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BeamZ Starcolor 200 (BeamZ_Starcolor 200.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Starcolor 200" ShortName="StarCol200" Company="BeamZ" Version="0"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>33ae0dae-b7d0-4a64-bc17-782393f1ac00</Thumbnail> <History Date="18-07-24" Author="Nic Morris" Comment="Created" Version="0" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="66ae6b60-2d36-4401-a8a1-e103af7b769d" /> <Control> <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> <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="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" 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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" /> <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="171~200" Colour="255,255,255" /> <Function ID="4" Name="Col Temp 1" Display="'Col Temp 1'" Dmx="201~205" Colour="255,255,255" /> <Function ID="5" Name="Col Temp 2" Display="'Col Temp 2'" Dmx="206~210" Colour="255,255,255" /> <Function ID="6" Name="Col Temp 3" Display="'Col Temp 3'" Dmx="211~215" Colour="255,255,255" /> <Function ID="7" Name="Col Temp 4" Display="'Col Temp 4'" Dmx="216~220" Colour="255,255,255" /> <Function ID="8" Name="Col Temp 5" Display="'Col Temp 5'" Dmx="221~225" Colour="255,255,255" /> <Function ID="9" Name="Col Temp 6" Display="'Col Temp 6'" Dmx="226~230" Colour="255,255,255" /> <Function ID="10" Name="Col Temp 7" Display="'Col Temp 7'" Dmx="231~235" Colour="255,255,255" /> <Function ID="11" Name="Col Temp 8" Display="'Col Temp 8'" Dmx="236~240" Colour="255,255,255" /> <Function ID="12" Name="Col Temp 9" Display="'Col Temp 9'" Dmx="241~245" Colour="255,255,255" /> <Function ID="13" Name="Col Temp 10" Display="'Col Temp 10'" Dmx="246~250" Colour="255,255,255" /> <Function ID="14" Name="Col Temp 11" Display="'Col Temp 11'" Dmx="251~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" 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="14~255" /> </Attribute> <Attribute ID="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="21~30" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~40" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="41~50" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="51~60" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="61~70" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="71~80" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="81~90" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="91~100" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="101~110" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="111~120" /> </Attribute> <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Colour" ID="2,3,4,5,6,7,8,9" If="'Macro1'==2" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="0~0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="32~63" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="64~95" /> <Function ID="5" Name="White" Display="'White'" Dmx="96~127" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="128~159" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="160~191" /> <Function ID="8" Name="G+B" Display="'G+B'" Dmx="192~223" /> <Function ID="9" Name="Full On" Display="'Full On'" Dmx="224~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~55" /> <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="56~104" /> <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="105~155" /> <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="156~205" /> <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="206~255" /> </Attribute> <Attribute ID="Shutter1" Name="Shutter" 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="13~255" /> </Attribute> <Attribute ID="Macro1" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Macro_Spd" /> <Function ID="2" Name="Static Colour" Display="'Static Colour'" Dmx="51~100" Update="Macro_Spd" /> <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="101~109" Update="Macro_Spd" /> <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="110~119" Update="Macro_Spd" /> <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="120~129" Update="Macro_Spd" /> <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="130~139" Update="Macro_Spd" /> <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="140~149" Update="Macro_Spd" /> <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="150~159" Update="Macro_Spd" /> <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="160~169" Update="Macro_Spd" /> <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="170~179" Update="Macro_Spd" /> <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="180~189" Update="Macro_Spd" /> <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="190~199" Update="Macro_Spd" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4" Id="bfb06cb1-3f8b-4990-bf61-5289c3a93bcf"> <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="afdba713-73d5-4140-b531-ab4d24188fd5" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8" Id="4da315c3-2f79-4b25-8c09-2dadf46488ed"> <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="d71b8c78-b14f-4828-a7e1-337c268d6efb" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="White" ChannelOffset="5" Wheel="40" /> <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" /> <Attribute ID="Macro1" ChannelOffset="7" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" /> </Include> </Mode> <Mode Name="10 DMX" Channels="10" Id="c2eb2ff2-576f-4c9a-8174-d12014df1c10"> <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="2ff15091-7d76-4133-9f6c-c8ffa96d080f" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="White" ChannelOffset="5" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Macro" ChannelOffset="8" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="9" Wheel="23" /> <Attribute ID="Dim_Curve" ChannelOffset="10" Wheel="25" /> </Include> </Mode> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>