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LED2 FLAT PAR-228 (LED2_FLAT PAR-228.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="FLAT PAR-228" ShortName="FLATPAR228" Company="LED2" Version="2"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>3f803f1d-6b61-4762-8a2e-c630e7c7799c</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" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="2af4d656-f1c6-4be1-85f5-39b6af78afce" /> <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="9e5eca15-2306-4a72-9ee5-5cb5883e2270"> <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="cd3bc344-1908-4e51-96b0-707b779a0352" /> <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="87072a8f-c5c5-4948-b636-2941fd3b6c5d"> <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="fc3a7f59-e569-46ac-9ac7-2268ad608856" /> <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="574ced4a-3ab7-4a1a-933e-635aa3487fe1"> <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>