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Triton Blue Q-P01912 (Triton Blue_Q-P01912.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Q-P01912" ShortName="Q-P01912" Company="Triton Blue" Version="4"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>68d2051e-86fc-4b47-a0dd-ff6d848082b0</Thumbnail> <History Date="23-09-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="24-09-24" Author="Nic Morris" Comment="Fixed duplicate function ID in shutter." Version="1" /> <History Date="25-09-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="06-12-24" Author="Nic Morris" Comment="Created from LED2 FLAT PAR-228 (identical)" Version="3" /> <History Date="07-12-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="932f1819-5595-4c30-8898-887fc2f3df6c" /> <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="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" /> </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="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" /> </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="CTO" Name="CTO" 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="Below 3200K" Display="'Below 3200K'" Dmx="16~45" Colour="255,255,255" /> <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" /> <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" /> <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" /> <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" /> <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" /> <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" /> <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" /> </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="16~31" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" /> <Function ID="9" Name="Macro 8" Display="'Macro 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="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> <Attribute ID="Amber_Master" Name="Amber Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="UV_Master" Name="UV Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" /> </Attribute> </Control> <Mode Name="30 DMX" Channels="30" Id="230e7949-c5a2-46b4-aad3-f88c24768bf7"> <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="9f23a20d-4dcd-4107-ae78-b8628ad87db9" /> <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="Amber_Master" ChannelOffset="7" Wheel="101" /> <Attribute ID="UV_Master" ChannelOffset="8" Wheel="102" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Amber" Wheel="41" /> <Attribute ID="UV" Wheel="42" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="27" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="28" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="29" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="30" Wheel="23" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="UV" TargetId="UV" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="UV" TargetId="UV" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="21" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="UV" TargetId="UV" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="12 DMX" Channels="12" Id="8b67a92b-47db-41a8-80be-e3fc60db20d7"> <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="6288b40b-933c-4db1-b41a-e20a3eafd577" /> <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="Amber" ChannelOffset="7" Wheel="41" /> <Attribute ID="UV" ChannelOffset="8" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="10" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="11" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="12" Wheel="23" /> </Include> </Mode> <Mode Name="Cell" Channels="6" Hidden="True" Id="b68b62d7-ccfd-4ee3-a30d-a81323a76013"> <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" 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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>