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Nicols AURA STROB (Nicols_AURA STROB.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="AURA STROB" ShortName="AURA STROB" Company="Nicols"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>c9a3ce31-c421-4b8e-bbc1-4d87da784821</Thumbnail> <History Date="07-02-20" Author="Nic Morris" Comment="Created (poor documentation. unclear what section controls do. made best guess)" /> <History Date="08-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="455daa3b-7890-4365-b711-7917f2cf853e" /> <Control> <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> <Attribute ID="Duration" Name="Duration" Description="" Group="I"> <Locate Locate="1:7" PowerOn="1:7" /> <Function ID="1" Name="Duration" Display="'%.fms',7~650" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~42" /> <Function ID="3" Name="Ramp Dn" Display="'Ramp Dn'" Dmx="43~85" /> <Function ID="4" Name="Ramp Up/Dn" Display="'Ramp Up/Dn'" Dmx="86~128" /> <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" /> <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" /> <Function ID="7" Name="Spikes" Display="'Spikes'" Dmx="215~255" /> </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 Linear" Display="'Dim Linear'" Dmx="8~15" /> <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="16~23" /> <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="24~31" /> <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="32~39" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="48~55" /> <Function ID="7" Name="Fan Fast" Display="'Fan Fast'" Dmx="56~63" /> <Function ID="8" Name="Fan Normal" Display="'Fan Normal'" Dmx="64~71" /> <Function ID="9" Name="Fan Slow" Display="'Fan Slow'" Dmx="72~79" /> <Function ID="10" Name="Reset" Display="'Reset'" Dmx="88~95" /> </Attribute> <Attribute ID="FX" Name="FX" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="FX_Spd" Name="FX Spd" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~129" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="127~128" /> <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" /> </Attribute> <Attribute ID="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Section 1" Display="'Section 1'" Dmx="8~31" /> <Function ID="3" Name="Section 2" Display="'Section 2'" Dmx="32~55" /> <Function ID="4" Name="Section 3" Display="'Section 3'" Dmx="56~79" /> <Function ID="5" Name="Section 4" Display="'Section 4'" Dmx="80~103" /> <Function ID="6" Name="L-R" Display="'L-R %.f%%',0~100" Dmx="163~104" /> <Function ID="7" Name="R-L" Display="'R-L %.f%%',0~100" Dmx="255~164" /> </Attribute> <Attribute ID="Aura_Shutter" Name="Aura 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="50~200" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" /> </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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" 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" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="38,39,40,41,42,43,44" If="'Colour1Func'==2" /> <Else ID="45" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Moroccan Pink" Display="'Moroccan Pink'" Dmx="11~15" Colour="255,150,150" /> <Function ID="3" Name="Pink" Display="'Pink'" Dmx="16~20" Colour="255,150,150" /> <Function ID="4" Name="Special Rose Pink" Display="'Special Rose Pink'" Dmx="21~25" Colour="255,150,150" /> <Function ID="5" Name="Follies Pink" Display="'Follies Pink'" Dmx="26~30" Colour="255,150,150" /> <Function ID="6" Name="Fuschia Pink" Display="'Fuschia Pink'" Dmx="31~35" Colour="255,150,150" /> <Function ID="7" Name="Surprise Pink" Display="'Surprise Pink'" Dmx="36~40" Colour="255,150,150" /> <Function ID="8" Name="Congo Blue" Display="'Congo Blue'" Dmx="41~45" Colour="128,0,255" /> <Function ID="9" Name="Tokyo Blue" Display="'Tokyo Blue'" Dmx="46~50" Colour="0,0,255" /> <Function ID="10" Name="Deep Blue" Display="'Deep Blue'" Dmx="51~55" Colour="0,0,180" /> <Function ID="11" Name="Just Blue" Display="'Just Blue'" Dmx="56~60" Colour="0,128,255" /> <Function ID="12" Name="Medium Blue" Display="'Medium Blue'" Dmx="61~65" Colour="128,255,255" /> <Function ID="13" Name="Double CT Blue" Display="'Double CT Blue'" Dmx="66~70" Colour="230,230,255" /> <Function ID="14" Name="Slate Blue" Display="'Slate Blue'" Dmx="71~75" Colour="220,240,255" /> <Function ID="15" Name="Full CT Blue" Display="'Full CT Blue'" Dmx="76~80" Colour="230,230,255" /> <Function ID="16" Name="Half CT Blue" Display="'Half CT Blue'" Dmx="81~85" Colour="128,255,255" /> <Function ID="17" Name="Steel Blue" Display="'Steel Blue'" Dmx="86~90" Colour="0,0,255" /> <Function ID="18" Name="Lighter Blue" Display="'Lighter Blue'" Dmx="91~95" Colour="0,0,255" /> <Function ID="19" Name="Light Blue" Display="'Light Blue'" Dmx="96~100" Colour="0,0,255" /> <Function ID="20" Name="Medium Blue Green" Display="'Medium Blue Green'" Dmx="101~105" Colour="0,255,128" /> <Function ID="21" Name="Dark Green" Display="'Dark Green'" Dmx="106~110" Colour="0,180,0" /> <Function ID="22" Name="Primary Green" Display="'Primary Green'" Dmx="111~115" Colour="0,255,0" /> <Function ID="23" Name="Moss Green" Display="'Moss Green'" Dmx="116~120" Colour="128,255,0" /> <Function ID="24" Name="Fern Green" Display="'Fern Green'" Dmx="121~125" Colour="128,255,0" /> <Function ID="25" Name="JAS Green" Display="'JAS Green'" Dmx="126~130" Colour="128,255,0" /> <Function ID="26" Name="Lime Green" Display="'Lime Green'" Dmx="131~135" Colour="128,255,0" /> <Function ID="27" Name="Spring Yellow" Display="'Spring Yellow'" Dmx="136~140" Colour="255,255,0" /> <Function ID="28" Name="Deep Amber" Display="'Deep Amber'" Dmx="141~145" Colour="255,100,0" /> <Function ID="29" Name="Chrome Orange" Display="'Chrome Orange'" Dmx="146~150" Colour="255,128,0" /> <Function ID="30" Name="Orange" Display="'Orange'" Dmx="151~155" Colour="255,128,0" /> <Function ID="31" Name="Gold Amber" Display="'Gold Amber'" Dmx="156~160" Colour="255,128,0" /> <Function ID="32" Name="Millennium Gold" Display="'Millennium Gold'" Dmx="161~165" Colour="255,128,0" /> <Function ID="33" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="166~170" Colour="255,75,0" /> <Function ID="34" Name="Flame Red" Display="'Flame Red'" Dmx="171~175" Colour="255,0,0" /> <Function ID="35" Name="Magenta" Display="'Magenta'" Dmx="176~180" Colour="255,0,255" /> <Function ID="36" Name="Medium Lavender" Display="'Medium Lavender'" Dmx="181~185" Colour="255,128,255" /> <Function ID="37" Name="White" Display="'White'" Dmx="186~190" Colour="255,255,255" /> <Function ID="38" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="0,0,0" /> <Function ID="39" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~214" Colour="0,0,0" /> <Function ID="40" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="255,255,255" /> <Function ID="41" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="220~243" Colour="0,0,0" /> <Function ID="42" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="255,255,255" /> <Function ID="43" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="255,255,255" /> <Function ID="44" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" Colour="255,255,255" /> <Function ID="45" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Strobe Master" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="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="4a056c09-e914-4fb8-8661-2275fa74b151" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="2" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> </Include> </Mode> <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="60f34854-a3f9-46c3-85a0-ccaa63764128" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="2" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="4" Wheel="22" /> </Include> </Mode> <Mode Name="Extern, 14 DMX" Channels="14"> <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="030f0a0a-1b8c-4b83-901d-d41845bff645" /> <Include /> <Cells> <Master> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Duration" Wheel="6" /> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Effect" Wheel="22" /> <Attribute ID="Control" ChannelOffset="5" Wheel="28" /> <Attribute ID="FX" ChannelOffset="6" Wheel="23" /> <Attribute ID="FX_Spd" ChannelOffset="7" Wheel="24" /> <Attribute ID="Macro" ChannelOffset="8" Wheel="52" /> <Attribute ID="Aura_Shutter" Wheel="34" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" Wheel="8" /> </Master> <Cell ID="Cell1" Name="Strobe" ChannelOffset="1" ModeLink="Strobe cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Effect" TargetId="Effect" /> </Cell> <Cell ID="Cell2" Name="Aura" ChannelOffset="9" ModeLink="Aura cell" X="0" Y="1"> <AttributeLink SourceId="Aura_Shutter" TargetId="Aura_Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" /> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> </Cells> </Mode> <Mode Name="Section, 18 DMX" Channels="18"> <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="d50fb9bb-7346-4792-99b8-56d947fcde1f" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="6" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="8" Wheel="22" /> <Attribute ID="Control" ChannelOffset="9" Wheel="28" /> <Attribute ID="FX" ChannelOffset="10" Wheel="23" /> <Attribute ID="FX_Spd" ChannelOffset="11" Wheel="24" /> <Attribute ID="Macro" ChannelOffset="12" Wheel="52" /> <Attribute ID="Aura_Shutter" Wheel="34" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" Wheel="8" /> </Master> <Cell ID="Cell1" Name="Strobe 1" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Strobe 2" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Strobe 3" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Strobe 4" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Aura" ChannelOffset="13" ModeLink="Aura cell" X="0" Y="4"> <AttributeLink SourceId="Aura_Shutter" TargetId="Aura_Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" /> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> </Cells> </Mode> <Mode Name="Strobe cell" Channels="4" Hidden="True"> <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> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="2" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="4" Wheel="22" /> </Include> </Mode> <Mode Name="Aura cell" Channels="6" Hidden="True"> <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> <Include> <Attribute ID="Aura_Shutter" ChannelOffset="1" Wheel="34" /> <Attribute ID="Dimmer" ChannelOffset="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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> </Include> </Mode> <Mode Name="Dim cell" Channels="1" Hidden="True"> <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> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> </Include> </Mode> <Mode Name="18 DMX (Strobe part, patch 1/2)" 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> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="6" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="8" Wheel="22" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="18 DMX (Master+Aura part, patch 2/2)" 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> <Include> <Attribute ID="Control" ChannelOffset="1" Wheel="28" /> <Attribute ID="FX" ChannelOffset="2" Wheel="23" /> <Attribute ID="FX_Spd" ChannelOffset="3" Wheel="24" /> <Attribute ID="Macro" ChannelOffset="4" Wheel="52" /> <Attribute ID="Aura_Shutter" ChannelOffset="5" Wheel="34" /> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> <Attribute ID="Red" ChannelOffset="7" Wheel="10" /> <Attribute ID="Green" ChannelOffset="8" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="9" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> </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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>