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Blizzard Lighting Motif Atelier 16FX (Blizzard Lighting_Motif Atelier 16FX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Motif Atelier 16FX" ShortName="M-Atlr16FX" Company="Blizzard Lighting"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>31cc4854-0d19-4782-9f00-7576ef180da0</Thumbnail> <History Date="31-07-19" Author="Nic Morris" Comment="Created" /> <History Date="01-08-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="bba59d16-3fdb-4b1e-abba-8df7e25e2352" /> <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="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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Sync" Display="'Sync %.f%%',0~100" Dmx="21~60" /> <Function ID="3" Name="Async" Display="'Async %.f%%',0~100" Dmx="6~20" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="101~140" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="141~180" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="181~220" /> <Function ID="7" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="61~100" /> <Function ID="8" Name="Square" Display="'Square %.f%%',0~100" Dmx="221~255" /> </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="Custom Col 1 (CT01)" Display="'Custom Col 1 (CT01)'" Dmx="6~10" /> <Function ID="3" Name="Custom Col 2 (CT02)" Display="'Custom Col 2 (CT02)'" Dmx="11~15" /> <Function ID="4" Name="Custom Col 3 (CT03)" Display="'Custom Col 3 (CT03)'" Dmx="16~20" /> <Function ID="5" Name="Custom Col 4 (CT04)" Display="'Custom Col 4 (CT04)'" Dmx="21~25" /> <Function ID="6" Name="Custom Col 5 (CT05)" Display="'Custom Col 5 (CT05)'" Dmx="26~30" /> <Function ID="7" Name="Custom Col 6 (CT06)" Display="'Custom Col 6 (CT06)'" Dmx="31~35" /> <Function ID="8" Name="Custom Col 7 (CT07)" Display="'Custom Col 7 (CT07)'" Dmx="36~40" /> <Function ID="9" Name="Custom Col 8 (CT08)" Display="'Custom Col 8 (CT08)'" Dmx="41~45" /> <Function ID="10" Name="Custom Col 9 (CT09)" Display="'Custom Col 9 (CT09)'" Dmx="46~50" /> <Function ID="11" Name="Custom Col 10 (CT10)" Display="'Custom Col 10 (CT10)'" Dmx="51~55" /> <Function ID="12" Name="Auto 1 (R,G,B,W,RG,RB,GB,RGBW)" Display="'Auto 1 (R,G,B,W,RG,RB,GB,RGBW)'" Dmx="56~60" /> <Function ID="13" Name="Auto 2 (R↑,R↓,G↑,G↓,B↑.B↓,W↑,W↓)" Display="'Auto 2 (R↑,R↓,G↑,G↓,B↑.B↓,W↑,W↓)'" Dmx="61~65" /> <Function ID="14" Name="Auto 3 (R↑G↑,R↓G↓,R↑B↑,R↓B↓,B↑G↑,B↓G↓)" Display="'Auto 3 (R↑G↑,R↓G↓,R↑B↑,R↓B↓,B↑G↑,B↓G↓)'" Dmx="66~70" /> <Function ID="15" Name="Auto 4 (R↑G↑B↑W↑,R↓G↓B↓W↓)" Display="'Auto 4 (R↑G↑B↑W↑,R↓G↓B↓W↓)'" Dmx="71~75" /> <Function ID="16" Name="Auto 5 (B,BG↑,BG,B↓G,G,GR↑,GR,G↓R,R,RB↑,RB,R↓B)" Display="'Auto 5 (B,BG↑,BG,B↓G,G,GR↑,GR,G↓R,R,RB↑,RB,R↓B)'" Dmx="76~80" /> <Function ID="17" Name="Auto 6 (1-16 Pix Chase then Col Change)" Display="'Auto 6 (1-16 Pix Chase then Col Change)'" Dmx="81~85" /> <Function ID="18" Name="Auto 7 (RGBY step running)" Display="'Auto 7 (RGBY step running)'" Dmx="86~90" /> <Function ID="19" Name="Auto 8 (4Y running w/fade)" Display="'Auto 8 (4Y running w/fade)'" Dmx="91~95" /> <Function ID="20" Name="Auto 9 (4P step running)" Display="'Auto 9 (4P step running)'" Dmx="96~100" /> <Function ID="21" Name="Auto 10 (4R running on G)" Display="'Auto 10 (4R running on G)'" Dmx="101~105" /> <Function ID="22" Name="Auto 11 (4G running onB)" Display="'Auto 11 (4G running onB)'" Dmx="106~110" /> <Function ID="23" Name="Auto 12 (4Y running on P)" Display="'Auto 12 (4Y running on P)'" Dmx="111~115" /> <Function ID="24" Name="Auto 13 (4R step running)" Display="'Auto 13 (4R step running)'" Dmx="116~120" /> <Function ID="25" Name="Auto 14 (4C step running)" Display="'Auto 14 (4C step running)'" Dmx="121~125" /> <Function ID="26" Name="Auto 15 (6Y running w/fade)" Display="'Auto 15 (6Y running w/fade)'" Dmx="126~130" /> <Function ID="27" Name="Auto 16 (6P running w/fade)" Display="'Auto 16 (6P running w/fade)'" Dmx="131~135" /> <Function ID="28" Name="Auto 17 (Y open from 1-16 then dark)" Display="'Auto 17 (Y open from 1-16 then dark)'" Dmx="136~140" /> <Function ID="29" Name="Auto 18 (B open from 1-16 then dark)" Display="'Auto 18 (B open from 1-16 then dark)'" Dmx="141~145" /> <Function ID="30" Name="Auto 19 (Each piece change with RGBYPC)" Display="'Auto 19 (Each piece change with RGBYPC)'" Dmx="146~150" /> <Function ID="31" Name="Auto 20 (1-16 Pix Chase then Col Change REV)" Display="'Auto 20 (1-16 Pix Chase then Col Change REV)'" Dmx="151~155" /> <Function ID="32" Name="Auto 21 (RGBY step running REV)" Display="'Auto 21 (RGBY step running REV)'" Dmx="156~160" /> <Function ID="33" Name="Auto 22 (4P running w/fade)" Display="'Auto 22 (4P running w/fade)'" Dmx="161~165" /> <Function ID="34" Name="Auto 23 (4P step running REV)" Display="'Auto 23 (4P step running REV)'" Dmx="166~170" /> <Function ID="35" Name="Auto 24 (4R running on G REV)" Display="'Auto 24 (4R running on G REV)'" Dmx="171~175" /> <Function ID="36" Name="Auto 25 (4G running onB REV)" Display="'Auto 25 (4G running onB REV)'" Dmx="176~180" /> <Function ID="37" Name="Auto 26 (4Y running on P REV)" Display="'Auto 26 (4Y running on P REV)'" Dmx="181~185" /> <Function ID="38" Name="Auto 27 (4R step running REV)" Display="'Auto 27 (4R step running REV)'" Dmx="186~190" /> <Function ID="39" Name="Auto 28 (4C step running REV)" Display="'Auto 28 (4C step running REV)'" Dmx="191~195" /> <Function ID="40" Name="Auto 29 (4R running w/fade)" Display="'Auto 29 (4R running w/fade)'" Dmx="196~200" /> <Function ID="41" Name="Auto 30 (4B running w/fade)" Display="'Auto 30 (4B running w/fade)'" Dmx="201~205" /> <Function ID="42" Name="Auto 31 (Y open from 1-16 then dark REV)" Display="'Auto 31 (Y open from 1-16 then dark REV)'" Dmx="206~210" /> <Function ID="43" Name="Auto 32 (B open from 1-16 then dark REV)" Display="'Auto 32 (B open from 1-16 then dark REV)'" Dmx="211~215" /> <Function ID="44" Name="Auto 33 (Each piece rainbow effect)" Display="'Auto 33 (Each piece rainbow effect)'" Dmx="216~220" /> <Function ID="45" Name="Custom Program 1 (CH01)" Display="'Custom Program 1 (CH01)'" Dmx="221~225" /> <Function ID="46" Name="Custom Program 2 (CH02)" Display="'Custom Program 2 (CH02)'" Dmx="226~230" /> <Function ID="47" Name="Custom Program 3 (CH03)" Display="'Custom Program 3 (CH03)'" Dmx="231~235" /> </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="255~0" /> </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="Blue" Display="'Blue'" Dmx="11~11" Colour="0,0,255" /> <Function ID="3" Name="Blu - Tl" Display="'Blu - Tl %.f%%',0~100" Dmx="12~50" Colour="0,0,255" /> <Function ID="4" Name="Teal" Display="'Teal'" Dmx="51~51" Colour="0,255,200" /> <Function ID="5" Name="Tl - Grn" Display="'Tl - Grn %.f%%',0~100" Dmx="52~90" Colour="0,255,200" /> <Function ID="6" Name="Green" Display="'Green'" Dmx="91~91" Colour="0,255,0" /> <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="92~130" Colour="0,255,0" /> <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="131~131" Colour="255,255,0" /> <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="132~170" Colour="255,255,0" /> <Function ID="10" Name="Red" Display="'Red'" Dmx="171~171" Colour="255,0,0" /> <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="172~210" Colour="255,0,0" /> <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="211~211" Colour="255,0,255" /> <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="212~250" Colour="255,0,255" /> <Function ID="14" Name="Blue" Display="'Blue'" Dmx="251~255" Colour="0,0,255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="11~20" /> <Function ID="3" Name="Square" Display="'Square'" Dmx="21~30" /> <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="31~40" /> <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="41~50" /> <Function ID="6" Name="Linear Smooth" Display="'Linear Smooth'" Dmx="51~60" /> <Function ID="7" Name="Square Smooth" Display="'Square Smooth'" Dmx="61~70" /> <Function ID="8" Name="Inv Square Smooth" Display="'Inv Square Smooth'" Dmx="71~80" /> <Function ID="9" Name="S-Curve Smooth" Display="'S-Curve Smooth'" Dmx="81~90" /> </Attribute> <Attribute ID="ID_Func" Name="ID Func" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="1 ID per 1" Display="'1 ID per 1'" Dmx="10~20" /> <Function ID="3" Name="1 ID per 10" Display="'1 ID per 10'" Dmx="21~30" /> </Attribute> <Attribute ID="ID_Address" Name="ID Address" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="ID" Display="'%.f',0~255" 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="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> <AtlaBase ModeID="54a77a83-e188-4862-9619-8bc6a4c1ad50" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="66" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="67" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="68" Wheel="23" /> <Attribute ID="Colour_Macro" ChannelOffset="69" Wheel="7" /> <Attribute ID="Dim_Curve" ChannelOffset="70" Wheel="25" /> <Attribute ID="ID_Func" ChannelOffset="71" Wheel="28" /> <Attribute ID="ID_Address" ChannelOffset="72" Wheel="29" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="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="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="18" ModeLink="Cell" X="0" Y="4"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="22" ModeLink="Cell" X="0" Y="5"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="26" ModeLink="Cell" X="0" Y="6"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="30" ModeLink="Cell" X="0" Y="7"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="34" ModeLink="Cell" X="0" Y="8"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="38" ModeLink="Cell" X="0" Y="9"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="42" ModeLink="Cell" X="0" Y="10"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="46" ModeLink="Cell" X="0" Y="11"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell13" Name="Cell 13" ChannelOffset="50" ModeLink="Cell" X="0" Y="12"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell14" Name="Cell 14" ChannelOffset="54" ModeLink="Cell" X="0" Y="13"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell15" Name="Cell 15" ChannelOffset="58" ModeLink="Cell" X="0" Y="14"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell16" Name="Cell 16" ChannelOffset="62" ModeLink="Cell" X="0" Y="15"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="64 DMX" Channels="64"> <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="5e8e66c7-e7f2-41b3-889f-bd363b1e7110" /> <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="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="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="29" ModeLink="Cell" X="0" Y="7"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="33" ModeLink="Cell" X="0" Y="8"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="37" ModeLink="Cell" X="0" Y="9"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="41" ModeLink="Cell" X="0" Y="10"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="45" ModeLink="Cell" X="0" Y="11"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell13" Name="Cell 13" ChannelOffset="49" ModeLink="Cell" X="0" Y="12"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell14" Name="Cell 14" ChannelOffset="53" ModeLink="Cell" X="0" Y="13"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell15" Name="Cell 15" ChannelOffset="57" ModeLink="Cell" X="0" Y="14"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink 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<AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="18" ModeLink="Cell" X="0" Y="4"> <AttributeLink 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TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="06e362f2-736b-4860-a9e8-cda99ed60d7e" /> <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" /> <Attribute ID="White" ChannelOffset="5" Wheel="40" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="7" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Dim_Curve" ChannelOffset="10" Wheel="25" /> </Include> </Mode> <Mode Name="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" /> 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</Swatch> </swatchLibrary> </Fixture>