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FOS RGB DIODE (FOS_RGB DIODE.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="RGB DIODE" ShortName="RGB DIODE" Company="FOS"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>62ce0dda-d46f-4574-8d1c-155450eca883</Thumbnail> <History Date="05-06-17" Author="Nic Morris" Comment="Created (translated from Chinese)" /> <History Date="08-09-17" Author="Nic Morris" Comment="Created from Big Dipper SD30000+RGB" /> <History Date="26-02-19" Author="Nic Morris" Comment="Created from Hybrid L2700 RGB-F" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="6" PowerOn="6" /> <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Pattern/Folder, Shutter/File" /> <Function ID="2" Name="PRG" Display="'PRG'" Dmx="10~49" Update="Pattern/Folder, Shutter/File" /> <Function ID="3" Name="ILD" Display="'ILD'" Dmx="50~99" Update="Pattern/Folder, Shutter/File" /> <Function ID="4" Name="Sound" Display="'Sound'" Dmx="100~149" Update="Pattern/Folder, Shutter/File" /> <Function ID="5" Name="Auto" Display="'Auto'" Dmx="150~199" Update="Pattern/Folder, Shutter/File" /> <Function ID="6" Name="Manual" Display="'Manual'" Dmx="200~255" Update="Pattern/Folder, Shutter/File" /> </Attribute> <Attribute ID="Pattern/Folder" Name="Pattern/Folder" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="PRG/ILD" ID="2" If="'Mode'==2||'Mode'==3" /> <Else ID="1" /> <Function ID="1" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" /> <Function ID="2" Name="Folder" Display="'%.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter/File" Name="Shutter/File" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Condition Name="PRG/ILD" ID="4" If="'Mode'==2||'Mode'==3" /> <Else ID="1,2,3" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~199" /> <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" /> <Function ID="4" Name="File" Display="'%.f',0~255" Dmx="0~255" /> </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="0~125" /> <Function ID="2" Name="Move Circle" Display="'Move Circle %.f%%',0~100" Dmx="126~185" /> <Function ID="3" Name="Jump Circle" Display="'Jump Circle %.f%%',0~100" Dmx="186~225" /> <Function ID="4" Name="Auto Jump" Display="'Auto Jump'" Dmx="226~245" /> <Function ID="5" Name="Sound" Display="'Sound'" Dmx="246~255" /> </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="0~125" /> <Function ID="2" Name="Move Circle" Display="'Move Circle %.f%%',0~100" Dmx="126~185" /> <Function ID="3" Name="Jump Circle" Display="'Jump Circle %.f%%',0~100" Dmx="186~225" /> <Function ID="4" Name="Auto Jump" Display="'Auto Jump'" Dmx="226~245" /> <Function ID="5" Name="Sound" Display="'Sound'" Dmx="246~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Size" Display="'Size %.f%%',0~100" Dmx="11~87" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="88~150" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" /> </Attribute> <Attribute ID="X-Roll" Name="X-Roll" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="1~128" /> <Function ID="3" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> <Attribute ID="Y-Roll" Name="Y-Roll" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="1~128" /> <Function ID="3" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="129~255" /> </Attribute> <Attribute ID="Z-Roll" Name="Z-Roll" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="1~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Drawing" Name="Drawing" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Change" Display="'No Change'" Dmx="0~0" /> <Function ID="2" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="10~74" /> <Function ID="3" Name="Auto +" Display="'Auto + %.f%%',0~100" Dmx="75~104" /> <Function ID="4" Name="Auto -" Display="'Auto - %.f%%',0~100" Dmx="105~144" /> <Function ID="5" Name="Auto Circle" Display="'Auto Circle %.f%%',0~100" Dmx="145~184" /> <Function ID="6" Name="Bounce +" Display="'Bounce + %.f%%',0~100" Dmx="185~224" /> <Function ID="7" Name="Bounce -" Display="'Bounce - %.f%%',0~100" Dmx="225~255" /> </Attribute> <Attribute ID="X-Wave" Name="X-Wave" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" /> <Function ID="2" Name="Small" Display="'Small'" Dmx="10~69" /> <Function ID="3" Name="Medium" Display="'Medium'" Dmx="70~129" /> <Function ID="4" Name="Big" Display="'Big'" Dmx="130~189" /> <Function ID="5" Name="Biggest" Display="'Biggest'" Dmx="190~255" /> </Attribute> <Attribute ID="Y-Wave" Name="Y-Wave" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" /> <Function ID="2" Name="Small" Display="'Small'" Dmx="10~69" /> <Function ID="3" Name="Medium" Display="'Medium'" Dmx="70~129" /> <Function ID="4" Name="Big" Display="'Big'" Dmx="130~189" /> <Function ID="5" Name="Biggest" Display="'Biggest'" Dmx="190~255" /> </Attribute> <Attribute ID="Display_Mode" Name="Display Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Light Dot" Display="'Light Dot'" Dmx="64~127" /> <Function ID="3" Name="Segment" Display="'Segment'" Dmx="128~191" /> <Function ID="4" Name="Dot" Display="'Dot'" Dmx="192~255" /> </Attribute> <Attribute ID="Colour" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="White" Display="'White'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="17~33" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="34~50" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="51~67" Colour="0,0,255" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="68~84" Colour="255,255,0" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="85~101" Colour="128,0,255" /> <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="102~118" Colour="0,255,255" /> <Function ID="8" Name="WRGB" Display="'WRGB'" Dmx="119~135" Colour="255,255,255" /> <Function ID="9" Name="BYPC" Display="'BYPC'" Dmx="136~152" Colour="255,255,255" /> <Function ID="10" Name="WRGBYPC" Display="'WRGBYPC'" Dmx="153~169" Colour="255,255,255" /> <Function ID="11" Name="WRGB Flow" Display="'WRGB Flow'" Dmx="170~186" Colour="255,255,255" /> <Function ID="12" Name="BYPC Flow 1" Display="'BYPC Flow 1'" Dmx="187~203" Colour="255,255,255" /> <Function ID="13" Name="BYPC Flow 2" Display="'BYPC Flow 2'" Dmx="204~220" Colour="255,255,255" /> <Function ID="14" Name="Subsection" Display="'Subsection'" Dmx="221~237" Colour="255,255,255" /> <Function ID="15" Name="Sound" Display="'Sound'" Dmx="238~255" Colour="255,255,255" /> </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> </Control> <Mode Name="17 DMX" Channels="17"> <Import PearlRef="UKHYL270" 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="Pattern/Folder" ChannelOffset="2" Wheel="13" /> <Attribute ID="Shutter/File" ChannelOffset="3" Wheel="4" /> <Attribute ID="X-Move" ChannelOffset="5" Wheel="2" /> <Attribute ID="Y-Move" ChannelOffset="6" Wheel="3" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="49" /> <Attribute ID="X-Roll" ChannelOffset="8" Wheel="19" /> <Attribute ID="Y-Roll" ChannelOffset="9" Wheel="20" /> <Attribute ID="Z-Roll" ChannelOffset="10" Wheel="21" /> <Attribute ID="Drawing" ChannelOffset="11" Wheel="5" /> <Attribute ID="X-Wave" ChannelOffset="12" Wheel="22" /> <Attribute ID="Y-Wave" ChannelOffset="13" Wheel="23" /> <Attribute ID="Display_Mode" ChannelOffset="14" Wheel="6" /> <Attribute ID="Colour" ChannelOffset="4" Wheel="7" /> <Attribute ID="Red" ChannelOffset="15" Wheel="10" /> <Attribute ID="Green" ChannelOffset="16" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="17" Wheel="12" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>