View Personality

Martin THRILL Mini Profile (Martin_THRILL Mini Profile.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="THRILL Mini Profile" ShortName="Mini Pro" Company="Martin">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>c016752b-ae4b-49d7-bc96-fc92c1a1f09f</Thumbnail>
  <History Date="08-06-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="322fa0b8-1e00-4deb-a823-088ae57f5b02" />
  <Control>
    <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" />
      <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="6" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="11,12,13,14,15,16,17,18,19" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="20,21,22,23,24,25,26" If="'Colour1Func'==3" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="161~163" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="164~166" WheelPosition="2" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="167~169" WheelPosition="3" Colour="255,255,0" />
      <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="170~172" WheelPosition="4" Colour="128,255,0" />
      <Function ID="6" Name="Dark Blue" Display="'Dark Blue'" Dmx="173~175" WheelPosition="5" Colour="0,0,180" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="176~178" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="179~181" WheelPosition="7" Colour="0,128,255" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="182~184" WheelPosition="8" Colour="255,150,150" />
      <Function ID="10" Name="Open" Display="'Open'" Dmx="185~192" WheelPosition="9" Colour="255,255,255" />
      <Function ID="11" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="0~15" WheelPosition="0" Colour="255,255,255" />
      <Function ID="12" Name="Rd - Org" Display="'Rd - Org %.f%%',0~100" Dmx="15~30" WheelPosition="1" Colour="255,0,0" />
      <Function ID="13" Name="Org - Yel" Display="'Org - Yel %.f%%',0~100" Dmx="30~45" WheelPosition="2" Colour="255,128,0" />
      <Function ID="14" Name="Yel - L Grn" Display="'Yel - L Grn %.f%%',0~100" Dmx="45~60" WheelPosition="3" Colour="255,255,0" />
      <Function ID="15" Name="L Grn - D Blu" Display="'L Grn - D Blu %.f%%',0~100" Dmx="60~75" WheelPosition="4" Colour="128,255,0" />
      <Function ID="16" Name="D Blu - Mag" Display="'D Blu - Mag %.f%%',0~100" Dmx="75~90" WheelPosition="5" Colour="0,0,180" />
      <Function ID="17" Name="Mag - L Blu" Display="'Mag - L Blu %.f%%',0~100" Dmx="90~105" WheelPosition="6" Colour="255,0,255" />
      <Function ID="18" Name="L Blu - Pk" Display="'L Blu - Pk %.f%%',0~100" Dmx="105~120" WheelPosition="7" Colour="0,128,255" />
      <Function ID="19" Name="Pk - Op" Display="'Pk - Op %.f%%',0~100" Dmx="120~160" WheelPosition="8" Colour="255,150,150" />
      <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="21" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" />
      <Function ID="22" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" />
      <Function ID="23" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="222~243" Colour="0,0,0" />
      <Function ID="24" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="255,255,255" />
      <Function ID="25" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="255,255,255" />
      <Function ID="26" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" Colour="255,255,255" />
      <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 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="Index" Display="'Index'" 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" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1" />
      <Condition Name="Index" ID="11,12,13,14,15,16,17,18,19" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="20,21,22,23,24,25,26" If="'Gobo1Func'==3" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>0aa71ce3-a124-4b29-9427-b955f97dbf47</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="161~163" WheelPosition="1">
        <Swatch>9aabd930-edd0-46a0-a2d2-89eb790c95c8</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="164~166" WheelPosition="2">
        <Swatch>c004eb3f-abe2-4ee7-ba60-fdc05793d30a</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="167~169" WheelPosition="3">
        <Swatch>fe7b3418-3786-4912-8b59-a69325f5194c</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="170~172" WheelPosition="4">
        <Swatch>a3f021c1-c51e-4522-a6c7-544e0fd091ea</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="173~175" WheelPosition="5">
        <Swatch>3d0f2490-ae46-4077-8e93-3f35ea81ac19</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="176~178" WheelPosition="6">
        <Swatch>39be8dc0-ae16-4a67-bb9a-740c03208246</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="179~181" WheelPosition="7">
        <Swatch>965612ea-26dd-4ccb-90e1-e2142d33c4ff</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="182~184" WheelPosition="8">
        <Swatch>1691efa5-4d51-444d-84ae-2ac888b66b1b</Swatch>
      </Function>
      <Function ID="10" Name="Open" Display="'Open'" Dmx="185~192" WheelPosition="9">
        <Swatch>0aa71ce3-a124-4b29-9427-b955f97dbf47</Swatch>
      </Function>
      <Function ID="11" Name="Op - 1" Display="'Op - 1 %.f%%',0~100" Dmx="0~15" WheelPosition="0">
        <Swatch>0aa71ce3-a124-4b29-9427-b955f97dbf47</Swatch>
      </Function>
      <Function ID="12" Name="1 - 2" Display="'1 - 2 %.f%%',0~100" Dmx="15~30" WheelPosition="1">
        <Swatch>9aabd930-edd0-46a0-a2d2-89eb790c95c8</Swatch>
      </Function>
      <Function ID="13" Name="2 - 3" Display="'2 - 3 %.f%%',0~100" Dmx="30~45" WheelPosition="2">
        <Swatch>c004eb3f-abe2-4ee7-ba60-fdc05793d30a</Swatch>
      </Function>
      <Function ID="14" Name="3 - 4" Display="'3 - 4 %.f%%',0~100" Dmx="45~60" WheelPosition="3">
        <Swatch>fe7b3418-3786-4912-8b59-a69325f5194c</Swatch>
      </Function>
      <Function ID="15" Name="4 - 5" Display="'4 - 5 %.f%%',0~100" Dmx="60~75" WheelPosition="4">
        <Swatch>a3f021c1-c51e-4522-a6c7-544e0fd091ea</Swatch>
      </Function>
      <Function ID="16" Name="5 - 6" Display="'5 - 6 %.f%%',0~100" Dmx="75~90" WheelPosition="5">
        <Swatch>3d0f2490-ae46-4077-8e93-3f35ea81ac19</Swatch>
      </Function>
      <Function ID="17" Name="6 - 7" Display="'6 - 7 %.f%%',0~100" Dmx="90~105" WheelPosition="6">
        <Swatch>39be8dc0-ae16-4a67-bb9a-740c03208246</Swatch>
      </Function>
      <Function ID="18" Name="7 - 8" Display="'7 - 8 %.f%%',0~100" Dmx="105~120" WheelPosition="7">
        <Swatch>965612ea-26dd-4ccb-90e1-e2142d33c4ff</Swatch>
      </Function>
      <Function ID="19" Name="8 - Op" Display="'8 - Op %.f%%',0~100" Dmx="120~160" WheelPosition="8">
        <Swatch>1691efa5-4d51-444d-84ae-2ac888b66b1b</Swatch>
      </Function>
      <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" />
      <Function ID="21" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" />
      <Function ID="22" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" />
      <Function ID="23" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="222~243" />
      <Function ID="24" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" />
      <Function ID="25" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" />
      <Function ID="26" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" />
      <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="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 Colour" Display="'Reset Colour'" Dmx="20~24" />
      <Function ID="4" Name="Reset P/T" Display="'Reset P/T'" Dmx="30~34" />
      <Function ID="5" Name="Enable Cal" Display="'Enable Cal'" Dmx="55~59" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="60~64" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="65~69" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="70~74" />
      <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="75~79" />
      <Function ID="10" Name="P/T Normal" Display="'P/T Normal'" Dmx="80~84" />
      <Function ID="11" Name="P/T Fast" Display="'P/T Fast'" Dmx="85~89" />
      <Function ID="12" Name="P/T Slow" Display="'P/T Slow'" Dmx="90~94" />
      <Function ID="13" Name="Shortcut On" Display="'Shortcut On'" Dmx="95~99" />
      <Function ID="14" Name="Shortcut Off" Display="'Shortcut Off'" Dmx="100~104" />
      <Function ID="15" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="145~149" />
      <Function ID="16" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="150~154" />
      <Function ID="17" Name="Display On" Display="'Display On'" Dmx="155~159" />
      <Function ID="18" Name="Display Off" Display="'Display Off'" Dmx="160~164" />
      <Function ID="19" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="165~169" />
      <Function ID="20" Name="Store Gobo Cal" Display="'Store Gobo Cal'" Dmx="210~214" />
      <Function ID="21" Name="Store Pan Cal" Display="'Store Pan Cal'" Dmx="235~239" />
      <Function ID="22" Name="Store Tilt Cal" Display="'Store Tilt Cal'" Dmx="240~244" />
      <Function ID="23" Name="Reset Cal" Display="'Reset Cal'" Dmx="245~249" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="MTTHMPRO" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8eb47556-9362-4bea-ae55-cc0e58f038e4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Pan" ChannelOffset="6,7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8,9" Wheel="3" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Cal">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Enable Cal">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6" 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 S-Curve">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Normal">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Fast">
      <Set Channel="Control:11" 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 Name="Shortcut On">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Shortcut Off">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store P/T Cal">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Gobo Cal">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Pan Cal">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Tilt Cal">
      <Set Channel="Control:22" 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="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Light Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="10" Name="Dark Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
    </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" />
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>