View Personality

Eurolite LED FE-1500 (Eurolite_LED FE-1500.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="LED FE-1500" ShortName="FE-1500" Company="Eurolite"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>94bdd668-641c-4117-9a23-cd828899d286</Thumbnail> <History Date="04-12-15" Author="Nic Morris" Comment="Created" /> <History Date="27-02-19" Author="Nic Morris" Comment="Created from JB Systems Invader" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="16" PowerOn="16" /> <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" /> <Function ID="2" Name="Auto 0" Display="'Auto 0'" Dmx="10~24" /> <Function ID="3" Name="Auto 1" Display="'Auto 1'" Dmx="25~39" /> <Function ID="4" Name="Auto 2" Display="'Auto 2'" Dmx="40~54" /> <Function ID="5" Name="Auto 3" Display="'Auto 3'" Dmx="55~69" /> <Function ID="6" Name="Auto 4" Display="'Auto 4'" Dmx="70~84" /> <Function ID="7" Name="Auto 5" Display="'Auto 5'" Dmx="85~99" /> <Function ID="8" Name="Auto 6" Display="'Auto 6'" Dmx="100~114" /> <Function ID="9" Name="Sound 0" Display="'Sound 0'" Dmx="115~129" /> <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="130~144" /> <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="145~159" /> <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="160~174" /> <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="175~189" /> <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="190~204" /> <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="205~220" /> <Function ID="16" Name="DMX" Display="'DMX'" Dmx="221~255" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="10~14" Colour="255,255,255" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="15~19" Colour="255,255,255" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="20~24" Colour="255,255,255" /> <Function ID="5" Name="Amber" Display="'Amber'" Dmx="25~29" Colour="255,255,255" /> <Function ID="6" Name="White" Display="'White'" Dmx="30~34" Colour="255,255,255" /> <Function ID="7" Name="W+R" Display="'W+R'" Dmx="35~39" Colour="255,255,255" /> <Function ID="8" Name="R+G" Display="'R+G'" Dmx="40~44" Colour="255,255,255" /> <Function ID="9" Name="G+B" Display="'G+B'" Dmx="45~49" Colour="255,255,255" /> <Function ID="10" Name="B+A" Display="'B+A'" Dmx="50~54" Colour="255,255,255" /> <Function ID="11" Name="A+W" Display="'A+W'" Dmx="55~59" Colour="255,255,255" /> <Function ID="12" Name="W+G" Display="'W+G'" Dmx="60~64" Colour="255,255,255" /> <Function ID="13" Name="G+A" Display="'G+A'" Dmx="65~69" Colour="255,255,255" /> <Function ID="14" Name="A+R" Display="'A+R'" Dmx="70~74" Colour="255,255,255" /> <Function ID="15" Name="R+B" Display="'R+B'" Dmx="75~79" Colour="255,255,255" /> <Function ID="16" Name="B+W" Display="'B+W'" Dmx="80~84" Colour="255,255,255" /> <Function ID="17" Name="R+G+B" Display="'R+G+B'" Dmx="85~89" Colour="255,255,255" /> <Function ID="18" Name="R+G+A" Display="'R+G+A'" Dmx="90~94" Colour="255,255,255" /> <Function ID="19" Name="R+G+W" Display="'R+G+W'" Dmx="95~99" Colour="255,255,255" /> <Function ID="20" Name="R+A+B" Display="'R+A+B'" Dmx="100~104" Colour="255,255,255" /> <Function ID="21" Name="R+W+B" Display="'R+W+B'" Dmx="105~109" Colour="255,255,255" /> <Function ID="22" Name="R+A+W" Display="'R+A+W'" Dmx="110~114" Colour="255,255,255" /> <Function ID="23" Name="A+G+B" Display="'A+G+B'" Dmx="115~119" Colour="255,255,255" /> <Function ID="24" Name="B+G+W" Display="'B+G+W'" Dmx="120~124" Colour="255,255,255" /> <Function ID="25" Name="A+G+W" Display="'A+G+W'" Dmx="125~129" Colour="255,255,255" /> <Function ID="26" Name="A+W+B" Display="'A+W+B'" Dmx="130~134" Colour="255,255,255" /> <Function ID="27" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="135~139" Colour="255,255,255" /> <Function ID="28" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="140~144" Colour="255,255,255" /> <Function ID="29" Name="B+G+W+A" Display="'B+G+W+A'" Dmx="145~149" Colour="255,255,255" /> <Function ID="30" Name="R+G+A+W" Display="'R+G+A+W'" Dmx="150~154" Colour="255,255,255" /> <Function ID="31" Name="W+R+B+A" Display="'W+R+B+A'" Dmx="155~159" Colour="255,255,255" /> <Function ID="32" Name="R+G+B+A+W" Display="'R+G+B+A+W'" Dmx="160~164" Colour="255,255,255" /> <Function ID="33" Name="Auto Single" Display="'Auto Single'" Dmx="165~209" Colour="255,255,255" /> <Function ID="34" Name="Auto 2 Col" Display="'Auto 2 Col'" Dmx="210~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Auto_Col_Spd" Name="Auto Col Spd" Description="" Group="C"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="254~5" Intensity="0~0" /> <Function ID="3" Name="Sound" Display="'Sound'" Dmx="255~255" Intensity="0~0" /> </Attribute> <Attribute ID="White_Strobe" Name="White Strobe" 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="Pattern 1" Display="'Pattern 1 %.f%%',0~100" Dmx="19~10" Colour="255,255,255" /> <Function ID="3" Name="Pattern 2" Display="'Pattern 2 %.f%%',0~100" Dmx="29~20" Colour="255,255,255" /> <Function ID="4" Name="Pattern 3" Display="'Pattern 3 %.f%%',0~100" Dmx="39~30" Colour="255,255,255" /> <Function ID="5" Name="Pattern 4" Display="'Pattern 4 %.f%%',0~100" Dmx="49~40" Colour="255,255,255" /> <Function ID="6" Name="Pattern 5" Display="'Pattern 5 %.f%%',0~100" Dmx="59~50" Colour="255,255,255" /> <Function ID="7" Name="Pattern 6" Display="'Pattern 6 %.f%%',0~100" Dmx="69~60" Colour="255,255,255" /> <Function ID="8" Name="Pattern 7" Display="'Pattern 7 %.f%%',0~100" Dmx="79~70" Colour="255,255,255" /> <Function ID="9" Name="Pattern 8" Display="'Pattern 8 %.f%%',0~100" Dmx="89~80" Colour="255,255,255" /> <Function ID="10" Name="Pattern 9" Display="'Pattern 9 %.f%%',0~100" Dmx="99~90" Colour="255,255,255" /> <Function ID="11" Name="Pattern 0" Display="'Pattern 0 %.f%%',0~100" Dmx="109~100" Colour="255,255,255" /> <Function ID="12" Name="All On" Display="'All On'" Dmx="110~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Laser" Name="Laser" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" /> <Function ID="2" Name="Red On" Display="'Red On'" Dmx="10~49" /> <Function ID="3" Name="Green On" Display="'Green On'" Dmx="50~89" /> <Function ID="4" Name="Change G/R" Display="'Change G/R'" Dmx="90~129" /> <Function ID="5" Name="R On/ G Strb" Display="'R On/ G Strb'" Dmx="130~169" /> <Function ID="6" Name="G On/ R Strb" Display="'G On/ R Strb'" Dmx="170~209" /> <Function ID="7" Name="R+G Strb" Display="'R+G Strb'" Dmx="210~255" /> </Attribute> <Attribute ID="Laser_Shutter" Name="Laser Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="254~5" Intensity="0~0" /> <Function ID="3" Name="Sound" Display="'Sound'" Dmx="255~255" Intensity="0~0" /> </Attribute> <Attribute ID="LED_Rot" Name="LED Rot" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Laser_Rot" Name="Laser Rot" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" Iris="0~0" Zoom="0~0" /> </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> <Include> <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" /> <Attribute ID="Laser_Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Colour1" ChannelOffset="2" Wheel="7" /> <Attribute ID="White_Strobe" ChannelOffset="5" Wheel="10" /> <Attribute ID="LED_Rot" ChannelOffset="8" Wheel="19" /> <Attribute ID="Laser_Rot" ChannelOffset="9" Wheel="20" /> <Attribute ID="Laser" ChannelOffset="6" Wheel="22" /> <Attribute ID="Mode" ChannelOffset="1" Wheel="28" /> <Attribute ID="Auto_Col_Spd" ChannelOffset="3" Wheel="8" /> </Include> </Mode> <swatchLibrary> <Swatch id="94bdd668-641c-4117-9a23-cd828899d286">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</Swatch> </swatchLibrary> </Fixture>