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Eurolite LED SCY-50 (Eurolite_LED SCY-50.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="LED SCY-50" ShortName="LED SCY-50" Company="Eurolite" Version="1"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>de711f11-a88e-43a2-9fe2-66f8070acafe</Thumbnail> <History Date="26-11-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="27-11-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="2be5e3b7-4a66-4ae7-ae69-8012bae3262d" /> <Control> <Attribute ID="RGBAWUV_Dim" Name="RGBAWUV Dim" 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="RGBAWUV_Strobe" Name="RGBAWUV Strobe" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" /> </Attribute> <Attribute ID="RGBAWUV_Col" Name="RGBAWUV Col" 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="10~19" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" /> <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,100,0" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="180,0,255" /> <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" /> <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" /> <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" /> <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" /> <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" /> <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" /> <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" /> <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" /> <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" /> <Function ID="17" Name="R+G+B" Display="'R+G+B'" Dmx="160~169" Colour="255,255,255" /> <Function ID="18" Name="G+B+W" Display="'G+B+W'" Dmx="170~179" Colour="255,255,255" /> <Function ID="19" Name="B+W+A" Display="'B+W+A'" Dmx="180~189" Colour="255,255,255" /> <Function ID="20" Name="W+A+UV" Display="'W+A+UV'" Dmx="190~199" Colour="255,255,255" /> <Function ID="21" Name="R+A+UV" Display="'R+A+UV'" Dmx="200~209" Colour="255,255,255" /> <Function ID="22" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="210~219" Colour="255,255,255" /> <Function ID="23" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="220~229" Colour="255,255,255" /> <Function ID="24" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="230~239" Colour="255,255,255" /> <Function ID="25" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="240~249" Colour="255,255,255" /> <Function ID="26" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="250~255" Colour="255,255,255" /> </Attribute> <Attribute ID="RGB_SMD_Strobe" Name="RGB SMD Strobe" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" /> </Attribute> <Attribute ID="RGB_SMD_Col" Name="RGB SMD Col" 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="10~29" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" /> <Function ID="5" Name="R+G" Display="'R+G'" Dmx="70~89" Colour="255,255,255" /> <Function ID="6" Name="G+B" Display="'G+B'" Dmx="90~109" Colour="255,255,255" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" /> <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="130~149" Colour="255,255,255" /> <Function ID="9" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="150~255" 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="Auto RGBAWUV+RGB SMD" Display="'Auto RGBAWUV+RGB SMD'" Dmx="10~49" /> <Function ID="3" Name="Auto RGBAWUV" Display="'Auto RGBAWUV'" Dmx="50~89" /> <Function ID="4" Name="Auto RGB SMD" Display="'Auto RGB SMD'" Dmx="90~129" /> <Function ID="5" Name="Sound RGBAWUV+RGB SMD" Display="'Sound RGBAWUV+RGB SMD'" Dmx="130~169" /> <Function ID="6" Name="Sound RGBAWUV" Display="'Sound RGBAWUV'" Dmx="170~209" /> <Function ID="7" Name="Sound RGB SMD" Display="'Sound RGB SMD'" Dmx="210~255" /> </Attribute> <Attribute ID="RGBAWUV_All" Name="RGBAWUV All" 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="10~19" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" /> <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,100,0" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="180,0,255" /> <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" /> <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" /> <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" /> <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" /> <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" /> <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" /> <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" /> <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" /> <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" /> <Function ID="17" Name="R+G+B" Display="'R+G+B'" Dmx="160~169" Colour="255,255,255" /> <Function ID="18" Name="G+B+W" Display="'G+B+W'" Dmx="170~179" Colour="255,255,255" /> <Function ID="19" Name="B+W+A" Display="'B+W+A'" Dmx="180~189" Colour="255,255,255" /> <Function ID="20" Name="W+A+UV" Display="'W+A+UV'" Dmx="190~199" Colour="255,255,255" /> <Function ID="21" Name="R+A+UV" Display="'R+A+UV'" Dmx="200~209" Colour="255,255,255" /> <Function ID="22" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="210~219" Colour="255,255,255" /> <Function ID="23" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="220~229" Colour="255,255,255" /> <Function ID="24" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="230~239" Colour="255,255,255" /> <Function ID="25" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="240~249" Colour="255,255,255" /> <Function ID="26" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="250~255" Colour="255,255,255" /> </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="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" /> </Attribute> </Control> <Mode Name="1 DMX" Channels="1"> <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="43b2855f-9203-4efc-897d-ab92349a2602" /> <Include> <Attribute ID="Auto" ChannelOffset="1" Wheel="22" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6"> <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="4365460d-9bcc-4e25-9e31-d80ffcbc9436" /> <Include /> <Cells> <Master> <Attribute ID="RGBAWUV_Dim" Wheel="1" /> <Attribute ID="Strobe" Wheel="4" /> <Attribute ID="RGBAWUV_Col" Wheel="8" /> <Attribute ID="RGB_SMD_Col" Wheel="9" /> <Attribute ID="Auto" ChannelOffset="6" Wheel="22" /> </Master> <Cell ID="Cell1" Name="RGBAWUV" ChannelOffset="1" ModeLink="RGBAWUV Cell" X="0" Y="0"> <AttributeLink SourceId="RGBAWUV_Dim" TargetId="RGBAWUV_Dim" /> <AttributeLink SourceId="Strobe" TargetId="Strobe" /> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell2" Name="RGB SMD" ChannelOffset="4" ModeLink="RGB SMD Cell" X="0" Y="1"> <AttributeLink SourceId="Strobe" TargetId="Strobe" /> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> </Cells> </Mode> <Mode Name="15 DMX" Channels="15"> <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="09839e00-7d81-4e18-91d9-5cccc7100838" /> <Include /> <Cells> <Master> <Attribute ID="RGBAWUV_Dim" ChannelOffset="1" Wheel="1" /> <Attribute ID="RGBAWUV_Strobe" ChannelOffset="2" Wheel="5" /> <Attribute ID="RGBAWUV_Col" Wheel="8" /> <Attribute ID="RGBAWUV_All" ChannelOffset="8" Wheel="7" /> <Attribute ID="RGB_SMD_Strobe" ChannelOffset="9" Wheel="6" /> <Attribute ID="RGB_SMD_Col" Wheel="9" /> <Attribute ID="Auto" ChannelOffset="15" Wheel="22" /> </Master> <Cell ID="Cell1" Name="RGBAWUV 1" ChannelOffset="3" ModeLink="RGBAWUV Col Cell" X="0" Y="0"> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell2" Name="RGBAWUV 2" ChannelOffset="4" ModeLink="RGBAWUV Col Cell" X="1" Y="0"> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell3" Name="RGBAWUV 3" ChannelOffset="5" ModeLink="RGBAWUV Col Cell" X="2" Y="0"> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell4" Name="RGBAWUV 4" ChannelOffset="6" ModeLink="RGBAWUV Col Cell" X="3" Y="0"> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell5" Name="RGBAWUV 5" ChannelOffset="7" ModeLink="RGBAWUV Col Cell" X="4" Y="0"> <AttributeLink SourceId="RGBAWUV_Col" TargetId="RGBAWUV_Col" /> </Cell> <Cell ID="Cell6" Name="RGB SMD 1" ChannelOffset="10" ModeLink="RGB SMD Col Cell" X="0" Y="1"> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> <Cell ID="Cell7" Name="RGB SMD 2" ChannelOffset="11" ModeLink="RGB SMD Col Cell" X="1" Y="1"> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> <Cell ID="Cell8" Name="RGB SMD 3" ChannelOffset="12" ModeLink="RGB SMD Col Cell" X="2" Y="1"> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> <Cell ID="Cell9" Name="RGB SMD 4" ChannelOffset="13" ModeLink="RGB SMD Col Cell" X="3" Y="1"> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> <Cell ID="Cell10" Name="RGB SMD 5" ChannelOffset="14" ModeLink="RGB SMD Col Cell" X="4" Y="1"> <AttributeLink SourceId="RGB_SMD_Col" TargetId="RGB_SMD_Col" /> </Cell> </Cells> </Mode> <Mode Name="RGBAWUV 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="RGBAWUV_Dim" ChannelOffset="1" Wheel="1" /> <Attribute ID="Strobe" ChannelOffset="2" Wheel="4" /> <Attribute ID="RGBAWUV_Col" ChannelOffset="3" Wheel="8" /> </Include> </Mode> <Mode Name="RGB SMD Cell" Channels="2" 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="Strobe" ChannelOffset="1" Wheel="4" /> <Attribute ID="RGB_SMD_Col" ChannelOffset="2" Wheel="9" /> </Include> </Mode> <Mode Name="RGBAWUV Col 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="RGBAWUV_Col" ChannelOffset="1" Wheel="8" /> </Include> </Mode> <Mode Name="RGB SMD Col 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="RGB_SMD_Col" ChannelOffset="1" Wheel="9" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>