Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mini-B Spot" ShortName="Mini-B Sp" Company="Clay Paky" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>f527c380-6d69-4f00-b87a-bb67bc57ed38</Thumbnail>
  <History Date="22-03-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="01-06-23" Author="Nic Morris" Comment="Updated in line with latest charts (changes colour func to virtual, reduces channel count to 18 and adds col mode control functions and macros)" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b209cf19-49ae-48d7-931b-658e6cce9f8c" />
  <Control>
    <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="6" Lowlight="8" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="17" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="18,19" If="'Colour1Func'==4" />
      <Else ID="20" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="10~14" WheelPosition="1" Colour="180,0,0" />
      <Function ID="3" Name="Brilliant Blue" Display="'Brilliant Blue'" Dmx="20~24" WheelPosition="2" Colour="0,0,255" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="30~34" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="CTO" Display="'CTO'" Dmx="40~44" WheelPosition="4" Colour="255,240,200" />
      <Function ID="6" Name="Light Orange" Display="'Light Orange'" Dmx="50~54" WheelPosition="5" Colour="255,128,0" />
      <Function ID="7" Name="Dark Orange" Display="'Dark Orange'" Dmx="60~64" WheelPosition="6" Colour="255,128,0" />
      <Function ID="8" Name="Navy Blue" Display="'Navy Blue'" Dmx="70~74" WheelPosition="7" Colour="0,0,255" />
      <Function ID="9" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="5~9" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="D Rd/ B Blu" Display="'D Rd/ B Blu'" Dmx="15~19" WheelPosition="1" Colour="180,0,0" />
      <Function ID="11" Name="B Blu/ Grn" Display="'B Blu/ Grn'" Dmx="25~29" WheelPosition="2" Colour="0,0,255" />
      <Function ID="12" Name="Grn/ CTO" Display="'Grn/ CTO'" Dmx="35~39" WheelPosition="3" Colour="0,255,0" />
      <Function ID="13" Name="CTO/ L Org" Display="'CTO/ L Org'" Dmx="45~49" WheelPosition="4" Colour="255,240,200" />
      <Function ID="14" Name="L Org/ D Org" Display="'L Org/ D Org'" Dmx="55~59" WheelPosition="5" Colour="255,128,0" />
      <Function ID="15" Name="D Org/ N Blu" Display="'D Org/ N Blu'" Dmx="65~69" WheelPosition="6" Colour="255,128,0" />
      <Function ID="16" Name="N Blu/ Op" Display="'N Blu/ Op'" Dmx="75~79" WheelPosition="7" Colour="0,0,255" />
      <Function ID="17" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="19" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="80~127" Colour="0,0,0" />
      <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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 %.f%%',0~100" Dmx="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </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="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2cd20ca-59b2-41a0-8eba-5272f5529502</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1">
        <Swatch>f6e6efc9-45d0-4382-9124-df01c11469d7</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2">
        <Swatch>a2215423-1ac3-495b-a83a-44ffd37cc98e</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3">
        <Swatch>807acd2d-3793-4f4d-a029-1283484e4959</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4">
        <Swatch>33a78d54-10dd-4069-986b-72fd3ea38bdc</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5">
        <Swatch>d7fa5e27-8495-4ad4-96f2-053fc60e3a93</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6">
        <Swatch>93edafd3-30d6-488f-b41f-e514b86af129</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7">
        <Swatch>479ca5a2-2b2b-476a-83b3-a120ee0b2030</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2cd20ca-59b2-41a0-8eba-5272f5529502</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~173" WheelPosition="1">
        <Swatch>f6e6efc9-45d0-4382-9124-df01c11469d7</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="174~187" WheelPosition="2">
        <Swatch>a2215423-1ac3-495b-a83a-44ffd37cc98e</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="188~200" WheelPosition="3">
        <Swatch>807acd2d-3793-4f4d-a029-1283484e4959</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="201~214" WheelPosition="4">
        <Swatch>33a78d54-10dd-4069-986b-72fd3ea38bdc</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="215~227" WheelPosition="5">
        <Swatch>d7fa5e27-8495-4ad4-96f2-053fc60e3a93</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="228~241" WheelPosition="6">
        <Swatch>93edafd3-30d6-488f-b41f-e514b86af129</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="7">
        <Swatch>479ca5a2-2b2b-476a-83b3-a120ee0b2030</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="114~117" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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="255~255" />
    </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="128~190" />
      <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="193~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <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="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Function" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Fan Auto" Display="'Fan Auto'" Dmx="2~3" />
      <Function ID="3" Name="Fan SLN" Display="'Fan SLN'" Dmx="4~5" />
      <Function ID="4" Name="Fan Constant" Display="'Fan Constant'" Dmx="6~7" />
      <Function ID="5" Name="Fan Theatre" Display="'Fan Theatre'" Dmx="8~9" />
      <Function ID="6" Name="P/T Fast" Display="'P/T Fast'" Dmx="18~24" />
      <Function ID="7" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" />
      <Function ID="8" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="38~42" />
      <Function ID="9" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="43~47" />
      <Function ID="10" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="48~52" />
      <Function ID="11" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="53~55" />
      <Function ID="12" Name="Col Mode Standard" Display="'Col Mode Standard'" Dmx="56~58" />
      <Function ID="13" Name="Col Mode Boost" Display="'Col Mode Boost'" Dmx="59~61" />
      <Function ID="14" Name="PWM Freq 600Hz" Display="'PWM Freq 600Hz'" Dmx="168~188" />
      <Function ID="15" Name="PWM Freq 1200Hz" Display="'PWM Freq 1200Hz'" Dmx="189~199" />
      <Function ID="16" Name="PWM Freq 2000Hz" Display="'PWM Freq 2000Hz'" Dmx="200~210" />
      <Function ID="17" Name="PWM Freq 4000Hz" Display="'PWM Freq 4000Hz'" Dmx="211~221" />
      <Function ID="18" Name="PWM Freq 6000Hz" Display="'PWM Freq 6000Hz'" Dmx="222~232" />
      <Function ID="19" Name="PWM Freq 25000Hz" Display="'PWM Freq 25000Hz'" Dmx="233~241" />
      <Function ID="20" Name="Display Off" Display="'Display Off'" Dmx="242~243" />
      <Function ID="21" Name="Display On" Display="'Display On'" Dmx="244~245" />
      <Function ID="22" Name="Gobo Standard" Display="'Gobo Standard'" Dmx="246~247" />
      <Function ID="23" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="248~249" />
      <Function ID="24" Name="Recall Default" Display="'Recall Default'" Dmx="254~255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="896aa5e6-afbc-4385-b860-336380564e72">
    <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="a3606dfc-29bb-4cc2-b583-f204b6a7bb7e" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="6,7" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="9" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="10" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="13,14" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="15,16" Wheel="3" />
      <Attribute ID="Reset" ChannelOffset="17" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="18" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Reset:4" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Reset:3" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effects">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Function:2" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan SLN">
      <Set Channel="Function:3" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Constant">
      <Set Channel="Function:4" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Theatre">
      <Set Channel="Function:5" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Fast">
      <Set Channel="Function:6" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Normal">
      <Set Channel="Function:7" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 1">
      <Set Channel="Function:8" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 2">
      <Set Channel="Function:9" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 3">
      <Set Channel="Function:10" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 4">
      <Set Channel="Function:11" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mode Standard">
      <Set Channel="Function:12" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mode Boost">
      <Set Channel="Function:13" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 600Hz">
      <Set Channel="Function:14" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 1200Hz">
      <Set Channel="Function:15" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 2000Hz">
      <Set Channel="Function:16" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 4000Hz">
      <Set Channel="Function:17" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 6000Hz">
      <Set Channel="Function:18" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 25000Hz">
      <Set Channel="Function:19" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Function:20" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Function:21" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo Standard">
      <Set Channel="Function:22" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark">
      <Set Channel="Function:23" Delay="4000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Recall Default">
      <Set Channel="Function:24" Delay="4000" />
      <Set Channel="Function: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="Dark Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Light Orange" Number="3" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="4" Name="Light Orange" Number="4" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Brilliant Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="10" Name="Brilliant Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="11" Name="Brilliant Blue" Number="9" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="12" Name="CTO" Number="10" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="13" Name="Dark Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="CTO" Number="8" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="15" Name="Brilliant Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func: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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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