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ACME Spartan Hybrid C (XP-470 BSW) (ACME_Spartan Hybrid C (XP-470 BSW).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spartan Hybrid C (XP-470 BSW)" ShortName="SpartanHyC" Company="ACME">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>25503f05-014c-47d4-8379-db734ccbfbc2</Thumbnail>
  <History Date="20-11-18" Author="Nic Morris" Comment="Created (conflicting information regarding tilt range between charts and webpage.  gobo ranges look strange)" />
  <History Date="21-11-18" Author="Nic Morris" Comment="Revised prism rot ranges in response to latest details from manufacturer (differs from charts)" />
  <History Date="24-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="21-12-18" Author="Nic Morris" Comment="Added colour names, swatches and palettes.  Added highlight/lowlight." />
  <History Date="28-12-18" Author="Nic Morris" Comment="Added gobo swatches" />
  <History Date="16-01-19" Author="Nic Morris" Comment="Revised colour function DMX ranges in line with latest information from manufacturer.  Added RDM ID's." />
  <History Date="17-01-19" Author="Nic Morris" Comment="Revised prism rotate and function DMX ranges in line with latest charts." />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="14342" ModelID="1116" />
  </RDM>
  <AtlaBase TypeID="0e95d4b9-6a61-430d-ab0b-90165d0615d1" />
  <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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" 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="12" Lowlight="11" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==2" />
      <Else ID="20" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="5~8" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="9~12" Colour="255,128,0" />
      <Function ID="4" Name="Aquamarine" Display="'Aquamarine'" Dmx="13~16" Colour="0,255,200" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="17~21" Colour="0,255,0" />
      <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="22~25" Colour="128,255,0" />
      <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="26~29" Colour="255,128,255" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="30~33" Colour="255,150,150" />
      <Function ID="9" Name="Light Yellow" Display="'Light Yellow'" Dmx="34~37" Colour="255,255,128" />
      <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="38~42" Colour="255,0,255" />
      <Function ID="11" Name="Cyan" Display="'Cyan'" Dmx="43~46" Colour="0,255,255" />
      <Function ID="12" Name="Yellow" Display="'Yellow'" Dmx="47~50" Colour="255,255,0" />
      <Function ID="13" Name="3200K" Display="'3200K'" Dmx="51~54" Colour="255,240,200" />
      <Function ID="14" Name="6000K" Display="'6000K'" Dmx="55~58" Colour="230,230,255" />
      <Function ID="15" Name="UV" Display="'UV'" Dmx="59~63" Colour="180,0,255" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" 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="Soft_Filter" Name="Soft Filter" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" />
    </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 %.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 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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="39,40,41,42" If="'Gobo1Func'==3" />
      <Else ID="43" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1">
        <Swatch>7048c376-9c28-4e47-9c91-d7b14b101cb9</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2">
        <Swatch>a2799dc4-61e0-4730-98ac-560606b750a2</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3">
        <Swatch>6bddd553-1be2-4a92-a52b-b8338866133b</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~18" WheelPosition="4">
        <Swatch>44441074-52d0-4751-a694-f4a07bc8ef97</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="19~22" WheelPosition="5">
        <Swatch>f2d35692-9c6a-4715-bff5-923b2057d79d</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="23~26" WheelPosition="6">
        <Swatch>75b0cc7b-3278-4809-a7f7-a91580f282cb</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="27~30" WheelPosition="7">
        <Swatch>7fc7289b-6a94-4d56-afc4-8840f1362dc0</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="31~34" WheelPosition="8">
        <Swatch>e08d3dd3-90f9-487a-8264-2749dcb4d004</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="35~37" WheelPosition="9">
        <Swatch>87c586da-6923-4f04-b46b-b00cdfc5da44</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="38~41" WheelPosition="10">
        <Swatch>1c22cddf-a71d-44dd-a20c-94d1ee6408d8</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="42~45" WheelPosition="11">
        <Swatch>64f155eb-4523-48e8-a13a-a49d833278cf</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="46~49" WheelPosition="12">
        <Swatch>b968cc36-6adf-417d-a25a-08150f0b3455</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="50~53" WheelPosition="13">
        <Swatch>c11081ca-2d48-4845-bd7c-7eb454b48e80</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="54~55" WheelPosition="14">
        <Swatch>7c1b080d-7d2f-468a-8963-edb7d4283460</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="56~60" WheelPosition="15">
        <Swatch>d030e51f-9670-46a6-8e8f-fd93bb94fee1</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="61~64" WheelPosition="16">
        <Swatch>5e3032f8-88b1-4d50-8d1c-b67bd44b1bfa</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="65~68" WheelPosition="17">
        <Swatch>de88c115-0fb0-4777-9a69-12e3e6c2cc1a</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 18" Display="'Gobo 18'" Dmx="69~71" WheelPosition="18">
        <Swatch>e26ed540-68fb-4dfa-8d4f-72c2593a860f</Swatch>
      </Function>
      <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="160~165" WheelPosition="1">
        <Swatch>7048c376-9c28-4e47-9c91-d7b14b101cb9</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="166~170" WheelPosition="2">
        <Swatch>a2799dc4-61e0-4730-98ac-560606b750a2</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="171~175" WheelPosition="3">
        <Swatch>6bddd553-1be2-4a92-a52b-b8338866133b</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="176~181" WheelPosition="4">
        <Swatch>44441074-52d0-4751-a694-f4a07bc8ef97</Swatch>
      </Function>
      <Function ID="25" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="182~186" WheelPosition="5">
        <Swatch>f2d35692-9c6a-4715-bff5-923b2057d79d</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="187~191" WheelPosition="6">
        <Swatch>75b0cc7b-3278-4809-a7f7-a91580f282cb</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="192~197" WheelPosition="7">
        <Swatch>7fc7289b-6a94-4d56-afc4-8840f1362dc0</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="198~202" WheelPosition="8">
        <Swatch>e08d3dd3-90f9-487a-8264-2749dcb4d004</Swatch>
      </Function>
      <Function ID="29" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="203~207" WheelPosition="9">
        <Swatch>87c586da-6923-4f04-b46b-b00cdfc5da44</Swatch>
      </Function>
      <Function ID="30" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="208~214" WheelPosition="10">
        <Swatch>1c22cddf-a71d-44dd-a20c-94d1ee6408d8</Swatch>
      </Function>
      <Function ID="31" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="215~218" WheelPosition="11">
        <Swatch>64f155eb-4523-48e8-a13a-a49d833278cf</Swatch>
      </Function>
      <Function ID="32" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.f%%',0~100" Dmx="219~223" WheelPosition="12">
        <Swatch>b968cc36-6adf-417d-a25a-08150f0b3455</Swatch>
      </Function>
      <Function ID="33" Name="Gobo 13 Shake" Display="'Gobo 13 Shake  %.f%%',0~100" Dmx="224~229" WheelPosition="13">
        <Swatch>c11081ca-2d48-4845-bd7c-7eb454b48e80</Swatch>
      </Function>
      <Function ID="34" Name="Gobo 14 Shake" Display="'Gobo 14 Shake  %.f%%',0~100" Dmx="230~234" WheelPosition="14">
        <Swatch>7c1b080d-7d2f-468a-8963-edb7d4283460</Swatch>
      </Function>
      <Function ID="35" Name="Gobo 15 Shake" Display="'Gobo 15 Shake  %.f%%',0~100" Dmx="235~239" WheelPosition="15">
        <Swatch>d030e51f-9670-46a6-8e8f-fd93bb94fee1</Swatch>
      </Function>
      <Function ID="36" Name="Gobo 16 Shake" Display="'Gobo 16 Shake  %.f%%',0~100" Dmx="240~245" WheelPosition="16">
        <Swatch>5e3032f8-88b1-4d50-8d1c-b67bd44b1bfa</Swatch>
      </Function>
      <Function ID="37" Name="Gobo 17 Shake" Display="'Gobo 17 Shake  %.f%%',0~100" Dmx="246~250" WheelPosition="17">
        <Swatch>de88c115-0fb0-4777-9a69-12e3e6c2cc1a</Swatch>
      </Function>
      <Function ID="38" Name="Gobo 18 Shake" Display="'Gobo 18 Shake  %.f%%',0~100" Dmx="251~255" WheelPosition="18">
        <Swatch>e26ed540-68fb-4dfa-8d4f-72c2593a860f</Swatch>
      </Function>
      <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" />
      <Function ID="40" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="72~113" />
      <Function ID="41" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" />
      <Function ID="42" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" />
      <Function ID="43" 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="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="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~37" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~55" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="56~74" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="75~92" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="93~111" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~129" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="130~150" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="151~171" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="172~192" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="193~213" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="214~234" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="235~255" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" />
      <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" />
      <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 1" Display="'Prism 1'" Dmx="11~132" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="133~223" />
      <Function ID="4" Name="Prism 1+2" Display="'Prism 1+2'" Dmx="224~255" />
    </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="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="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Beam_Mode" Name="Beam Mode" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Zoom/AutoFocus Mode" Display="'Zoom/AutoFocus Mode'" Dmx="0~0" />
      <Function ID="2" Name="Beam Mode" Display="'Beam Mode'" Dmx="128~191" />
      <Function ID="3" Name="Wash Mode" Display="'Wash Mode'" Dmx="192~255" />
    </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="P/T Fast" Display="'P/T Fast'" Dmx="12~24" />
      <Function ID="3" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" />
      <Function ID="4" Name="Soft Filter Auto" Display="'Soft Filter Auto'" Dmx="115~127" />
      <Function ID="5" Name="Soft Filter Off" Display="'Soft Filter Off'" Dmx="128~140" />
      <Function ID="6" Name="Soft Filter On" Display="'Soft Filter On'" Dmx="141~154" />
      <Function ID="7" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="154~166" />
      <Function ID="8" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="167~179" />
      <Function ID="9" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="180~192" />
      <Function ID="10" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="193~205" />
    </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 Zoom" Display="'Reset Zoom'" 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="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="Zoom_Macro" Name="Zoom Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Standby" Display="'Standby'" Dmx="8~15" />
      <Function ID="3" Name="Zoom in fade (black)" Display="'Zoom in fade (black)'" Dmx="16~35" />
      <Function ID="4" Name="Zoom out fade (black)" Display="'Zoom out fade (black)'" Dmx="36~55" />
      <Function ID="5" Name="Zoom in fade out fade (no black)" Display="'Zoom in fade out fade (no black)'" Dmx="56~75" />
      <Function ID="6" Name="Zoom in fade (no black)" Display="'Zoom in fade (no black)'" Dmx="76~95" />
      <Function ID="7" Name="Zoom out fade (no black)" Display="'Zoom out fade (no black)'" Dmx="96~115" />
      <Function ID="8" Name="Standby" Display="'Standby'" Dmx="116~135" />
      <Function ID="9" Name="Zoom in Fade" Display="'Zoom in Fade'" Dmx="136~155" />
      <Function ID="10" Name="Zoom out Fade" Display="'Zoom out Fade'" Dmx="156~175" />
      <Function ID="11" Name="Zoom in fade out fade (no black)" Display="'Zoom in fade out fade (no black)'" Dmx="176~195" />
      <Function ID="12" Name="Zoom in fade (no black)" Display="'Zoom in fade (no black)'" Dmx="196~215" />
      <Function ID="13" Name="Zoom out fade (no black)" Display="'Zoom out fade (no black)'" Dmx="216~225" />
      <Function ID="14" Name="Standby" Display="'Standby'" Dmx="226~255" />
    </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="Colour_Speed" Name="Colour 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="Beam_Speed" Name="Beam 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="Gobo_Speed" Name="Gobo 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="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="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="Reset All" Display="'Reset All'" Dmx="10~14" />
      <Function ID="3" Name="Reset Effect" Display="'Reset Effect'" Dmx="15~29" />
      <Function ID="4" Name="Reset P/T" Display="'Reset P/T'" Dmx="30~34" />
      <Function ID="5" Name="Lamp On" Display="'Lamp On'" Dmx="40~44" />
      <Function ID="6" Name="Lamp Off" Display="'Lamp Off'" Dmx="45~49" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="60~64" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="65~69" />
      <Function ID="9" Name="Dim Linear" Display="'Dim Linear'" Dmx="70~74" />
      <Function ID="10" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="75~79" />
      <Function ID="11" Name="P/T Fast" Display="'P/T Fast'" Dmx="80~84" />
      <Function ID="12" Name="P/T Slow" Display="'P/T Slow'" Dmx="85~89" />
      <Function ID="13" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="105~109" />
      <Function ID="14" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="110~114" />
      <Function ID="15" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="115~119" />
      <Function ID="16" Name="AutoFocus Fad" Display="'AutoFocus Fad'" Dmx="120~124" />
      <Function ID="17" Name="Soft Filter Auto" Display="'Soft Filter Auto'" Dmx="125~129" />
      <Function ID="18" Name="Soft Filter Off" Display="'Soft Filter Off'" Dmx="130~134" />
      <Function ID="19" Name="Soft Filter On" Display="'Soft Filter On'" Dmx="135~139" />
    </Attribute>
    <Attribute ID="Gobo2Func1" 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="Gobo21, Gobo2Rot1" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" />
    </Attribute>
    <Attribute ID="Gobo21" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func1'==1||'Gobo2Func1'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func1'==3||'Gobo2Func1'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func1'==5||'Gobo2Func1'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="130~147" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="148~165" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="166~183" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="184~201" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="202~219" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="220~237" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="238~255" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="95~98" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="64~94" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="95~98" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="99~129" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot1" Name="Gobo 2 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func1'==1||'Gobo2Func1'==3||'Gobo2Func1'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func1'==2||'Gobo2Func1'==4||'Gobo2Func1'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" />
      <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" />
      <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_1_Rot" Name="Prism 1 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="Prism_2_Rot" Name="Prism 2 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="Gobo2Func2" 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="Gobo22, Gobo2Rot2" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo22, Gobo2Rot2" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo22, Gobo2Rot2" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo22, Gobo2Rot2" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo22, Gobo2Rot2" />
    </Attribute>
    <Attribute ID="Gobo22" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func2'==1||'Gobo2Func2'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func2'==3||'Gobo2Func2'==4" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="17~32" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="33~48" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="49~64" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="65~81" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="82~97" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="98~113" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="114~129" WheelPosition="7" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>687a474f-8ace-46b0-a344-01e23209968d</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="130~147" WheelPosition="1">
        <Swatch>9c5c308a-520e-4e2b-85b6-72c04584eeb5</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="148~165" WheelPosition="2">
        <Swatch>01da963e-7771-4b4a-9ede-885ae5f039e1</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="166~183" WheelPosition="3">
        <Swatch>112925a8-8a99-4c04-841c-efdcf6bcb718</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="184~201" WheelPosition="4">
        <Swatch>6b318c61-c920-49d6-89db-fd9a06822c3b</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="202~219" WheelPosition="5">
        <Swatch>83d656fa-2399-4168-a4dc-091ec8162d5a</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="220~237" WheelPosition="6">
        <Swatch>cf50e5f8-2cc1-42c7-b840-0b2eda9bc5bd</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="238~255" WheelPosition="7" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot2" Name="Gobo 2 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func2'==1||'Gobo2Func2'==3" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func2'==2||'Gobo2Func2'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" />
      <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" />
      <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="Function1" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="P/T Fast" Display="'P/T Fast'" Dmx="12~24" />
      <Function ID="3" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 28 DMX" Channels="28">
    <Import PearlRef="AME470B1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="211d829c-68b0-499f-a86d-1d6b9d4fb7e8" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Soft_Filter" ChannelOffset="2" Wheel="49" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="7" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="8,9" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="14,15" Wheel="20" />
      <Attribute ID="Beam_Mode" ChannelOffset="16" Wheel="50" />
      <Attribute ID="Function" ChannelOffset="21" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="22" Wheel="58" />
      <Attribute ID="Lamp" ChannelOffset="23" Wheel="59" />
      <Attribute ID="Zoom_Macro" ChannelOffset="24" Wheel="54" />
      <Attribute ID="PT_Speed" ChannelOffset="25" Wheel="25" />
      <Attribute ID="Colour_Speed" ChannelOffset="26" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="27" Wheel="27" />
      <Attribute ID="Gobo_Speed" ChannelOffset="28" Wheel="28" />
      <Attribute ID="Pan" ChannelOffset="17,18" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="19,20" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 24 DMX" Channels="24">
    <Import PearlRef="AME470B2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1d37aa1a-0790-4133-b668-d9bcab989f1c" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Soft_Filter" ChannelOffset="2" Wheel="49" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="7" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="8,9" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="14,15" Wheel="20" />
      <Attribute ID="Beam_Mode" ChannelOffset="16" Wheel="50" />
      <Attribute ID="Pan" ChannelOffset="17,18" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="19,20" Wheel="3" />
      <Attribute ID="Function" ChannelOffset="21" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="22" Wheel="58" />
      <Attribute ID="Lamp" ChannelOffset="23" Wheel="59" />
      <Attribute ID="Zoom_Macro" ChannelOffset="24" Wheel="54" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 21 DMX" Channels="21">
    <Import PearlRef="AME470B3" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="97c1dc12-f204-44ef-a8de-d276015e219c" />
    <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="Control" ChannelOffset="6" Wheel="30" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Soft_Filter" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Gobo2Func1" Wheel="16" />
      <Attribute ID="Gobo21" ChannelOffset="9" Wheel="17" />
      <Attribute ID="Gobo2Rot1" ChannelOffset="10,11" Wheel="18" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="14" Wheel="52" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="15" Wheel="53" />
      <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="17" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="18" Wheel="21" />
      <Attribute ID="Beam_Mode" ChannelOffset="19" Wheel="50" />
      <Attribute ID="Shutter" ChannelOffset="20" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="21" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="BEAM, 20 DMX" Channels="20">
    <Import PearlRef="AME470B4" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f6aa9d35-26c5-44ff-9f7d-4ca2e51ca04c" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Soft_Filter" ChannelOffset="2" Wheel="49" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo2Func2" Wheel="16" />
      <Attribute ID="Gobo22" ChannelOffset="7" Wheel="17" />
      <Attribute ID="Gobo2Rot2" ChannelOffset="8,9" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Pan" ChannelOffset="14,15" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="16,17" Wheel="3" />
      <Attribute ID="Function1" ChannelOffset="18" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="19" Wheel="58" />
      <Attribute ID="Lamp" ChannelOffset="20" Wheel="59" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Reset:4,Control:2" Delay="6000" />
      <Set Channel="Reset:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Reset:3,Control:4" Delay="6000" />
      <Set Channel="Reset:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2,Control:6" Delay="6000" />
      <Set Channel="Lamp:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3,Control:5" Delay="6000" />
      <Set Channel="Lamp:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Fast">
      <Set Channel="Function:2,Control:11,Function1:2" Delay="6000" />
      <Set Channel="Function:1,Control:1,Function1:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Normal">
      <Set Channel="Function:3,Function1:3" Delay="6000" />
      <Set Channel="Function:1,Function1:1" Delay="0" />
    </Macro>
    <Macro Name="Soft Filter Auto">
      <Set Channel="Function:4,Control:17" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Soft Filter Off">
      <Set Channel="Function:5,Control:18" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Soft Filter On">
      <Set Channel="Function:6,Control:19" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Off">
      <Set Channel="Function:7,Control:13" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Near">
      <Set Channel="Function:8,Control:14" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Med">
      <Set Channel="Function:9,Control:15" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Far">
      <Set Channel="Function:10,Control:16" Delay="6000" />
      <Set Channel="Function:1,Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Slow">
      <Set Channel="Control:12" 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" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Light Yellow" Number="4" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:11,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" />
      <Palette ID="10" Name="UV" Number="7" Page="1" SetControl="Colour1:15,Colour1Func:1" />
      <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:15,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:10,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="UV" Number="0" Page="1" SetControl="Colour1:15,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="19" Name="Gobo 18" Number="0" Page="1" SetControl="Gobo1:19,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="20" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="21" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="22" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="23" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="24" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="25" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1,Gobo21:1,Gobo2Func1:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="26" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo21:2,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="27" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo21:3,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="28" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo21:4,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="29" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo21:5,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="30" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo21:6,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="31" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo21:7,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="32" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo21:8,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo22:1,Gobo2Func2:2" />
      <Palette ID="33" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo22:2,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="34" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo22:3,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="35" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo22:4,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="36" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo22:5,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="37" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo22:6,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="38" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo22:7,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
      <Palette ID="39" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo22:8,Gobo2Func2:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2,Gobo21:1,Gobo2Func1:2" />
    </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>
    <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>
    <Swatch 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VdNQZ9R/rAQBxJLkos/A9Qw2ZMmkwD4A44VDC+YDXfO45gOCk2td4IUNJgoJliAnDg8H7U6oeqqgxTQiAKSIIwDlVbcsmiKuq1HDNIMW6okX60tAAOjR3/9RMJhuIlOIY4tZ4okLn3rOnFVGkSLWqBOKkqk5RitL1MJJCgSoN7xMbmAnRVhvC3DIAzqM7dWWnXqwWHrq+4qBuLpxwjGA5QP5TQGdfqhgXTFyahMPB0jnIA+X7Y6oeEVJVhY502oDQCbOwuPDRBWRkgDMpXBdmiJCu3+an2WZoAh8ClgQMzf8DrYzO/tWbPRJc3MmVYEnhy6RaQqzfuJNKRUko5IIzhKlVl2HJONqDfy1bC2thmeJj8pKG0v6g+ZZzSD7pdSrp9DOoDYPNQgktjJww+nmD125qcqkeQS91cK41PSBJWXeb2fflE20g5vxWh6bMyydCVFJO2lIvUaq4G/chCuwykxvj5FelTXRfMDlEzbHXFWGTCJQWEnCv9dr42Lv0Yf7cRrLm5+XRvYAbbDYE70PeFHz/C6TzrkD4Y5KgBcZe7hdCOK5VEKaKTWpIoXBDZSCx+RmoTkiloR5eayAno5kqJmQ4GpwoLCz9pa71hx8FhGcexR9PubUJ2UH5p/NDhavoCRJQJpaqE+nFl7LvcvYO2dH2iyUGzwlYVAtxlJVeTUqL5lWgwQQoHeTZBe5+6glMewTa1tbi1Zvcw65YtYco0BXTLZz65UoyDeOg8fugrclSP1FhiIApcLhZMbcktbVG/v1pKge1wH6lffr8fpHOc8wpOjZ1w8VGCZbOZRNQjSWbquPqF5W+5eZbi/Wi262cxyzhEo6p0pSaTRpKuBnWlHnWHkixIQ061zXh97X9f5LLDEqovSzo8AZMEkU+q3K1NsqEt2mlxVOUpfAbatkCUw1MBksyTZG2cyt+/f/9p+xI+t1E+IZIkzL+3WdqzDZVsQNjVJNEZJFcuEDerpJ2Y/cCt/Ly8MwZ6L7q46FgQTCQhUWyNVtmO7RE1p2AHjKeuQEsEdAG38vfsOlDsoF+hIUkCRN1wkXZ68MkMWc06Dlh1cXjZgeL8LZt2F7vomG4VaIKaniw9+sQp4qQHukCiuCtUyARLcCu/SyavOEpDpvwjm86pu5GZUkKvseoxBpKoFPN5hXTYyvmLqxbVADu4lZ/NyyuK0kFddZu44NLY5DEGgsIUp3AiVA3jklSA6chCcCt/+7bG0AmG3Jxg2zkdSWygqlnWrqAv7BTZPoNc7KhkAlwSCpBzakpvB7fys5lMaAkWZhmL1JGoRKBPRjd4gFyBnqwuB3WVrH5/Qg1guyQToYsV+407uJW/b1fLmWFvBKLAkAtyxqFDLgqg6Tz+/DuJ7f5JQ6osQHduJUBVRsmvBqoJ10QCZKo11F8UIdHcdPBM9Cx0WUxuCwOCwgp+J866QGcjF8A+61QYoBImycJyugUWTRib9Ck/eJ85JzL1ZQKgaYnLsIESaY96y5MK9AEyudLk5pE5W7p8rSDo8rkAaQcnuVKPLVt1nnk174gZEVFF7ckONe4K6LJ6/Spnm6BLyU5z3J0pbzUMBKhPJUCJZyrXfQqfwUX+W66RSCBPrQajDkxnHKjODDrFdVCjKB1ORYaF7WaDIETZjPB5BRdlOu89Id0PgCvtkgjBSCK/+GQSxqtc/QCn7LzPoMtkkYmg6t4I5vzHTex0QjAGS4GkPMcq/DYjADLfn6nWpwh3FGp+HvZeqqt/mW/vt2MpCPmetHn/UIgjYnSBUiBJMkmnn2nZDehCUFHLX34eQML4naMuXU1hnebgVn5h8Vn/2LerxZdg6nappMIQgC6jAlDDU5+H1B6pGeT3j/vdpQnDWhp+4FHUYfcvgFv5eZnMfu/vr+oucJknJGEKfie9ouls4DhgDrifgTA5TYMQ1YSxPeZHAtzKHzK85CPdwUpyg0ZcqEFS4JRNFAxTirlKEt1pH9KsiCsYmI4TNlcf3MrPy2b3yzddHqzEWl+nvPfxIcmmCy/psimAqOTy27ltC3ArvzWTbeIbIFfU7UoSzGw8RarkoIaXZGgpKKXHBDU+GddUAbfyR1zRv+k/l712XGHZqDBlNp5COpARFKYxyXlIo4ymBLiVXzZyUBNeqMfNRYFN4bVTsEecXDfaa7l0Ovcd0Ksp/93/eXdnBtIs5t7INA9g6kxwQRIgrLlBySUr8aRsC7dmsx/vzC8qKjrkqccd3o0v8quGE4Qoy9jPA2gPxdl5TjcFEIYkXBTwRDasNrnwSjo/D5wCt9oMriGlJbuql9VepB6JFxbcsHkqDeczYBKxAyuq6SBJQmmkbnrhffyK9qE8A0JCMgSUpL0MTuF3G5Py8jJveL8m26ZBm5BWBqvro2eSBPoIIsQt2akjGg/a0vkYATXjRHceQZiyn2HQzqmjBLusrH8dC+7KOqhxa0XxWBRALXgblhxqTpNpR0tH3ARCFeWqthkdr3LjM8ZbDfYDDPibvPYgXNTq3X4Ap/D7aBmUC8/CiyOZ9iqHupJLUSvgoU6rmuEA2NgS6iEDgEkykoCujFi4bQBXFRABmxN4TX1R+0FhwFKiap6XuonZDzbH7ITEkXZOHSUYaml6nXzD+xLHKh3Sh4KbqhkUgE0+V1DOlokIkljctuWnchnaQtuuyEUyuAD6E3Q2eBDgBDfZtrpU9SR2cNsCXAKn8Pexuw4dXvyKJJiELkwhYcpIlcf+sh2Lzh1TzyCoXy1SEjFq7Xy/+4OsLlUt7aIoJ43gWhAGiwWTUS5NAz/CEWrg3GUxPnCJfx9jymVlfddWVdbda9NA2M0INhPFehd84oKS3GRAHuQKOi3Dpp9sE3B9/AoeEqzaYCdFUZX8fqaHiSSS76uE0wkHeZ0rgEv8+9jdzu112mvezf92KKHTPvygHlEXVPOddUSBIOOU9ontuUGQnNdPWOx80Lma5Ba+KKpSLsAgjWQQ2kbKsR9JAhwCl/j6GMFwtsy15UNfqV5Wm+qBWGr2BsQ1yQBySPUoC6RRffqRC23TZRI0sCzoAikT5QhlG+B78btGPZQL1+P7qIeEoc8sbEwpl3bsEQCHeE4RcJy8HDG63zNpEowBdrnSgcrDUwjQaAdkyShbcrH0edAkMosESDKWKo19rtyi3E+tCM3zjAC1yHLqAW6PQ/L1cQQbdPG5a72J/OhQSmdG8rRbgK4MXf6RzvC3JVeQapRZJKgElDTkAaxRVSWg+izV5NA0ji5UAe6AQ/K94wiGk0o9EbcmLSmmTr7OdUFyMY5mSy6qWj/pQLuLZ2u7Ctb7OXt5CAT8gyB1XBKoPkvpHE/jAFYJcEeedgucsKS47Ip+/5EWwWRddh0kuWxOkJXnJYaxuwBXthftRL/vJY/ZoaqMExNUt6Gp+ftpAdxR3zuBYF1P+/Alb6Le8TrcO51u6SHVIgvL2hzcSReHjUuCqtGl9JJq3dQHSjEmFjCnPq79pzrHZX+SBjgD7qjvn0CwsrKyT2tK31vudXR+Kj3TQEouALaRny0lVV3Qter1QFTp5acKg1STtMWAOPaYDmnHY4eUFi8Hd9T3tfGDipllT1Uvq/tRxvEJbDbg5JNcUCV+0kWuLoOuJaRqhPSK6rWHOtJFGWh4+9mAqhSLa4/lOMh/BJzR/UNLsJKSc98pv6X0ubR9YrRf5OSrdhfDQ5xYeb2NS0Lde2BzeLsJkFImyQcbKEgiyWOegTiuCwb6c5HwCa6AM7r/GSOgM2ZesThtgtGJysmHCpGTTzuLRFJdDDaqUR4vGEd6EbrdziAdVrFBxwXifUhcufID2RYvDW+PUWrmYsMNuGL6n5FghSUFr/fpX7Bh7+6WMcl063iYdjUxB4yZAfRQ004L42IAGdSSRXFijgwe61JpQFw8LEHb7WWMkohij8VNCYoKcARcMf3fN4dj9r0TFt5esSJxgqlGN4HX9LAzeZEBW64wARsjnZ+RBEZ7IYt5WF/P7ImgCacUk47SKPaYJLXrA+/9AI74/d+XYOPGXfJqn/7rEpdi0o5SgcFWHazyIIgohj2Az4XZCq/zb2FCTWoQhMdDYXM2uGrwA1EyTbkyTcuDD+kFjvhdE5iF9qvlty0cX3pfogTDJOkS4rh9XQ6y6r+ymQCQQ1W/sJHCuCZMOW+mqjMy7mijtlSDHwhLMlyD74U2kkiDVhEkvYBAghUWf+XVC/oXvLRvd8tVbrp1PDD5Oq+zerASr5WqVGbM+gGSR9peURyrpsMS/EAJaVP6SKcqgbArS6YExVmR2gCcCJJegFUe7WPLp995VenD4zIJ+cWYTg0S0NbSiXhMklRzNm4JnfSK4lhl/pUECWRyqoZNMtSpSiDMytJVMD0AR8AJmwutCFZc3LOhfEbpkurK2jnx+nUiMGCMoQF+6dHSSPezoaQxrpNeYV0TfqfqYjJNdpiaZGhTwE2nKgFbktFFAoJxseB6nyq4AE7YXGu9E+D2eyYueL6qvjxMuU1bqEU6dFCNdAyi7jMyPVrn+gAhopxJDdWlSjBKQT9DXkoUPykmkyt1qhLA9w+7iRcPl0sphrKY4ILt9dYE6969+wcP/Xra7Dk3LX8m+Gq3UIlCKaSCGazcDSTzzQgTMf3gV2Yd7WHiTWqShreNyuL/TKqSpSyD0qIlXKQESYAD4ILt9aH2Mo2fdMlvF86retEbhG+F71p0qERRpZDM08fKiTuZVOlF494VqAKhvnRqkqpVeutNkw3pBQnH/5lUZZQd2a7ywrwH+EVwoLW11fozoQjmNZxt3ts863dV9Zf/85NPvxy6hxEQVLdMpvXINB3V9gJATFc5XwDJBOLq1KS0K2nso0+6yWZb/J+fqgTowlBX2rinblUeV4r9y+n5/3vLLSNm/eT+1myYz4XejVnYp/Avjyy98XuzK1asyrTVeU0e6gBjkri9jBMgY5EggM63BlUV1diVZJUVc7iRQ0cc1udSY45QfbrJhjSURMDP1aMezLzw6j1GkiEzlunhgKmuSMzd21nMOeY+7AcjbfcdM+6S6vIZDZOqK+umR/m8LRicViGT9ADVm6+LDJjstiiQhd0A2lg6NUnDXkox9F9n8KPNeT89nqjSYWuS4iRaEPAw+iVCmlA+Y9jTmPNQH2pH5P3kc+6eOGf7tsZhe3e93y9qG0HQqTkVakqPSXpFXT1KoF20wd+AtMN0rgiqK1WK+bkdVNcC7bEoxWgkTOrZD30GnNOAuY56z8i97dGjx4e/qLx18nVjHt7mDcQXorbjB1MIidClUptskLChIR0wwbq2QTb0RZVM6D8mlaRTMye4qiSZGC1QXQskJ6ArWW4L9C8ohUjCe1j/D3OMuY56z1gVMUpKznlr8dIbb/Xssao47ehgCiERJJcu3UZng9g6V5nQqHvKWTEIKlmSlYFt6YoA6dh/k+Gu1lOTD5RKBG64jXt2QZgTOzC3mOPIN8s4OAwLunnqjD1DvaftrrhtSai5WxKSXKpbQGez4Xpb9cj8M3UCZP68uljA39J7zhQjnfSVnnZeQ/Uqr9etSlmpUCZNhoVtqdOpM0ofiWp3STip6bNg0dQfLpy3qndVZd0NLtrzgy4ITphsNtugOAxgShMJSQrTYoEhIebXm2ByP6ifMdlLJidsGASpyakzhj2LObVZOATBCcHgH9u5c+e017c2Fe3b3XKpizYBKTWCavCbjHvCNiFRd62MKZpy+GXdCRXol7QTbUhCe0nn9ed7UUnmZ3pc0L/gteumfW1aWH+XCc6qkqHgxdO/P29CxbVLNu/b1TIobntSHdDH4/fUmYx7QD32T4XcmQTVq7sH7u1XNM/GnaC2p/PU24IkjypldHbYBQMK3n76+VkTunfvftjwsdBwWvYOMaqfPzn9qjtvW7HR6/z5cdvDAIz/xn1W1+rijhJ+297oN/PL0bcJyKt7HQmdSg3y1AP4nylNG++xry6O//HMgz8/6s1dmDijDZzXVTz//J4HvI6OdkUyGwSpR7/PcScTEDZHX4WsO0HIU89M10cliCuStZNrNOYuUgM+SKRwZ9ok81OPgE4SSHIxtz+uIxZQbbEgB149GJgAAAQ/SURBVG9cJ6qs7xGm/DztzCTJBSRWGZYk+8FtK15yYZP5IUg90nHJp53lvzmpNoVVbIEJp+0IBLXLhEvYgHGcqCzlZOPCoE0KmwtqMSlyAYmWHkbHPaNxZMU1S9a5XF2qCFKP9E2x8o5addlFGEmCQWruQA+C9NSrpA+jsrkw8jvjgG6WwqKzXms36J3aXCoSr22NL7DoiatHrl751sok/GRBHn+CXngVLqWXhM2iQEJWLeSG3iibgtV2JNHo6slkss96czLN5WrRhFSKp8OFMWjRoCkL51W9k6bH3wZxd3e7BO0p9ifqgkO2I09sa8cjCxbd+ENXfq4gpFadH85Y79fcEaP71s+dueqppALkYcB9lTmsSqOFq/5QiuIHgWvEFhH+ceGht0V6xz+0A19w9Ybzdt4x46lnXKT6qOUAwiDJitIdCUi5QVZE3MB1FKROMABf9DfPzRr22ENrH6uurKvIRMyM9dtOFgTbkgOdHFkkCyKfK07KTRzkhGAAvvD8+8tvunx0vzV3zVz1RNQc/yi1SJMy7DsSkEOPNGcXGRFxkDOCERiAF18+e/OyZVuWpLVbKU7Ruc4A7P7BBo0oOfSukXOCARiIBYumXvPymjevv/u7Kx9PYnMvgc0hJ6tqxKZY7FvE1rK0VolB6BAEA9pXmc9u/GPx+l8+uHZhdWXtrIzjWhi0u05C1XgE2/mx4xp+xzD7FpNGhyEYgQGaf/+U26fPHPnEnJtXPOqqqo/NIQ6dEahyg0IktrUi0kaHIxiBAXth07xvNjf9ddT3b35yQdQieLoaYycDUPwN9blsSijlEh2WYATqk/1+07yx69e/Oerx+9YdR7SgJL+gLNjOiM5CLKLDE4zAgHo/Y5sbW75RuXTT3Opltd/23u6qS3chsdRDtToxjqBUOKo5+xXc7YjoNAQjMMDzH5gypWLmqN5PL625dXtt081zZ67szd1AgKuD4XMNHM+CEzRwyIGpDn1HR6cjGIEBn/9A+YKampqfHT78pUnbNuyZ9nx1/aS0jiJMCjgSD6eWDR/Td2W3bn9fozuepTOh0xKMaJ+AFz31+eJ37rjijLf/9N7ELRsbJntku/JQDo6HjgIcQ4yTYnGYJ85bVI/E68zo9ASTwMQUjC9YPXb811dfX3FRt/cOHLp0a82eifXbmq70jPzBmRycvWTAEU/9vTF0ePErOEAdZ1zLY4hPJpxUBJPAhA0cmPnD2AmD/+C9/HFzc/PpDTsODttas3tYNpsZvL22cYBHOpTg6ZJwV1o9Mu0YUlqyKy8v88ZlZf3r+l14Vl1hYeEnCd+3Q+CkJZgKTKj3s2nshIs38b39+/ef1vPsngNrNr9d3KVLpnjLhobibF5e0fZtjV/MZjJFzU0Hz7QIW71/wYCCf+R5zQ0ZXvJRXja7f8SYfk2trZmmvgN6NWWzH+8sKio6lOy367j4f6Wmq+AIrLdBAAAAAElFTkSuQmCC</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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</Swatch>
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