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CentoLight Thesis 1915Z (CentoLight_Thesis 1915Z.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Thesis 1915Z" ShortName="Thsis1915Z" Company="CentoLight" Version="5">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>9bd0b9cf-877d-4acf-a796-5992a2678867</Thumbnail>
  <History Date="26-10-18" Author="Nic Morris" Comment="Created (charts are a mess)" Version="1" />
  <History Date="02-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="11-07-19" Author="Nic Morris" Comment="Created from Pageant Pageant 300ZR (CM-300ZR II) (note no manual available - customer only provided 26 channel mode.  Assumed identical)" Version="3" />
  <History Date="13-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <History Date="27-10-23" Author="Nic Morris" Comment="Created from LIGHT4ME Robo Zoom Wash 1915" Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2d7fe331-71e5-4464-bd9a-61cd2d000de4" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="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="255~0" />
    </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" Display="'Reset'" Dmx="200~210" />
    </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="64~25" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="9" Name="Burst Pls" Display="'Burst Pls %.f%%',0~100" Dmx="184~170" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Preset" Name="Col Preset" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~17" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="18~24" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="25~32" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="33~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~54" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="55~61" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="62~69" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="77~84" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="85~91" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="92~99" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="100~106" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="107~113" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="114~121" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="122~128" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="129~136" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="137~143" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="144~151" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="152~158" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="159~165" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="166~173" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="174~180" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="181~188" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="196~203" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="204~210" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="211~217" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="218~225" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="226~232" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="233~240" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="241~247" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Ring_Macro_1" Name="Ring Macro 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Ring_Mac_Spd_1" Name="Ring Mac Spd 1" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Ring_Macro_2" Name="Ring Macro 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~63" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="64~95" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="96~127" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="128~159" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="160~191" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="192~223" />
      <Function ID="9" Name="Macro 79" Display="'Macro 79'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Ring_Macro_3" Name="Ring Macro 3" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~39" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~63" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="64~87" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="88~111" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="112~135" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="136~159" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="160~183" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="184~207" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="208~231" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="232~255" />
    </Attribute>
    <Attribute ID="Ring_Macro_4" Name="Ring Macro 4" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~27" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="28~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~51" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="52~63" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~75" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="76~87" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="88~99" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="100~111" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="112~123" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="124~135" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="136~147" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="148~159" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="160~171" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="172~183" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="184~195" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="196~207" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="208~219" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="220~231" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="232~243" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Ring_Mac_Spd_2" Name="Ring Mac Spd 2" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Jump" Display="'Jump %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Fade" Display="'Fade %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 14 DMX" Channels="14" Id="4c6f58ab-f548-47c9-a489-ffb1c97a45cc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3d6ad860-9a69-4856-b2f3-921924e94635" />
    <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="28" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="White" ChannelOffset="12" Wheel="40" />
      <Attribute ID="Col_Preset" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 26 DMX" Channels="26" Id="f9916ba3-8115-4020-a44c-eb090849013a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aab83983-8f49-4d75-b899-c6166e309255" />
    <Include />
    <Cells>
      <Master>
        <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="Zoom" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Col_Preset" Wheel="7" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Ring_Macro_1" ChannelOffset="25" Wheel="22" />
        <Attribute ID="Ring_Mac_Spd_1" ChannelOffset="26" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="RGBWC cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="RGBWC cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="20" ModeLink="RGBWC cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3, 30 DMX" Channels="30" Id="892a1818-c566-44a7-88a9-82bf18ab18c8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8fbe722b-c5ca-493a-9f9d-2a67d10fa06e" />
    <Include />
    <Cells>
      <Master>
        <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="Zoom" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Col_Preset" Wheel="7" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Ring_Macro_1" ChannelOffset="25" Wheel="22" />
        <Attribute ID="Ring_Mac_Spd_1" ChannelOffset="26" Wheel="23" />
        <Attribute ID="Ring_Macro_2" ChannelOffset="27" Wheel="24" />
        <Attribute ID="Ring_Macro_3" ChannelOffset="28" Wheel="52" />
        <Attribute ID="Ring_Macro_4" ChannelOffset="29" Wheel="53" />
        <Attribute ID="Ring_Mac_Spd_2" ChannelOffset="30" Wheel="54" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="RGBWC cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="RGBWC cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="20" ModeLink="RGBWC cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Col_Preset" TargetId="Col_Preset" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBWC cell" Channels="5" Hidden="True" Id="edfe6896-2ecc-4469-9826-1a10ebf953ce">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Col_Preset" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>