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Ignition Teatro LED Spot 100 FR (Ignition_Teatro LED Spot 100 FR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Teatro LED Spot 100 FR" ShortName="T-100Sp FR" Company="Ignition">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>5e3b5834-e91d-400a-b897-4181cd3000f6</Thumbnail>
  <History Date="19-12-18" Author="Nic Morris" Comment="Created" />
  <History Date="20-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="65f213dc-7691-403f-ac06-8ed2befe6861" />
  <Control>
    <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="30~119" />
      <Function ID="4" Name="Single Flash" Display="'Single Flash'" Dmx="230~235" />
      <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~229" />
      <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" />
      <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="150~179" />
    </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="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="Smooth Off" Display="'Smooth Off'" Dmx="15~24" />
      <Function ID="3" Name="Smooth 1 (25ms)" Display="'Smooth 1 (25ms)'" Dmx="25~26" />
      <Function ID="4" Name="Smooth 2 (50ms)" Display="'Smooth 2 (50ms)'" Dmx="27~28" />
      <Function ID="5" Name="Smooth 3 (75ms)" Display="'Smooth 3 (75ms)'" Dmx="29~30" />
      <Function ID="6" Name="Smooth 4 (100ms)" Display="'Smooth 4 (100ms)'" Dmx="31~32" />
      <Function ID="7" Name="Smooth 5 (125ms)" Display="'Smooth 5 (125ms)'" Dmx="33~34" />
      <Function ID="8" Name="Smooth 6 (150ms)" Display="'Smooth 6 (150ms)'" Dmx="35~36" />
      <Function ID="9" Name="Smooth 7 (175ms)" Display="'Smooth 7 (175ms)'" Dmx="37~38" />
      <Function ID="10" Name="Smooth 8 (200ms)" Display="'Smooth 8 (200ms)'" Dmx="39~40" />
      <Function ID="11" Name="Smooth 9 (225ms)" Display="'Smooth 9 (225ms)'" Dmx="41~42" />
      <Function ID="12" Name="Smooth 10 (250ms)" Display="'Smooth 10 (250ms)'" Dmx="43~44" />
      <Function ID="13" Name="Smooth 11 (275ms)" Display="'Smooth 11 (275ms)'" Dmx="45~46" />
      <Function ID="14" Name="Smooth 12 (300ms)" Display="'Smooth 12 (300ms)'" Dmx="47~48" />
      <Function ID="15" Name="Smooth 13 (325ms)" Display="'Smooth 13 (325ms)'" Dmx="49~50" />
      <Function ID="16" Name="Smooth 14 (350ms)" Display="'Smooth 14 (350ms)'" Dmx="51~52" />
      <Function ID="17" Name="Smooth 15 (375ms)" Display="'Smooth 15 (375ms)'" Dmx="53~54" />
      <Function ID="18" Name="Smooth 16 (400ms)" Display="'Smooth 16 (400ms)'" Dmx="55~56" />
      <Function ID="19" Name="Smooth 17 (425ms)" Display="'Smooth 17 (425ms)'" Dmx="57~58" />
      <Function ID="20" Name="Smooth 18 (450ms)" Display="'Smooth 18 (450ms)'" Dmx="59~60" />
      <Function ID="21" Name="Smooth 19 (475ms)" Display="'Smooth 19 (475ms)'" Dmx="61~62" />
      <Function ID="22" Name="Smooth 20 (500ms)" Display="'Smooth 20 (500ms)'" Dmx="63~64" />
      <Function ID="23" Name="Gamma Quadratic" Display="'Gamma Quadratic'" Dmx="65~74" />
      <Function ID="24" Name="Gamma Linear" Display="'Gamma Linear'" Dmx="75~84" />
      <Function ID="25" Name="Output 610Hz" Display="'Output 610Hz'" Dmx="85~104" />
      <Function ID="26" Name="Output 800Hz" Display="'Output 800Hz'" Dmx="105~105" />
      <Function ID="27" Name="Output 1000Hz" Display="'Output 1000Hz'" Dmx="106~106" />
      <Function ID="28" Name="Output 1500Hz" Display="'Output 1500Hz'" Dmx="107~107" />
      <Function ID="29" Name="Output 2000Hz" Display="'Output 2000Hz'" Dmx="108~108" />
      <Function ID="30" Name="Output 2500Hz" Display="'Output 2500Hz'" Dmx="109~109" />
      <Function ID="31" Name="Output 3000Hz" Display="'Output 3000Hz'" Dmx="110~110" />
      <Function ID="32" Name="Output 3500Hz" Display="'Output 3500Hz'" Dmx="111~111" />
      <Function ID="33" Name="Output 4000Hz" Display="'Output 4000Hz'" Dmx="112~112" />
      <Function ID="34" Name="Output 4500Hz" Display="'Output 4500Hz'" Dmx="113~113" />
      <Function ID="35" Name="Output 5000Hz" Display="'Output 5000Hz'" Dmx="114~114" />
      <Function ID="36" Name="Output 5500Hz" Display="'Output 5500Hz'" Dmx="115~115" />
      <Function ID="37" Name="Output 6000Hz" Display="'Output 6000Hz'" Dmx="116~116" />
      <Function ID="38" Name="Output 6500Hz" Display="'Output 6500Hz'" Dmx="117~117" />
      <Function ID="39" Name="Output 7000Hz" Display="'Output 7000Hz'" Dmx="118~118" />
      <Function ID="40" Name="Output 7500Hz" Display="'Output 7500Hz'" Dmx="119~119" />
      <Function ID="41" Name="Output 8000Hz" Display="'Output 8000Hz'" Dmx="120~120" />
      <Function ID="42" Name="Output 8500Hz" Display="'Output 8500Hz'" Dmx="121~121" />
      <Function ID="43" Name="Output 9000Hz" Display="'Output 9000Hz'" Dmx="122~122" />
      <Function ID="44" Name="Output 9500Hz" Display="'Output 9500Hz'" Dmx="123~123" />
      <Function ID="45" Name="Output 10000Hz" Display="'Output 10000Hz'" Dmx="124~124" />
      <Function ID="46" Name="Output 11000Hz" Display="'Output 11000Hz'" Dmx="125~125" />
      <Function ID="47" Name="Output 12000Hz" Display="'Output 12000Hz'" Dmx="126~126" />
      <Function ID="48" Name="Output 13000Hz" Display="'Output 13000Hz'" Dmx="127~127" />
      <Function ID="49" Name="Output 14000Hz" Display="'Output 14000Hz'" Dmx="128~128" />
      <Function ID="50" Name="Output 15000Hz" Display="'Output 15000Hz'" Dmx="129~129" />
      <Function ID="51" Name="Output 16000Hz" Display="'Output 16000Hz'" Dmx="130~130" />
      <Function ID="52" Name="Output 17000Hz" Display="'Output 17000Hz'" Dmx="131~131" />
      <Function ID="53" Name="Output 18000Hz" Display="'Output 18000Hz'" Dmx="132~132" />
      <Function ID="54" Name="Output 19000Hz" Display="'Output 19000Hz'" Dmx="133~133" />
      <Function ID="55" Name="Output 20000Hz" Display="'Output 20000Hz'" Dmx="134~134" />
      <Function ID="56" Name="Boost On" Display="'Boost On'" Dmx="135~144" />
      <Function ID="57" Name="Boost Off" Display="'Boost Off'" Dmx="145~154" />
      <Function ID="58" Name="Display Standby Off" Display="'Display Standby Off'" Dmx="155~164" />
      <Function ID="59" Name="Display Standby On" Display="'Display Standby On'" Dmx="165~174" />
      <Function ID="60" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="175~176" />
      <Function ID="61" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="177~178" />
      <Function ID="62" Name="No DMX @100%" Display="'No DMX @100%'" Dmx="179~180" />
      <Function ID="63" Name="No DMX @60%" Display="'No DMX @60%'" Dmx="181~182" />
      <Function ID="64" Name="No DMX Custom" Display="'No DMX Custom'" Dmx="183~184" />
      <Function ID="65" Name="Fan Standard" Display="'Fan Standard'" Dmx="235~239" />
      <Function ID="66" Name="Fan Silent" Display="'Fan Silent'" Dmx="240~244" />
      <Function ID="67" Name="Zoom Standard" Display="'Zoom Standard'" Dmx="245~248" />
      <Function ID="68" Name="Zoom Silent" Display="'Zoom Silent'" Dmx="249~252" />
      <Function ID="69" Name="Set Default" Display="'Set Default'" Dmx="253~255" />
    </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="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" Display="'Reset'" Dmx="16~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKIGS1F6" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="15828c57-7536-4322-9705-a45b60ddedef" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Function" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Reset" ChannelOffset="6" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="UKIGS1F2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="fca48ecf-8dff-4841-87f7-dfb4d9a1dd64" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="2" Wheel="19" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth Off">
      <Set Channel="Function:2" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 1 (25ms)">
      <Set Channel="Function:3" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 2 (50ms)">
      <Set Channel="Function:4" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 3 (75ms)">
      <Set Channel="Function:5" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 4 (100ms)">
      <Set Channel="Function:6" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 5 (125ms)">
      <Set Channel="Function:7" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 6 (150ms)">
      <Set Channel="Function:8" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 7 (175ms)">
      <Set Channel="Function:9" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 8 (200ms)">
      <Set Channel="Function:10" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 9 (225ms)">
      <Set Channel="Function:11" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 10 (250ms)">
      <Set Channel="Function:12" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 11 (275ms)">
      <Set Channel="Function:13" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 12 (300ms)">
      <Set Channel="Function:14" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 13 (325ms)">
      <Set Channel="Function:15" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 14 (350ms)">
      <Set Channel="Function:16" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 15 (375ms)">
      <Set Channel="Function:17" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 16 (400ms)">
      <Set Channel="Function:18" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 17 (425ms)">
      <Set Channel="Function:19" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 18 (450ms)">
      <Set Channel="Function:20" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 19 (475ms)">
      <Set Channel="Function:21" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth 20 (500ms)">
      <Set Channel="Function:22" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Gamma Quadratic">
      <Set Channel="Function:23" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Gamma Linear">
      <Set Channel="Function:24" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 610Hz">
      <Set Channel="Function:25" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 800Hz">
      <Set Channel="Function:26" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 1000Hz">
      <Set Channel="Function:27" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 1500Hz">
      <Set Channel="Function:28" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 2000Hz">
      <Set Channel="Function:29" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 2500Hz">
      <Set Channel="Function:30" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 3000Hz">
      <Set Channel="Function:31" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 3500Hz">
      <Set Channel="Function:32" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 4000Hz">
      <Set Channel="Function:33" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 4500Hz">
      <Set Channel="Function:34" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 5000Hz">
      <Set Channel="Function:35" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 5500Hz">
      <Set Channel="Function:36" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 6000Hz">
      <Set Channel="Function:37" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 6500Hz">
      <Set Channel="Function:38" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 7000Hz">
      <Set Channel="Function:39" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 7500Hz">
      <Set Channel="Function:40" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 8000Hz">
      <Set Channel="Function:41" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 8500Hz">
      <Set Channel="Function:42" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 9000Hz">
      <Set Channel="Function:43" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 9500Hz">
      <Set Channel="Function:44" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 10000Hz">
      <Set Channel="Function:45" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 11000Hz">
      <Set Channel="Function:46" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 12000Hz">
      <Set Channel="Function:47" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 13000Hz">
      <Set Channel="Function:48" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 14000Hz">
      <Set Channel="Function:49" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 15000Hz">
      <Set Channel="Function:50" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 16000Hz">
      <Set Channel="Function:51" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 17000Hz">
      <Set Channel="Function:52" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 18000Hz">
      <Set Channel="Function:53" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 19000Hz">
      <Set Channel="Function:54" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Output 20000Hz">
      <Set Channel="Function:55" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Boost On">
      <Set Channel="Function:56" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Boost Off">
      <Set Channel="Function:57" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display Standby Off">
      <Set Channel="Function:58" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display Standby On">
      <Set Channel="Function:59" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Function:60" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Function:61" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX @100%">
      <Set Channel="Function:62" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX @60%">
      <Set Channel="Function:63" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Custom">
      <Set Channel="Function:64" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Standard">
      <Set Channel="Function:65" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Function:66" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Standard">
      <Set Channel="Function:67" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Silent">
      <Set Channel="Function:68" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Set Default">
      <Set Channel="Function:69" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>