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Lanling Transformer 2W RGB (Lanling_Transformer 2W RGB.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Transformer 2W RGB" ShortName="Trnsfrmr2W" Company="Lanling"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>0ffb271e-5ed6-405f-8765-6bcec43e55c1</Thumbnail> <History Date="20-11-16" Author="Nic Morris" Comment="Created" /> <History Date="30-10-19" Author="Nic Morris" Comment="Created from Lucas Animation Laser 4W RGB (identical)" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="4" PowerOn="4" /> <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" /> <Function ID="2" Name="Sound" Display="'Sound'" Dmx="64~127" /> <Function ID="3" Name="Auto" Display="'Auto'" Dmx="128~191" /> <Function ID="4" Name="DMX" Display="'DMX'" Dmx="192~255" /> </Attribute> <Attribute ID="Patt_Func" Name="Patt Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Geometric" Display="'Geometric'" Dmx="0~0" Update="Patt_Group_1" /> <Function ID="2" Name="Cartoon" Display="'Cartoon'" Dmx="128~255" Update="Patt_Group_1" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full" Display="'Full'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Intensity" Display="'Intensity %.1f%%',0.0~100.0" Dmx="4~131" Colour="255,255,255" /> <Function ID="3" Name="Auto +" Display="'Auto + %.f%%',0~100" Dmx="132~191" Colour="255,255,255" /> <Function ID="4" Name="Section +" Display="'Section + %.f%%',0~100" Dmx="192~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full" Display="'Full'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Intensity" Display="'Intensity %.1f%%',0.0~100.0" Dmx="4~131" Colour="255,255,255" /> <Function ID="3" Name="Auto +" Display="'Auto + %.f%%',0~100" Dmx="132~191" Colour="255,255,255" /> <Function ID="4" Name="Section +" Display="'Section + %.f%%',0~100" Dmx="192~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full" Display="'Full'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Intensity" Display="'Intensity %.1f%%',0.0~100.0" Dmx="4~131" Colour="255,255,255" /> <Function ID="3" Name="Auto +" Display="'Auto + %.f%%',0~100" Dmx="132~191" Colour="255,255,255" /> <Function ID="4" Name="Section +" Display="'Section + %.f%%',0~100" Dmx="192~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Patt_Group_1" Name="Patt Group 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Cartoon" ID="3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20" If="'Patt_Func'==2" /> <Else ID="1,2" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Pattern" Display="'Pattern %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="3" Name="Pattern" Display="'Pattern %.1f%%',0.0~100.0" Dmx="0~203" /> <Function ID="4" Name="Screen Theme" Display="'Screen Theme'" Dmx="204~206" /> <Function ID="5" Name="Wedding 1" Display="'Wedding 1'" Dmx="207~209" /> <Function ID="6" Name="Wedding Wing" Display="'Wedding Wing'" Dmx="210~212" /> <Function ID="7" Name="Pumpkin" Display="'Pumpkin'" Dmx="213~215" /> <Function ID="8" Name="Bat" Display="'Bat'" Dmx="216~218" /> <Function ID="9" Name="Congratulations" Display="'Congratulations'" Dmx="219~221" /> <Function ID="10" Name="Christmas" Display="'Christmas'" Dmx="222~224" /> <Function ID="11" Name="Birthday" Display="'Birthday'" Dmx="225~227" /> <Function ID="12" Name="Lightning" Display="'Lightning'" Dmx="228~231" /> <Function ID="13" Name="Dancing" Display="'Dancing'" Dmx="232~234" /> <Function ID="14" Name="Music" Display="'Music'" Dmx="235~237" /> <Function ID="15" Name="Fish" Display="'Fish'" Dmx="238~240" /> <Function ID="16" Name="Wedding Kiss" Display="'Wedding Kiss'" Dmx="241~243" /> <Function ID="17" Name="Drum" Display="'Drum'" Dmx="244~246" /> <Function ID="18" Name="Dancing" Display="'Dancing'" Dmx="247~249" /> <Function ID="19" Name="Snake" Display="'Snake'" Dmx="250~252" /> <Function ID="20" Name="Dog" Display="'Dog'" Dmx="253~255" /> </Attribute> <Attribute ID="Col_Group_1" Name="Col Group 1" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Random" Display="'Random %.f%%',0~100" Dmx="128~143" Colour="255,255,255" /> <Function ID="3" Name="Flow" Display="'Flow %.f%%',0~100" Dmx="144~175" Colour="255,255,255" /> <Function ID="4" Name="Anim" Display="'Anim %.f%%',0~100" Dmx="176~207" Colour="255,255,255" /> <Function ID="5" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="208~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Patt_Group_2" Name="Patt Group 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation %.1f%%',0.0~100.0" Dmx="64~255" /> </Attribute> <Attribute ID="Col_Group_2" Name="Col Group 2" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Random" Display="'Random %.f%%',0~100" Dmx="128~143" Colour="255,255,255" /> <Function ID="3" Name="Flow" Display="'Flow %.f%%',0~100" Dmx="144~175" Colour="255,255,255" /> <Function ID="4" Name="Anim" Display="'Anim %.f%%',0~100" Dmx="176~207" Colour="255,255,255" /> <Function ID="5" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="208~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Group 1 Single" Display="'Group 1 Single'" Dmx="0~0" /> <Function ID="2" Name="X Sym" Display="'X Sym'" Dmx="21~41" /> <Function ID="3" Name="Y Sym" Display="'Y Sym'" Dmx="42~62" /> <Function ID="4" Name="X/Y Sym" Display="'X/Y Sym'" Dmx="63~83" /> <Function ID="5" Name="Zoom Sym" Display="'Zoom Sym'" Dmx="84~104" /> <Function ID="6" Name="Group 2 L/R" Display="'Group 2 L/R'" Dmx="105~125" /> <Function ID="7" Name="Group 2 Zoom" Display="'Group 2 Zoom'" Dmx="126~146" /> <Function ID="8" Name="Group 2 Rot" Display="'Group 2 Rot'" Dmx="147~167" /> <Function ID="9" Name="Rot Sym" Display="'Rot Sym'" Dmx="168~188" /> <Function ID="10" Name="Move 1-X, 2-Y" Display="'Move 1-X, 2-Y'" Dmx="189~209" /> <Function ID="11" Name="Group 2 Move" Display="'Group 2 Move'" Dmx="210~230" /> <Function ID="12" Name="Dim 1-X, 2-Y" Display="'Dim 1-X, 2-Y'" Dmx="231~251" /> <Function ID="13" Name="Move 1-Y, 2-X" Display="'Move 1-Y, 2-X'" Dmx="252~255" /> </Attribute> <Attribute ID="X-Move" Name="X-Move" Description="" Group="P"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Auto L" Display="'Auto L %.f%%',0~100" Dmx="128~160" /> <Function ID="3" Name="Auto R" Display="'Auto R %.f%%',0~100" Dmx="161~192" /> <Function ID="4" Name="Auto L/R" Display="'Auto L/R %.f%%',0~100" Dmx="193~224" /> <Function ID="5" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="225~239" /> <Function ID="6" Name="Rhombus" Display="'Rhombus %.f%%',0~100" Dmx="240~247" /> <Function ID="7" Name="Top L/R" Display="'Top L/R %.f%%',0~100" Dmx="248~255" /> </Attribute> <Attribute ID="Y-Move" Name="Y-Move" Description="" Group="P"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Auto Dn" Display="'Auto Dn %.f%%',0~100" Dmx="128~160" /> <Function ID="3" Name="Auto Up" Display="'Auto Up %.f%%',0~100" Dmx="161~192" /> <Function ID="4" Name="Auto Up/Dn" Display="'Auto Up/Dn %.f%%',0~100" Dmx="193~224" /> <Function ID="5" Name="Circle" Display="'Circle %.f%%',0~100" Dmx="225~231" /> <Function ID="6" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="232~239" /> <Function ID="7" Name="Square" Display="'Square %.f%%',0~100" Dmx="240~247" /> <Function ID="8" Name="Corner Up/Dn" Display="'Corner Up/Dn %.f%%',0~100" Dmx="248~255" /> </Attribute> <Attribute ID="X-Dim" Name="X-Dim" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Y-Dim" Name="Y-Dim" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Rotation" Name="Rotation" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~159" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="160~191" /> <Function ID="4" Name="Pendulum" Display="'Pendulum %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Ellipse" Display="'Ellipse %.f%%',0~100" Dmx="224~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Zoom" Display="'No Zoom'" Dmx="0~0" /> <Function ID="2" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="1~159" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="160~191" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="224~255" /> </Attribute> <Attribute ID="Fluctuation" Name="Fluctuation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="X" Display="'X'" Dmx="64~127" /> <Function ID="3" Name="Y" Display="'Y'" Dmx="128~191" /> <Function ID="4" Name="X/Y" Display="'X/Y'" Dmx="192~255" /> </Attribute> <Attribute ID="Fluctuation_Spd" Name="Fluctuation 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="Display_Dot" Name="Display Dot" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~64" /> <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="65~255" /> </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> </Control> <Mode Name="19 DMX" Channels="19"> <Import PearlRef="UKLXAL4W" 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="Mode" ChannelOffset="1" Wheel="28" /> <Attribute ID="Patt_Func" ChannelOffset="2" Wheel="13" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="Patt_Group_1" ChannelOffset="6" Wheel="14" /> <Attribute ID="Col_Group_1" ChannelOffset="7" Wheel="7" /> <Attribute ID="Patt_Group_2" ChannelOffset="8" Wheel="15" /> <Attribute ID="Col_Group_2" ChannelOffset="9" Wheel="8" /> <Attribute ID="Animation" ChannelOffset="10" Wheel="22" /> <Attribute ID="X-Move" ChannelOffset="11" Wheel="2" /> <Attribute ID="Y-Move" ChannelOffset="12" Wheel="3" /> <Attribute ID="X-Dim" ChannelOffset="13" Wheel="5" VirtualControl="Dimmer" /> <Attribute ID="Y-Dim" ChannelOffset="14" Wheel="6" VirtualControl="Dimmer" /> <Attribute ID="Rotation" ChannelOffset="15" Wheel="19" /> <Attribute ID="Zoom" ChannelOffset="16" Wheel="20" /> <Attribute ID="Fluctuation" ChannelOffset="17" Wheel="23" /> <Attribute ID="Fluctuation_Spd" ChannelOffset="18" Wheel="24" /> <Attribute ID="Display_Dot" ChannelOffset="19" Wheel="4" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>