View Personality

American DJ Encore LP18IP (American DJ_Encore LP18IP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Encore LP18IP" ShortName="Enc LP18IP" Company="American DJ" Version="3"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>5f5bfb24-2be7-4d6c-8706-b9f9f71ce674</Thumbnail> <History Date="08-02-22" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="10-02-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="a020e60c-cfe6-4557-bf57-792f152feb23" /> <Control> <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="Lime" Name="Lime" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" 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="1~4" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:2700" PowerOn="1:2700" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2700~7000" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="CTO_Macro" Name="CTO Macro" 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="2700K" Display="'2700K'" Dmx="1~54" Colour="255,255,255" /> <Function ID="3" Name="3200K" Display="'3200K'" Dmx="55~109" Colour="255,255,255" /> <Function ID="4" Name="4000K" Display="'4000K'" Dmx="110~164" Colour="255,255,255" /> <Function ID="5" Name="5600K" Display="'5600K'" Dmx="165~219" Colour="255,255,255" /> <Function ID="6" Name="6500K" Display="'6500K'" Dmx="220~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="32~63" /> <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="64~95" /> <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="96~127" /> <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="128~159" /> <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="160~191" /> <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="192~223" /> <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="224~255" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto Spd" 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="Auto_Fade" Name="Auto Fade" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="Dim Spd 0.1s" Display="'Dim Spd 0.1s'" Dmx="121~121" /> <Function ID="8" Name="Dim Spd 0.2s" Display="'Dim Spd 0.2s'" Dmx="122~122" /> <Function ID="9" Name="Dim Spd 0.3s" Display="'Dim Spd 0.3s'" Dmx="123~123" /> <Function ID="10" Name="Dim Spd 0.4s" Display="'Dim Spd 0.4s'" Dmx="124~124" /> <Function ID="11" Name="Dim Spd 0.5s" Display="'Dim Spd 0.5s'" Dmx="125~125" /> <Function ID="12" Name="Dim Spd 0.6s" Display="'Dim Spd 0.6s'" Dmx="126~126" /> <Function ID="13" Name="Dim Spd 0.7s" Display="'Dim Spd 0.7s'" Dmx="127~127" /> <Function ID="14" Name="Dim Spd 0.8s" Display="'Dim Spd 0.8s'" Dmx="128~128" /> <Function ID="15" Name="Dim Spd 0.9s" Display="'Dim Spd 0.9s'" Dmx="129~129" /> <Function ID="16" Name="Dim Spd 1.0s" Display="'Dim Spd 1.0s'" Dmx="130~130" /> <Function ID="17" Name="Dim Spd 1.5s" Display="'Dim Spd 1.5s'" Dmx="131~131" /> <Function ID="18" Name="Dim Spd 2.0s" Display="'Dim Spd 2.0s'" Dmx="132~132" /> <Function ID="19" Name="Dim Spd 3.0s" Display="'Dim Spd 3.0s'" Dmx="133~133" /> <Function ID="20" Name="Dim Spd 4.0s" Display="'Dim Spd 4.0s'" Dmx="134~134" /> <Function ID="21" Name="Dim Spd 5.0s" Display="'Dim Spd 5.0s'" Dmx="135~135" /> <Function ID="22" Name="Dim Spd 6.0s" Display="'Dim Spd 6.0s'" Dmx="136~136" /> <Function ID="23" Name="Dim Spd 7.0s" Display="'Dim Spd 7.0s'" Dmx="137~137" /> <Function ID="24" Name="Dim Spd 8.0s" Display="'Dim Spd 8.0s'" Dmx="138~138" /> <Function ID="25" Name="Dim Spd 9.0s" Display="'Dim Spd 9.0s'" Dmx="139~139" /> <Function ID="26" Name="Dim Spd 10.0s" Display="'Dim Spd 10.0s'" Dmx="140~140" /> <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" /> <Function ID="2" Name="Square" Display="'Square'" Dmx="21~40" /> <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" /> </Attribute> <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="900Hz" Display="'900Hz'" Dmx="16~30" /> <Function ID="3" Name="1000Hz" Display="'1000Hz'" Dmx="31~45" /> <Function ID="4" Name="1100Hz" Display="'1100Hz'" Dmx="46~60" /> <Function ID="5" Name="1200Hz" Display="'1200Hz'" Dmx="61~75" /> <Function ID="6" Name="1300Hz" Display="'1300Hz'" Dmx="76~90" /> <Function ID="7" Name="1400Hz" Display="'1400Hz'" Dmx="91~105" /> <Function ID="8" Name="1500Hz" Display="'1500Hz'" Dmx="106~120" /> <Function ID="9" Name="2500Hz" Display="'2500Hz'" Dmx="121~135" /> <Function ID="10" Name="4000Hz" Display="'4000Hz'" Dmx="136~150" /> <Function ID="11" Name="5000Hz" Display="'5000Hz'" Dmx="151~165" /> <Function ID="12" Name="10000Hz" Display="'10000Hz'" Dmx="166~180" /> <Function ID="13" Name="15000Hz" Display="'15000Hz'" Dmx="181~195" /> <Function ID="14" Name="20000Hz" Display="'20000Hz'" Dmx="196~210" /> <Function ID="15" Name="25000Hz" Display="'25000Hz'" Dmx="211~225" /> </Attribute> </Control> <Mode Name="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="1d98f836-2591-4ba6-a585-b5d14a2f8d8b" /> <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="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="c1e5cea2-e2e7-446b-a38f-b7983c46cf4e" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> </Include> </Mode> <Mode Name="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="ee88a8ac-c1a7-4cc4-9115-9a56fcbdc68c" /> <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="Lime" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="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="2c77e881-e247-419f-8096-3fc7cd9d75b4" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> </Include> </Mode> <Mode Name="13 DMX" Channels="13"> <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="f8e70a5f-7815-485d-9ce6-0a8b6d2809a1" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="11" Wheel="25" /> <Attribute ID="Dim_Curve" ChannelOffset="12" Wheel="26" /> <Attribute ID="Refresh_Rate" ChannelOffset="13" Wheel="28" /> </Include> </Mode> <Mode Name="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="4dd1a9b3-5b7e-4b36-8ebd-aca35a903d30" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="8" /> <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> <Attribute ID="Auto" ChannelOffset="11" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" /> <Attribute ID="Auto_Fade" ChannelOffset="13" Wheel="24" /> <Attribute ID="Dim_Mode" ChannelOffset="14" Wheel="25" /> <Attribute ID="Dim_Curve" ChannelOffset="15" Wheel="26" /> <Attribute ID="Refresh_Rate" ChannelOffset="16" Wheel="28" /> </Include> </Mode> <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 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> </Palettes> <swatchLibrary> <Swatch id="5f5bfb24-2be7-4d6c-8706-b9f9f71ce674">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</Swatch> </swatchLibrary> </Fixture>