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ACME Drummer (STROBE 100) (ACME_Drummer (STROBE 100).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Drummer (STROBE 100)" ShortName="Drummer" Company="ACME" Version="1"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>11f03ba4-6597-467c-a4b7-e13507793ab9</Thumbnail> <History Date="08-04-23" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="17-04-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="14342" ModelID="8172" /> </RDM> <AtlaBase TypeID="ec88224a-83bf-4c97-9136-03d752d14eb7" /> <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="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </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="Duration" Name="Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Rate" Name="Rate" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="7~255" /> </Attribute> <Attribute ID="Strobe" Name="Strobe" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~47" /> <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="48~89" /> <Function ID="4" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="90~131" /> <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="132~173" /> <Function ID="6" Name="Random" Display="'Random'" Dmx="174~215" /> <Function ID="7" Name="Sound" Display="'Sound'" Dmx="216~255" /> </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="Macro 1" Display="'Macro 1'" Dmx="4~12" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="13~21" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="22~30" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="31~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~48" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="49~57" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="58~66" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="67~75" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="76~84" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="85~93" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="94~102" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="103~111" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="112~120" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="121~129" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="130~138" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="139~147" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="148~156" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="157~165" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="166~174" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="175~183" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="184~192" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="193~201" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="202~210" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="211~219" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="220~228" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="229~237" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="238~246" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="247~255" /> </Attribute> <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Normal" Display="'Normal %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Inverted" Display="'Inverted %.1f%%',0.0~100.0" Dmx="128~255" /> </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="50~59" /> <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="60~69" /> <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="70~79" /> <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="80~89" /> <Function ID="6" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="100~109" /> <Function ID="7" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="110~119" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="Mode 1, 5 DMX" Channels="5"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="1337776a-73fd-4a74-9e5e-0dd0433bedb1" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 2, 12 DMX" Channels="12"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="17a1bb28-9497-4dfe-9ef1-4dda0cd5f99b" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" /> <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="7" Wheel="6" /> <Attribute ID="Rate" ChannelOffset="8" Wheel="5" /> <Attribute ID="Strobe" ChannelOffset="9" Wheel="34" /> <Attribute ID="Macro" ChannelOffset="10" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Control" ChannelOffset="12" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 3, 23 DMX" Channels="23"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="0c4b79e7-b5d1-4a6b-b7bd-5d98b7585f5c" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Master_Dimmer" ChannelOffset="19,20" Wheel="4" /> <Attribute ID="Duration" ChannelOffset="21" Wheel="6" /> <Attribute ID="Rate" ChannelOffset="22" Wheel="5" /> <Attribute ID="Strobe" ChannelOffset="23" Wheel="34" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="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> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="4"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="Cell" X="0" Y="5"> <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="Mode 4, 41 DMX" Channels="41"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="563cb349-888b-4207-94e1-75267cde5cb6" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Master_Dimmer" ChannelOffset="37,38" Wheel="4" /> <Attribute ID="Duration" ChannelOffset="39" Wheel="6" /> <Attribute ID="Rate" ChannelOffset="40" Wheel="5" /> <Attribute ID="Strobe" ChannelOffset="41" Wheel="34" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="4" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="Cell" X="5" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="19" ModeLink="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> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="22" ModeLink="Cell" X="1" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="25" ModeLink="Cell" X="2" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="28" ModeLink="Cell" X="3" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="31" ModeLink="Cell" X="4" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="34" ModeLink="Cell" X="5" 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="Mode 5, 72 DMX" Channels="72"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="2dc01111-3481-4cd8-bf07-2b53f6d05268" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="4" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="Cell" X="5" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="19" ModeLink="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> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="22" ModeLink="Cell" X="1" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="25" ModeLink="Cell" X="2" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="28" ModeLink="Cell" X="3" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="31" ModeLink="Cell" X="4" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="34" ModeLink="Cell" X="5" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell13" Name="Cell 13" ChannelOffset="37" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell14" Name="Cell 14" ChannelOffset="40" ModeLink="Cell" X="1" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell15" Name="Cell 15" ChannelOffset="43" ModeLink="Cell" X="2" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell16" Name="Cell 16" ChannelOffset="46" ModeLink="Cell" X="3" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell17" Name="Cell 17" ChannelOffset="49" ModeLink="Cell" X="4" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell18" Name="Cell 18" ChannelOffset="52" ModeLink="Cell" X="5" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell19" Name="Cell 19" ChannelOffset="55" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell20" Name="Cell 20" ChannelOffset="58" ModeLink="Cell" X="1" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell21" Name="Cell 21" ChannelOffset="61" ModeLink="Cell" X="2" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell22" Name="Cell 22" ChannelOffset="64" ModeLink="Cell" X="3" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell23" Name="Cell 23" ChannelOffset="67" ModeLink="Cell" X="4" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell24" Name="Cell 24" ChannelOffset="70" ModeLink="Cell" X="5" Y="3"> <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="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> <Macro> <Macro Name="Dim Linear"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Fast"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Smooth"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> 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</Swatch> </swatchLibrary> </Fixture>