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Triton Blue Q-P02812 (Triton Blue_Q-P02812.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Q-P02812" ShortName="Q-P02812" Company="Triton Blue" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>61ede5cd-7654-4ea0-b3de-c7107ab8f253</Thumbnail> <History Date="06-08-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="09-08-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="5801ddd7-a7c3-42b2-83bc-7f1cdc1ecb5f" /> <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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" /> <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" /> <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" /> <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" /> <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" /> <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" /> <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" /> <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" /> <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" /> <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" /> <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" /> <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" /> <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" /> <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" /> <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" /> <Function ID="22" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="CT" Name="CT" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="<3200" Display="'<3200'" Dmx="16~45" Colour="0,0,0" /> <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="0,0,0" /> <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="0,0,0" /> <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="0,0,0" /> <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="0,0,0" /> <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="0,0,0" /> <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="0,0,0" /> <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="0,0,0" /> </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 Run 1" Display="'Macro Run 1'" Dmx="16~31" /> <Function ID="3" Name="Macro Run 2" Display="'Macro Run 2'" Dmx="32~47" /> <Function ID="4" Name="Macro Run 3" Display="'Macro Run 3'" Dmx="48~63" /> <Function ID="5" Name="Macro Run 4" Display="'Macro Run 4'" Dmx="64~79" /> <Function ID="6" Name="Macro Run 5" Display="'Macro Run 5'" Dmx="80~95" /> <Function ID="7" Name="Macro Run 6" Display="'Macro Run 6'" Dmx="96~111" /> <Function ID="8" Name="Macro Run 7" Display="'Macro Run 7'" Dmx="112~127" /> <Function ID="9" Name="Macro Run 8" Display="'Macro Run 8'" Dmx="128~143" /> <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" /> <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" /> <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" /> <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" /> <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" /> <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" /> <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" /> </Attribute> <Attribute ID="Macro_Spd" Name="Macro 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="Dynamic_Rot" Name="Dynamic Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Dynamic Rot 1" Display="'Dynamic Rot 1'" Dmx="16~31" /> <Function ID="3" Name="Dynamic Rot 2" Display="'Dynamic Rot 2'" Dmx="32~47" /> <Function ID="4" Name="Dynamic Rot 3" Display="'Dynamic Rot 3'" Dmx="48~63" /> <Function ID="5" Name="Dynamic Rot 4" Display="'Dynamic Rot 4'" Dmx="64~79" /> <Function ID="6" Name="Dynamic Rot 5" Display="'Dynamic Rot 5'" Dmx="80~95" /> <Function ID="7" Name="Dynamic Rot 6" Display="'Dynamic Rot 6'" Dmx="96~111" /> <Function ID="8" Name="Dynamic Rot 7" Display="'Dynamic Rot 7'" Dmx="112~127" /> <Function ID="9" Name="Dynamic Rot 8" Display="'Dynamic Rot 8'" Dmx="128~143" /> <Function ID="10" Name="Dynamic Rot 9" Display="'Dynamic Rot 9'" Dmx="144~159" /> <Function ID="11" Name="Dynamic Rot 10" Display="'Dynamic Rot 10'" Dmx="160~175" /> <Function ID="12" Name="Dynamic Rot 11" Display="'Dynamic Rot 11'" Dmx="176~191" /> <Function ID="13" Name="Dynamic Rot 12" Display="'Dynamic Rot 12'" Dmx="192~207" /> <Function ID="14" Name="Dynamic Rot 13" Display="'Dynamic Rot 13'" Dmx="208~223" /> <Function ID="15" Name="Dynamic Rot 14" Display="'Dynamic Rot 14'" Dmx="224~239" /> <Function ID="16" Name="Dynamic Rot 15" Display="'Dynamic Rot 15'" Dmx="240~255" /> </Attribute> <Attribute ID="Dynamic_Spd" Name="Dynamic 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP"> <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_Master" Name="Red Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White_Master" Name="White Master" 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> </Control> <Mode Name="13 DMX" Channels="13" Id="c27d8534-f6f4-4685-80f5-0263977c44fa"> <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="6a269f4f-63fa-4ea3-8fe7-904b1c12e47a" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="White" ChannelOffset="6" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" /> <Attribute ID="CT" ChannelOffset="9" Wheel="8" /> <Attribute ID="Macro" ChannelOffset="10" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Dynamic_Rot" ChannelOffset="12" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="13" Wheel="53" /> </Include> </Mode> <Mode Name="29 DMX" Channels="29" Id="a52eda47-a8e7-4bf9-928f-12fee364fe99"> <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="0328ba5b-6c5c-4f32-a325-d420fa6a6ec3" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" /> <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" /> <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" /> <Attribute ID="White_Master" ChannelOffset="6" Wheel="100" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="24" Wheel="7" /> <Attribute ID="CT" ChannelOffset="25" Wheel="8" /> <Attribute ID="Macro" ChannelOffset="26" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="27" Wheel="23" /> <Attribute ID="Dynamic_Rot" ChannelOffset="28" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="29" Wheel="53" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="12" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="16" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="4" Hidden="True" Id="dd6f1863-ed7c-4e2c-9371-373a3d3606de"> <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="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> <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:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>