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LIGHT4ME Hypno PAR (LIGHT4ME_Hypno PAR.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Hypno PAR" ShortName="Hypno PAR" Company="LIGHT4ME" Version="1"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>ce9a50b8-fc2a-4afd-b989-8f113f3d6e13</Thumbnail> <History Date="03-03-25" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="06-03-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="a1874c1b-9694-4066-acaa-ef557763963a" /> <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="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" 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="Colour" Name="Colour" 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="1~15" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="16~31" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="32~47" Colour="0,0,255" /> <Function ID="5" Name="R+B" Display="'R+B'" Dmx="48~63" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="64~79" Colour="255,255,255" /> <Function ID="7" Name="G+B" Display="'G+B'" Dmx="80~95" Colour="255,255,255" /> <Function ID="8" Name="R+B+G" Display="'R+B+G'" Dmx="96~111" Colour="255,255,255" /> <Function ID="9" Name="2700K" Display="'2700K'" Dmx="112~127" Colour="255,255,255" /> <Function ID="10" Name="3200K" Display="'3200K'" Dmx="128~143" Colour="255,255,255" /> <Function ID="11" Name="3500K" Display="'3500K'" Dmx="144~159" Colour="255,255,255" /> <Function ID="12" Name="5000K" Display="'5000K'" Dmx="160~175" Colour="255,255,255" /> <Function ID="13" Name="5500K" Display="'5500K'" Dmx="176~191" Colour="255,255,255" /> <Function ID="14" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" /> <Function ID="15" Name="6500K" Display="'6500K'" Dmx="208~223" Colour="255,255,255" /> <Function ID="16" Name="7000K" Display="'7000K'" Dmx="224~239" Colour="255,255,255" /> <Function ID="17" Name="8000K" Display="'8000K'" Dmx="240~255" 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="Pix Dynamic Scene 1" Display="'Pix Dynamic Scene 1'" Dmx="16~25" /> <Function ID="3" Name="Pix Dynamic Scene 2" Display="'Pix Dynamic Scene 2'" Dmx="26~35" /> <Function ID="4" Name="Pix Dynamic Scene 3" Display="'Pix Dynamic Scene 3'" Dmx="36~45" /> <Function ID="5" Name="Pix Dynamic Scene 4" Display="'Pix Dynamic Scene 4'" Dmx="46~55" /> <Function ID="6" Name="Pix Dynamic Scene 5" Display="'Pix Dynamic Scene 5'" Dmx="56~65" /> <Function ID="7" Name="Pix Dynamic Scene 6" Display="'Pix Dynamic Scene 6'" Dmx="66~75" /> <Function ID="8" Name="Pix Dynamic Scene 7" Display="'Pix Dynamic Scene 7'" Dmx="76~85" /> <Function ID="9" Name="Pix Dynamic Scene 8" Display="'Pix Dynamic Scene 8'" Dmx="86~95" /> <Function ID="10" Name="Pix Dynamic Scene 9" Display="'Pix Dynamic Scene 9'" Dmx="96~105" /> <Function ID="11" Name="Pix Dynamic Scene 10" Display="'Pix Dynamic Scene 10'" Dmx="106~115" /> <Function ID="12" Name="Pix Dynamic Scene 11" Display="'Pix Dynamic Scene 11'" Dmx="116~125" /> <Function ID="13" Name="Pix Dynamic Scene 12" Display="'Pix Dynamic Scene 12'" Dmx="126~135" /> <Function ID="14" Name="Pix Dynamic Scene 13" Display="'Pix Dynamic Scene 13'" Dmx="136~145" /> <Function ID="15" Name="Pix Dynamic Scene 14" Display="'Pix Dynamic Scene 14'" Dmx="146~155" /> <Function ID="16" Name="Pix Dynamic Scene 15" Display="'Pix Dynamic Scene 15'" Dmx="156~165" /> <Function ID="17" Name="Pix Dynamic Scene 16" Display="'Pix Dynamic Scene 16'" Dmx="166~175" /> <Function ID="18" Name="Pix Dynamic Scene 17" Display="'Pix Dynamic Scene 17'" Dmx="176~185" /> <Function ID="19" Name="Pix Dynamic Scene 18" Display="'Pix Dynamic Scene 18'" Dmx="186~195" /> <Function ID="20" Name="Pix Dynamic Scene 19" Display="'Pix Dynamic Scene 19'" Dmx="196~205" /> <Function ID="21" Name="Pix Dynamic Scene 20" Display="'Pix Dynamic Scene 20'" Dmx="206~215" /> <Function ID="22" Name="Pix Dynamic Scene 21" Display="'Pix Dynamic Scene 21'" Dmx="216~225" /> <Function ID="23" Name="Pix Dynamic Scene 22" Display="'Pix Dynamic Scene 22'" Dmx="226~235" /> <Function ID="24" Name="Pix Dynamic Scene 23" Display="'Pix Dynamic Scene 23'" Dmx="236~245" /> <Function ID="25" Name="Pix Dynamic Scene 24" Display="'Pix Dynamic Scene 24'" Dmx="246~255" /> </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="Expand_Pattern" Name="Expand Pattern" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" /> <Function ID="2" Name="Pix Dynamic Scene 1" Display="'Pix Dynamic Scene 1'" Dmx="16~31" /> <Function ID="3" Name="Pix Dynamic Scene 2" Display="'Pix Dynamic Scene 2'" Dmx="32~47" /> <Function ID="4" Name="Pix Dynamic Scene 3" Display="'Pix Dynamic Scene 3'" Dmx="48~63" /> <Function ID="5" Name="Pix Dynamic Scene 4" Display="'Pix Dynamic Scene 4'" Dmx="64~79" /> <Function ID="6" Name="Pix Dynamic Scene 5" Display="'Pix Dynamic Scene 5'" Dmx="80~95" /> <Function ID="7" Name="Pix Dynamic Scene 6" Display="'Pix Dynamic Scene 6'" Dmx="96~111" /> <Function ID="8" Name="Pix Dynamic Scene 7" Display="'Pix Dynamic Scene 7'" Dmx="112~127" /> <Function ID="9" Name="Pix Dynamic Scene 8" Display="'Pix Dynamic Scene 8'" Dmx="128~143" /> <Function ID="10" Name="Pix Dynamic Scene 9" Display="'Pix Dynamic Scene 9'" Dmx="144~159" /> <Function ID="11" Name="Pix Dynamic Scene 10" Display="'Pix Dynamic Scene 10'" Dmx="160~175" /> <Function ID="12" Name="Pix Dynamic Scene 11" Display="'Pix Dynamic Scene 11'" Dmx="176~191" /> <Function ID="13" Name="Pix Dynamic Scene 12" Display="'Pix Dynamic Scene 12'" Dmx="192~207" /> <Function ID="14" Name="Pix Dynamic Scene 13" Display="'Pix Dynamic Scene 13'" Dmx="208~223" /> <Function ID="15" Name="Pix Dynamic Scene 14" Display="'Pix Dynamic Scene 14'" Dmx="224~239" /> <Function ID="16" Name="Pix Dynamic Scene 15" Display="'Pix Dynamic Scene 15'" Dmx="240~255" /> </Attribute> <Attribute ID="FG_Dimmer" Name="FG 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="BG_Dimmer" Name="BG 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="BG_Colour" Name="BG Colour" 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="1~15" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="16~31" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="32~47" Colour="0,0,255" /> <Function ID="5" Name="R+B" Display="'R+B'" Dmx="48~63" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="64~79" Colour="255,255,255" /> <Function ID="7" Name="G+B" Display="'G+B'" Dmx="80~95" Colour="255,255,255" /> <Function ID="8" Name="R+B+G" Display="'R+B+G'" Dmx="96~111" Colour="255,255,255" /> <Function ID="9" Name="2700K" Display="'2700K'" Dmx="112~127" Colour="255,255,255" /> <Function ID="10" Name="3200K" Display="'3200K'" Dmx="128~143" Colour="255,255,255" /> <Function ID="11" Name="3500K" Display="'3500K'" Dmx="144~159" Colour="255,255,255" /> <Function ID="12" Name="5000K" Display="'5000K'" Dmx="160~175" Colour="255,255,255" /> <Function ID="13" Name="5500K" Display="'5500K'" Dmx="176~191" Colour="255,255,255" /> <Function ID="14" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" /> <Function ID="15" Name="6500K" Display="'6500K'" Dmx="208~223" Colour="255,255,255" /> <Function ID="16" Name="7000K" Display="'7000K'" Dmx="224~239" Colour="255,255,255" /> <Function ID="17" Name="8000K" Display="'8000K'" Dmx="240~255" Colour="255,255,255" /> </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> </Control> <Mode Name="24 DMX" Channels="24" Id="d133acc0-da29-4f50-ab36-c04d322e202b"> <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="5f222cd0-81c4-47b8-b385-365833223680" /> <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="Colour" ChannelOffset="6" Wheel="7" /> <Attribute ID="Macro" ChannelOffset="7" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" /> <Attribute ID="Expand_Pattern" ChannelOffset="9" Wheel="24" /> <Attribute ID="FG_Dimmer" ChannelOffset="10" Wheel="6" /> <Attribute ID="BG_Dimmer" ChannelOffset="11" Wheel="34" /> <Attribute ID="BG_Colour" ChannelOffset="12" Wheel="8" /> <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="Cell 1" ChannelOffset="13" ModeLink="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="Cell 2" ChannelOffset="16" ModeLink="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="Cell 3" ChannelOffset="19" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="22" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="12 DMX" Channels="12" Id="d3f32bda-0e93-428d-ae94-1d7458ee9b3e"> <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="481f0182-fafd-46ca-aa20-b4565e5809c0" /> <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="Colour" ChannelOffset="6" Wheel="7" /> <Attribute ID="Macro" ChannelOffset="7" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" /> <Attribute ID="Expand_Pattern" ChannelOffset="9" Wheel="24" /> <Attribute ID="FG_Dimmer" ChannelOffset="10" Wheel="6" /> <Attribute ID="BG_Dimmer" ChannelOffset="11" Wheel="34" /> <Attribute ID="BG_Colour" ChannelOffset="12" Wheel="8" /> </Include> </Mode> <Mode Name="Cell" Channels="3" Hidden="True" Id="1eb76ea1-af6f-41ec-9919-485c964b284c"> <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="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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>