View Personality

Cameo F1 FC (Cameo_F1 FC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="F1 FC" ShortName="F1 FC" Company="Cameo" Version="5">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2db843f8-cf7e-458e-9b33-f4b240e411b8</Thumbnail>
  <History Date="29-11-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="11-06-21" Author="Nic Morris" Comment="Added v1.2 modes." Version="2" />
  <History Date="11-06-21" Author="Nic Morris" Comment="Created from Cameo F2 FC" Version="3" />
  <History Date="19-06-21" Author="Nic Morris" Comment="Consolidated shared modes and added missing Atlabase ID's." Version="4" />
  <History Date="03-03-23" Author="Nic Morris" Comment="Created from Cameo F4 FC" Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="099ab775-5c28-48f6-a96a-caef115b18ef" />
  <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="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Tint" Name="Tint" 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="+ Magenta" Display="'+ Magenta %.1f%%',100.0~100.0" Dmx="1~127" Colour="255,255,255" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gel" Name="Gel" 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="L046 (Dark Magenta) R46" Display="'L046 (Dark Magenta) R46'" Dmx="6~9" Colour="255,0,255" />
      <Function ID="3" Name="L029 (Plasa Red)" Display="'L029 (Plasa Red)'" Dmx="10~13" Colour="255,0,0" />
      <Function ID="4" Name="L026 (Bright Red) R26" Display="'L026 (Bright Red) R26'" Dmx="14~17" Colour="255,0,0" />
      <Function ID="5" Name="L127 (Smokey Pink) R50" Display="'L127 (Smokey Pink) R50'" Dmx="18~21" Colour="255,150,150" />
      <Function ID="6" Name="L036 (Medium Pink) R36" Display="'L036 (Medium Pink) R36'" Dmx="22~25" Colour="255,150,150" />
      <Function ID="7" Name="L019 (Fire) R19" Display="'L019 (Fire) R19'" Dmx="26~29" Colour="255,100,0" />
      <Function ID="8" Name="L135 (Deep Golden Amber)" Display="'L135 (Deep Golden Amber)'" Dmx="30~33" Colour="255,100,0" />
      <Function ID="9" Name="L778 (Millenium Gold) R22" Display="'L778 (Millenium Gold) R22'" Dmx="34~37" Colour="255,100,0" />
      <Function ID="10" Name="L021 (Gold Amber) R21" Display="'L021 (Gold Amber) R21'" Dmx="38~41" Colour="255,100,0" />
      <Function ID="11" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="42~45" Colour="255,150,150" />
      <Function ID="12" Name="L110 (Middle Rose) R38" Display="'L110 (Middle Rose) R38'" Dmx="46~49" Colour="255,0,127" />
      <Function ID="13" Name="L109 (Light Salmon) R331" Display="'L109 (Light Salmon) R331'" Dmx="50~53" Colour="255,150,150" />
      <Function ID="14" Name="L035 (Light Pink) R35" Display="'L035 (Light Pink) R35'" Dmx="54~57" Colour="255,150,150" />
      <Function ID="15" Name="L134 (Golden Amber) R321" Display="'L134 (Golden Amber) R321'" Dmx="58~61" Colour="255,100,0" />
      <Function ID="16" Name="L017 (Surprise Peach) R17" Display="'L017 (Surprise Peach) R17'" Dmx="62~65" Colour="255,100,0" />
      <Function ID="17" Name="L746 (Brown)" Display="'L746 (Brown)'" Dmx="66~69" Colour="255,240,200" />
      <Function ID="18" Name="L105 (Orange) R15" Display="'L105 (Orange) R15'" Dmx="70~73" Colour="255,128,0" />
      <Function ID="19" Name="L020 (Medium Amber) R20" Display="'L020 (Medium Amber) R20'" Dmx="74~77" Colour="255,100,0" />
      <Function ID="20" Name="L768 (Egg Yolk Yellow)" Display="'L768 (Egg Yolk Yellow)'" Dmx="78~81" Colour="255,255,0" />
      <Function ID="21" Name="L015 (Deep Straw) R15" Display="'L015 (Deep Straw) R15'" Dmx="82~85" Colour="255,250,230" />
      <Function ID="22" Name="L767 (Oklahoma Yellow) R313" Display="'L767 (Oklahoma Yellow) R313'" Dmx="86~89" Colour="255,255,0" />
      <Function ID="23" Name="L101 (Yellow) R312" Display="'L101 (Yellow) R312'" Dmx="90~93" Colour="255,255,0" />
      <Function ID="24" Name="L100 (Spring Yellow) R10" Display="'L100 (Spring Yellow) R10'" Dmx="94~97" Colour="255,255,0" />
      <Function ID="25" Name="L088 (Lime Green) R388" Display="'L088 (Lime Green) R388'" Dmx="98~101" Colour="0,180,0" />
      <Function ID="26" Name="L121 (LEE Green) R86" Display="'L121 (LEE Green) R86'" Dmx="102~105" Colour="0,180,0" />
      <Function ID="27" Name="L738 (Jas Green) R4460" Display="'L738 (Jas Green) R4460'" Dmx="106~109" Colour="0,180,0" />
      <Function ID="28" Name="L089 (Moss Green) R89" Display="'L089 (Moss Green) R89'" Dmx="110~113" Colour="0,180,0" />
      <Function ID="29" Name="L139 (Primary Green) R90" Display="'L139 (Primary Green) R90'" Dmx="114~117" Colour="0,255,0" />
      <Function ID="30" Name="L124 (Dark Green)" Display="'L124 (Dark Green)'" Dmx="118~121" Colour="0,180,0" />
      <Function ID="31" Name="L323 (Jade) R393" Display="'L323 (Jade) R393'" Dmx="122~125" Colour="0,255,128" />
      <Function ID="32" Name="L354 (Special Steel Blue) R370" Display="'L354 (Special Steel Blue) R370'" Dmx="126~129" Colour="220,240,255" />
      <Function ID="33" Name="L116 (Medium Blue-Green) R95" Display="'L116 (Medium Blue-Green) R95'" Dmx="130~133" Colour="0,255,200" />
      <Function ID="34" Name="L183 (Moonlight Blue)" Display="'L183 (Moonlight Blue)'" Dmx="134~137" Colour="0,0,255" />
      <Function ID="35" Name="L132 (Medium Blue) R77" Display="'L132 (Medium Blue) R77'" Dmx="138~141" Colour="0,0,255" />
      <Function ID="36" Name="L119 (Dark Blue) R74" Display="'L119 (Dark Blue) R74'" Dmx="142~145" Colour="0,0,255" />
      <Function ID="37" Name="L716 (Mikkel Blue) R384" Display="'L716 (Mikkel Blue) R384'" Dmx="146~149" Colour="0,0,255" />
      <Function ID="38" Name="L071 (Tokyo Blue) R382" Display="'L071 (Tokyo Blue) R382'" Dmx="150~153" Colour="0,0,255" />
      <Function ID="39" Name="L181 (Congo Blue) R382" Display="'L181 (Congo Blue) R382'" Dmx="154~157" Colour="180,0,255" />
      <Function ID="40" Name="L799 (Special KH Lavender)" Display="'L799 (Special KH Lavender)'" Dmx="158~161" Colour="255,128,255" />
      <Function ID="41" Name="L707 (Ultimate Violet) R382" Display="'L707 (Ultimate Violet) R382'" Dmx="162~165" Colour="180,0,255" />
      <Function ID="42" Name="L343 (Special Medium Lavender) R357" Display="'L343 (Special Medium Lavender) R357'" Dmx="166~169" Colour="255,128,255" />
      <Function ID="43" Name="L798 (Chrysalis Pink) R358" Display="'L798 (Chrysalis Pink) R358'" Dmx="170~173" Colour="255,150,150" />
      <Function ID="44" Name="L701 (Provence) R358" Display="'L701 (Provence) R358'" Dmx="174~177" Colour="255,255,255" />
      <Function ID="45" Name="L797 (Deep Purple) R347" Display="'L797 (Deep Purple) R347'" Dmx="178~181" Colour="128,0,255" />
      <Function ID="46" Name="L048 (Rose Purple) R48" Display="'L048 (Rose Purple) R48'" Dmx="182~185" Colour="128,0,255" />
      <Function ID="47" Name="L345 (Fuchsia Pink)" Display="'L345 (Fuchsia Pink)'" Dmx="186~189" Colour="255,150,150" />
      <Function ID="48" Name="L795 (Magical Magenta) R346" Display="'L795 (Magical Magenta) R346'" Dmx="190~193" Colour="255,0,255" />
      <Function ID="49" Name="L128 (Bright Pink) R339" Display="'L128 (Bright Pink) R339'" Dmx="194~197" Colour="255,150,150" />
      <Function ID="50" Name="L002 (Rose Pink) R44" Display="'L002 (Rose Pink) R44'" Dmx="198~201" Colour="255,0,127" />
      <Function ID="51" Name="User Colour 1" Display="'User Colour 1'" Dmx="202~207" Colour="255,255,255" />
      <Function ID="52" Name="User Colour 2" Display="'User Colour 2'" Dmx="208~213" Colour="255,255,255" />
      <Function ID="53" Name="User Colour 3" Display="'User Colour 3'" Dmx="214~219" Colour="255,255,255" />
      <Function ID="54" Name="User Colour 4" Display="'User Colour 4'" Dmx="220~225" Colour="255,255,255" />
      <Function ID="55" Name="User Colour 5" Display="'User Colour 5'" Dmx="226~231" Colour="255,255,255" />
      <Function ID="56" Name="User Colour 6" Display="'User Colour 6'" Dmx="232~237" Colour="255,255,255" />
      <Function ID="57" Name="User Colour 7" Display="'User Colour 7'" Dmx="238~243" Colour="255,255,255" />
      <Function ID="58" Name="User Colour 8" Display="'User Colour 8'" Dmx="244~249" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gel_xFade" Name="Gel xFade" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="0s" Display="'0s'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="100-10000ms" Display="'%.fms',100~10000" Dmx="6~105" Colour="255,255,255" />
      <Function ID="3" Name="11-119s" Display="'11-119s %.f Sec',11~119" Dmx="106~214" Colour="255,255,255" />
      <Function ID="4" Name="120-290s" Display="'120-290s %.f Sec',120~290" Dmx="215~244" Colour="255,255,255" />
      <Function ID="5" Name="5-15min" Display="'%.fmin',5~15" Dmx="245~255" Colour="255,255,255" />
    </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="Dim Response LED" Display="'Dim Response LED'" Dmx="78~79" />
      <Function ID="3" Name="Dim Resoponse Halogen" Display="'Dim Resoponse Halogen'" Dmx="80~81" />
      <Function ID="4" Name="DTW (Redshift) On" Display="'DTW (Redshift) On'" Dmx="82~83" />
      <Function ID="5" Name="DTW (Redshift) Off" Display="'DTW (Redshift) Off'" Dmx="84~85" />
      <Function ID="6" Name="Fan Silent" Display="'Fan Silent'" Dmx="102~103" />
      <Function ID="7" Name="Fan Auto" Display="'Fan Auto'" Dmx="104~105" />
      <Function ID="8" Name="LED Freq 600Hz" Display="'LED Freq 600Hz'" Dmx="124~125" />
      <Function ID="9" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="126~127" />
      <Function ID="10" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="128~129" />
      <Function ID="11" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="130~131" />
      <Function ID="12" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="132~133" />
      <Function ID="13" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="134~135" />
      <Function ID="14" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="168~169" />
      <Function ID="15" Name="Dim Curve Exponential" Display="'Dim Curve Exponential'" Dmx="170~171" />
      <Function ID="16" Name="Dim Curve Logarithmic" Display="'Dim Curve Logarithmic'" Dmx="172~173" />
      <Function ID="17" Name="Dim Curve S-Curve" Display="'Dim Curve S-Curve'" Dmx="174~175" />
      <Function ID="18" Name="RAW Mode" Display="'RAW Mode'" Dmx="206~207" />
      <Function ID="19" Name="User Calibrated Mode" Display="'User Calibrated Mode'" Dmx="208~209" />
      <Function ID="20" Name="Factory Calibrated Mode" Display="'Factory Calibrated Mode'" Dmx="210~211" />
      <Function ID="21" Name="Default Set (1)" Display="'Default Set (1)'" Dmx="240~241" />
      <Function ID="22" Name="Default Set (2)" Display="'Default Set (2)'" Dmx="242~243" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CCT1" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Bulb White (2700K)" Display="'Bulb White (2700K)'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Halogen White (3200K)" Display="'Halogen White (3200K)'" Dmx="9~11" Colour="255,255,255" />
      <Function ID="3" Name="Neutral White (4000K)" Display="'Neutral White (4000K)'" Dmx="12~14" Colour="255,255,255" />
      <Function ID="4" Name="Studio White (5600K)" Display="'Studio White (5600K)'" Dmx="15~17" Colour="255,255,255" />
      <Function ID="5" Name="Daylight White (6500K" Display="'Daylight White (6500K'" Dmx="18~20" Colour="255,255,255" />
      <Function ID="6" Name="1600-6500K" Display="'1600-6500K %.fK',1600~6500" Dmx="21~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CCT2" Name="CCT" 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="Bulb White (2700K)" Display="'Bulb White (2700K)'" Dmx="6~8" Colour="255,255,255" />
      <Function ID="3" Name="Halogen White (3200K)" Display="'Halogen White (3200K)'" Dmx="9~11" Colour="255,255,255" />
      <Function ID="4" Name="Neutral White (4000K)" Display="'Neutral White (4000K)'" Dmx="12~14" Colour="255,255,255" />
      <Function ID="5" Name="Studio White (5600K)" Display="'Studio White (5600K)'" Dmx="15~17" Colour="255,255,255" />
      <Function ID="6" Name="Daylight White (6500K" Display="'Daylight White (6500K'" Dmx="18~20" Colour="255,255,255" />
      <Function ID="7" Name="1600-6500K" Display="'1600-6500K %.fK',1600~6500" Dmx="21~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="DIM (User Color 1), 1 DMX" Channels="1">
    <Import PearlRef="" 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="f84d66f0-fff9-41e4-beb6-c7878c99b833" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DIM 16Bit (User Color 1), 2 DMX" Channels="2">
    <Import PearlRef="" 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="2a5185e5-d8f4-45c2-998c-cf389997ce1d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="CCT, 2 DMX" Channels="2">
    <Import PearlRef="" 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="2070ce2d-3db3-490c-9f3e-0af060d671e6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT1" ChannelOffset="2" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="CCT 16Bit, 4 DMX" Channels="4">
    <Import PearlRef="" 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="4d0e3883-f113-4e16-8549-182e9039ab01" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CCT1" ChannelOffset="3" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="4" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="RGB (Calibrated), 3 DMX" Channels="3">
    <Import PearlRef="" 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="dd63322a-8dce-4d22-8b8f-15a0d0ffda67" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Direct (RAW), 4 DMX" Channels="4">
    <Import PearlRef="" 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="6eb8566b-895c-4872-9948-4c78a4291c4b" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Direct 16Bit, 8 DMX" Channels="8">
    <Import PearlRef="" 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="9bf84f4e-3aec-4d8f-8944-7c1f166d88e6" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSI-CCT, 6 DMX" Channels="6">
    <Import PearlRef="" 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="9eb377d1-0ee4-459a-9fe0-d2c689c66f20" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1,2" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Hue" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" />
      <Attribute ID="CCT2" ChannelOffset="5" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="6" Wheel="38" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB-CCT, 7 DMX" Channels="7">
    <Import PearlRef="" 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="185786af-b995-432e-91a5-369b7713129a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="CCT2" ChannelOffset="6" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="7" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="HSI-CCT, 10 DMX" Channels="10">
    <Import PearlRef="" 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="1d582275-22c6-4b02-8305-a4e60c24b756" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1,2" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Hue" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="5" Wheel="8" />
      <Attribute ID="CCT2" ChannelOffset="6" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="7" Wheel="38" />
      <Attribute ID="Gel" ChannelOffset="8" Wheel="39" />
      <Attribute ID="Gel_xFade" ChannelOffset="9" Wheel="67" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Direct-CCT, 16 DMX" Channels="16">
    <Import PearlRef="" 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="57fbd356-36e0-4bf7-a0ab-99d2c1b3e2a8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10,11" Wheel="40" />
      <Attribute ID="CCT2" ChannelOffset="12" Wheel="37" />
      <Attribute ID="Tint" ChannelOffset="13" Wheel="38" />
      <Attribute ID="Gel" ChannelOffset="14" Wheel="39" />
      <Attribute ID="Gel_xFade" ChannelOffset="15" Wheel="67" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Response LED">
      <Set Channel="Control:2" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Resoponse Halogen">
      <Set Channel="Control:3" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DTW (Redshift) On">
      <Set Channel="Control:4" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DTW (Redshift) Off">
      <Set Channel="Control:5" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 600Hz">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 4000Hz">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:13" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Linear">
      <Set Channel="Control:14" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Exponential">
      <Set Channel="Control:15" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Logarithmic">
      <Set Channel="Control:16" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve S-Curve">
      <Set Channel="Control:17" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RAW Mode">
      <Set Channel="Control:18" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="User Calibrated Mode">
      <Set Channel="Control:19" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Factory Calibrated Mode">
      <Set Channel="Control:20" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Default Set (1)">
      <Set Channel="Control:21" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Default Set (2)">
      <Set Channel="Control:22" Delay="4000" />
      <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="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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="14308ae9-1764-403a-8238-483a454295c4">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</Swatch>
    <Swatch id="2db843f8-cf7e-458e-9b33-f4b240e411b8">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</Swatch>
  </swatchLibrary>
</Fixture>