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Involight HIVE (Involight_HIVE.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="HIVE" ShortName="HIVE" Company="Involight" Version="1"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>98a58433-d9fa-4682-a07c-c8669004df93</Thumbnail> <History Date="19-08-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="21-08-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b43dd71a-178d-4d4c-8205-bba2ae5ef09b" /> <Control> <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="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" /> </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> <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="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="Red" Display="'Red'" Dmx="4~7" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="8~11" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="12~15" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="16~19" Colour="255,255,255" /> <Function ID="6" Name="Amber" Display="'Amber'" Dmx="20~23" Colour="255,100,0" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="24~27" Colour="180,0,255" /> <Function ID="8" Name="R+G" Display="'R+G'" Dmx="28~31" Colour="255,255,255" /> <Function ID="9" Name="R+B" Display="'R+B'" Dmx="32~35" Colour="255,255,255" /> <Function ID="10" Name="R+W" Display="'R+W'" Dmx="36~39" Colour="255,255,255" /> <Function ID="11" Name="R+A" Display="'R+A'" Dmx="40~43" Colour="255,255,255" /> <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="44~47" Colour="255,255,255" /> <Function ID="13" Name="G+B" Display="'G+B'" Dmx="48~51" Colour="255,255,255" /> <Function ID="14" Name="G+W" Display="'G+W'" Dmx="52~55" Colour="255,255,255" /> <Function ID="15" Name="G+A" Display="'G+A'" Dmx="56~59" Colour="255,255,255" /> <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="60~63" Colour="255,255,255" /> <Function ID="17" Name="B+W" Display="'B+W'" Dmx="64~67" Colour="255,255,255" /> <Function ID="18" Name="B+A" Display="'B+A'" Dmx="68~71" Colour="255,255,255" /> <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="72~75" Colour="255,255,255" /> <Function ID="20" Name="W+A" Display="'W+A'" Dmx="76~79" Colour="255,255,255" /> <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="80~83" Colour="255,255,255" /> <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="84~87" Colour="255,255,255" /> <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="88~91" Colour="255,255,255" /> <Function ID="24" Name="R+G+W" Display="'R+G+W'" Dmx="92~95" Colour="255,255,255" /> <Function ID="25" Name="R+G+A" Display="'R+G+A'" Dmx="96~99" Colour="255,255,255" /> <Function ID="26" Name="R+G+UV" Display="'R+G+UV'" Dmx="100~103" Colour="255,255,255" /> <Function ID="27" Name="R+B+W" Display="'R+B+W'" Dmx="104~107" Colour="255,255,255" /> <Function ID="28" Name="R+B+A" Display="'R+B+A'" Dmx="108~111" Colour="255,255,255" /> <Function ID="29" Name="R+B+UV" Display="'R+B+UV'" Dmx="112~115" Colour="255,255,255" /> <Function ID="30" Name="R+W+A" Display="'R+W+A'" Dmx="116~119" Colour="255,255,255" /> <Function ID="31" Name="R+W+UV" Display="'R+W+UV'" Dmx="120~123" Colour="255,255,255" /> <Function ID="32" Name="R+A+UV" Display="'R+A+UV'" Dmx="124~127" Colour="255,255,255" /> <Function ID="33" Name="G+B+W" Display="'G+B+W'" Dmx="128~131" Colour="255,255,255" /> <Function ID="34" Name="G+B+A" Display="'G+B+A'" Dmx="132~135" Colour="255,255,255" /> <Function ID="35" Name="G+B+UV" Display="'G+B+UV'" Dmx="136~139" Colour="255,255,255" /> <Function ID="36" Name="G+W+A" Display="'G+W+A'" Dmx="140~143" Colour="255,255,255" /> <Function ID="37" Name="G+W+UV" Display="'G+W+UV'" Dmx="144~147" Colour="255,255,255" /> <Function ID="38" Name="G+A+UV" Display="'G+A+UV'" Dmx="148~151" Colour="255,255,255" /> <Function ID="39" Name="B+W+A" Display="'B+W+A'" Dmx="152~155" Colour="255,255,255" /> <Function ID="40" Name="B+W+UV" Display="'B+W+UV'" Dmx="156~159" Colour="255,255,255" /> <Function ID="41" Name="B+A+UV" Display="'B+A+UV'" Dmx="160~163" Colour="255,255,255" /> <Function ID="42" Name="W+A+UV" Display="'W+A+UV'" Dmx="164~167" Colour="255,255,255" /> <Function ID="43" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="168~171" Colour="255,255,255" /> <Function ID="44" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="172~175" Colour="255,255,255" /> <Function ID="45" Name="R+G+B+UV" Display="'R+G+B+UV'" Dmx="176~179" Colour="255,255,255" /> <Function ID="46" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="180~183" Colour="255,255,255" /> <Function ID="47" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="184~187" Colour="255,255,255" /> <Function ID="48" Name="R+G+A+UV" Display="'R+G+A+UV'" Dmx="188~191" Colour="255,255,255" /> <Function ID="49" Name="R+B+W+A" Display="'R+B+W+A'" Dmx="192~195" Colour="255,255,255" /> <Function ID="50" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="196~199" Colour="255,255,255" /> <Function ID="51" Name="R+B+A+UV" Display="'R+B+A+UV'" Dmx="200~203" Colour="255,255,255" /> <Function ID="52" Name="R+W+A+UV" Display="'R+W+A+UV'" Dmx="204~207" Colour="255,255,255" /> <Function ID="53" Name="G+B+W+A" Display="'G+B+W+A'" Dmx="208~211" Colour="255,255,255" /> <Function ID="54" Name="G+B+W+UV" Display="'G+B+W+UV'" Dmx="212~215" Colour="255,255,255" /> <Function ID="55" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="216~219" Colour="255,255,255" /> <Function ID="56" Name="G+W+A+UV" Display="'G+W+A+UV'" Dmx="220~223" Colour="255,255,255" /> <Function ID="57" Name="B+W+A+UV" Display="'B+W+A+UV'" Dmx="224~227" Colour="255,255,255" /> <Function ID="58" Name="R+G+B+W+A" Display="'R+G+B+W+A'" Dmx="228~231" Colour="255,255,255" /> <Function ID="59" Name="R+G+B+W+UV" Display="'R+G+B+W+UV'" Dmx="232~235" Colour="255,255,255" /> <Function ID="60" Name="R+G+B+A+UV" Display="'R+G+B+A+UV'" Dmx="236~239" Colour="255,255,255" /> <Function ID="61" Name="R+G+W+A+UV" Display="'R+G+W+A+UV'" Dmx="240~243" Colour="255,255,255" /> <Function ID="62" Name="R+B+W+A+UV" Display="'R+B+W+A+UV'" Dmx="244~247" Colour="255,255,255" /> <Function ID="63" Name="G+B+W+A+UV" Display="'G+B+W+A+UV'" Dmx="248~251" Colour="255,255,255" /> <Function ID="64" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="252~255" Colour="255,255,255" /> </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="Changing 1" Display="'Changing 1'" Dmx="16~31" /> <Function ID="3" Name="Changing 2" Display="'Changing 2'" Dmx="32~47" /> <Function ID="4" Name="Changing 3" Display="'Changing 3'" Dmx="48~63" /> <Function ID="5" Name="Changing 4" Display="'Changing 4'" Dmx="64~79" /> <Function ID="6" Name="Fading 5" Display="'Fading 5'" Dmx="80~95" /> <Function ID="7" Name="Fading 6" Display="'Fading 6'" Dmx="96~111" /> <Function ID="8" Name="Fading 7" Display="'Fading 7'" Dmx="112~127" /> <Function ID="9" Name="Fading 8" Display="'Fading 8'" Dmx="128~143" /> <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" /> <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" /> <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" /> <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" /> <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" /> <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" /> <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" /> </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="CTO" Name="CTO" 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="Under 3200K" Display="'Under 3200K'" Dmx="16~45" Colour="255,255,255" /> <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" /> <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" /> <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" /> <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" /> <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" /> <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~224" Colour="255,255,255" /> <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="225~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Pixel_Macro" Name="Pixel 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="Red" Display="'Red'" Dmx="1~15" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="16~31" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="32~47" Colour="0,0,255" /> <Function ID="5" Name="R+B" Display="'R+B'" Dmx="48~63" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="64~79" Colour="255,255,255" /> <Function ID="7" Name="G+B" Display="'G+B'" Dmx="80~95" Colour="255,255,255" /> <Function ID="8" Name="R+B+G" Display="'R+B+G'" Dmx="96~111" Colour="255,255,255" /> <Function ID="9" Name="2700K" Display="'2700K'" Dmx="112~127" Colour="255,255,255" /> <Function ID="10" Name="3200K" Display="'3200K'" Dmx="128~143" Colour="255,255,255" /> <Function ID="11" Name="3500K" Display="'3500K'" Dmx="144~159" Colour="255,255,255" /> <Function ID="12" Name="5000K" Display="'5000K'" Dmx="160~175" Colour="255,255,255" /> <Function ID="13" Name="5500K" Display="'5500K'" Dmx="176~191" Colour="255,255,255" /> <Function ID="14" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" /> <Function ID="15" Name="6700K" Display="'6700K'" Dmx="208~223" Colour="255,255,255" /> <Function ID="16" Name="7000K" Display="'7000K'" Dmx="224~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Pixel_FX" Name="Pixel FX" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="16~29" /> <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="30~43" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="44~57" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="58~71" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="72~85" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="86~99" /> <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="100~113" /> <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="114~127" /> <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="128~141" /> <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="142~155" /> <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="156~169" /> <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="170~183" /> <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="184~197" /> <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="198~211" /> <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="212~225" /> <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="226~239" /> <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="240~255" /> </Attribute> <Attribute ID="Pixel_FX_Spd" Name="Pixel FX 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="Master_Dimmer" Name="Master Dimmer" 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="9 DMX" Channels="9"> <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="9d2c51ad-afd3-4308-ab75-1e42440cda49" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Amber" Wheel="41" /> <Attribute ID="UV" Wheel="42" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="RGBAUV 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="UV" TargetId="UV" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Pixel" ChannelOffset="7" ModeLink="RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="19 DMX" Channels="19"> <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="b96b8221-5b08-4945-8baf-c811350efcac" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Amber" Wheel="41" /> <Attribute ID="UV" Wheel="42" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="CTO" ChannelOffset="12" Wheel="9" /> <Attribute ID="Pixel_Macro" ChannelOffset="17" Wheel="8" /> <Attribute ID="Pixel_FX" ChannelOffset="18" Wheel="52" /> <Attribute ID="Pixel_FX_Spd" ChannelOffset="19" Wheel="53" /> </Master> <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="RGBAUV 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="UV" TargetId="UV" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Pixel" ChannelOffset="13" ModeLink="Pixel cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> </Cell> </Cells> </Mode> <Mode Name="RGBAUV 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="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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="RGB cell" Channels="3" 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="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="Pixel 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="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> </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 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</Swatch> </swatchLibrary> </Fixture>