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Cyclops Strobe 800 (Cyclops_Strobe 800.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Strobe 800" ShortName="Strobe 800" Company="Cyclops" Version="4"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>54f91f05-968c-49c7-a374-33a727d64a4d</Thumbnail> <History Date="02-03-23" Author="Nic Morris" Comment="Created (very poor documentation. mostly nonsense. hard to make any sense of it. no pixel layout)" Version="0" /> <History Date="04-03-23" Author="Nic Morris" Comment="Fixed wheel mapping." Version="3" /> <History Date="05-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." 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Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="W_FX" Name="W FX" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="W_Spd" Name="W 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="RGB_FX" Name="RGB FX" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="RGB_FX_Spd" Name="RGB FX 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="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Direction" Name="Direction" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="xYellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="BG_Col_Dimmer" Name="BG Col Dimmer" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" 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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="93b4eb22-a5f0-4c6e-a561-a75a7220b9f5" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="W_Duration" ChannelOffset="2" Wheel="35" /> <Attribute ID="W_Strobe" ChannelOffset="3" Wheel="34" /> <Attribute ID="W_Strobe_FX" ChannelOffset="4" Wheel="36" /> <Attribute ID="RGB_Strobe" ChannelOffset="5" Wheel="64" /> <Attribute ID="W_FX" ChannelOffset="6" Wheel="22" /> <Attribute ID="W_Spd" ChannelOffset="7" Wheel="23" /> <Attribute ID="RGB_FX" ChannelOffset="8" Wheel="52" /> <Attribute ID="RGB_FX_Spd" ChannelOffset="9" Wheel="53" /> <Attribute ID="Macro" ChannelOffset="10" Wheel="83" /> <Attribute ID="BG_Colour" ChannelOffset="11" Wheel="8" /> <Attribute ID="Direction" ChannelOffset="12" Wheel="82" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="RGB 1" ChannelOffset="13" ModeLink="8bit RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGB 2" ChannelOffset="16" ModeLink="8bit RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="RGB 3" ChannelOffset="19" ModeLink="8bit RGB cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" 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</Cell> <Cell ID="Cell27" Name="RGB 27" ChannelOffset="91" ModeLink="8bit RGB cell" X="0" Y="26"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell28" Name="RGB 28" ChannelOffset="94" ModeLink="8bit RGB cell" X="0" Y="27"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell29" Name="RGB 29" ChannelOffset="97" ModeLink="8bit RGB cell" X="0" Y="28"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell30" Name="RGB 30" ChannelOffset="100" ModeLink="8bit RGB cell" X="0" Y="29"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell31" Name="RGB 31" ChannelOffset="103" ModeLink="8bit RGB cell" X="0" Y="30"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell32" Name="RGB 32" ChannelOffset="106" ModeLink="8bit RGB cell" X="0" Y="31"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell33" Name="RGB 33" ChannelOffset="109" ModeLink="8bit RGB cell" X="0" Y="32"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" 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ChannelOffset="130" ModeLink="8bit RGB cell" X="0" Y="39"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell41" Name="RGB 41" ChannelOffset="133" ModeLink="8bit RGB cell" X="0" Y="40"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell42" Name="RGB 42" ChannelOffset="136" ModeLink="8bit RGB cell" X="0" Y="41"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell43" Name="RGB 43" ChannelOffset="139" ModeLink="8bit RGB cell" X="0" Y="42"> <AttributeLink SourceId="Red" 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ChannelOffset="268" ModeLink="8bit RGB cell" X="0" Y="85"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell87" Name="RGB 87" ChannelOffset="271" ModeLink="8bit RGB cell" X="0" Y="86"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell88" Name="RGB 88" ChannelOffset="274" ModeLink="8bit RGB cell" X="0" Y="87"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell89" Name="RGB 89" ChannelOffset="277" ModeLink="8bit RGB cell" X="0" Y="88"> <AttributeLink SourceId="Red" 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SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell93" Name="RGB 93" ChannelOffset="289" ModeLink="8bit RGB cell" X="0" Y="92"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell94" Name="RGB 94" ChannelOffset="292" ModeLink="8bit RGB cell" X="0" Y="93"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell95" Name="RGB 95" ChannelOffset="295" ModeLink="8bit RGB cell" X="0" Y="94"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell96" Name="RGB 96" ChannelOffset="298" ModeLink="8bit RGB cell" X="0" Y="95"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell97" Name="White 1" ChannelOffset="301" ModeLink="Dim cell" X="0" Y="96"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell98" Name="White 2" ChannelOffset="302" ModeLink="Dim cell" X="0" Y="97"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell99" Name="White 3" ChannelOffset="303" ModeLink="Dim cell" X="0" Y="98"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell100" Name="White 4" ChannelOffset="304" ModeLink="Dim cell" X="0" Y="99"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell101" Name="White 5" ChannelOffset="305" ModeLink="Dim cell" X="0" Y="100"> 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/> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="853daf80-923f-4792-b8d7-ad9b80a13ddc" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="8bit RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="8bit RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" 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</Swatch> </swatchLibrary> </Fixture>