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Contest Architectural VPAR-150RGBL (Contest Architectural_VPAR-150RGBL.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="VPAR-150RGBL" ShortName="VP-150RGBL" Company="Contest Architectural" Version="3"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>b3f31b97-fccb-4d54-ba19-15e8ffec79b1</Thumbnail> <History Date="15-01-25" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="20-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ee847b4c-5c6e-4e09-9afb-a29565961f5a" /> <Control> <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="Lime" Name="Lime" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Col Mac Speed" ID="2" If="'Colour_Macro1'>25" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Speed" 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="Colour_Macro" Name="Colour Macro" 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="Red" Display="'Red'" Dmx="7~13" Colour="0,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="14~20" Colour="0,0,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="21~27" Colour="0,0,0" /> <Function ID="5" Name="Lemon Yellow" Display="'Lemon Yellow'" Dmx="28~34" Colour="0,0,0" /> <Function ID="6" Name="Green" Display="'Green'" Dmx="35~41" Colour="0,0,0" /> <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="42~48" Colour="0,0,0" /> <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" Colour="0,0,0" /> <Function ID="9" Name="Blue" Display="'Blue'" Dmx="56~62" Colour="0,0,0" /> <Function ID="10" Name="Purple" Display="'Purple'" Dmx="63~69" Colour="0,0,0" /> <Function ID="11" Name="Magenta" Display="'Magenta'" Dmx="70~76" Colour="0,0,0" /> <Function ID="12" Name="Pink" Display="'Pink'" Dmx="77~83" Colour="0,0,0" /> <Function ID="13" Name="Light Red" Display="'Light Red'" Dmx="84~90" Colour="0,0,0" /> <Function ID="14" Name="Orange Pastel" Display="'Orange Pastel'" Dmx="91~97" Colour="0,0,0" /> <Function ID="15" Name="Light Yellow" Display="'Light Yellow'" Dmx="98~104" Colour="0,0,0" /> <Function ID="16" Name="Light Lemon Yellow" Display="'Light Lemon Yellow'" Dmx="105~111" Colour="0,0,0" /> <Function ID="17" Name="Light Green" Display="'Light Green'" Dmx="112~118" Colour="0,0,0" /> <Function ID="18" Name="Light Blue" Display="'Light Blue'" Dmx="119~125" Colour="0,0,0" /> <Function ID="19" Name="Light Purple" Display="'Light Purple'" Dmx="126~132" Colour="0,0,0" /> <Function ID="20" Name="Light Magenta" Display="'Light Magenta'" Dmx="133~139" Colour="0,0,0" /> <Function ID="21" Name="Light Pink" Display="'Light Pink'" Dmx="140~146" Colour="0,0,0" /> <Function ID="22" Name="Salmon" Display="'Salmon'" Dmx="147~153" Colour="0,0,0" /> <Function ID="23" Name="CCT 2700K" Display="'CCT 2700K'" Dmx="154~160" Colour="0,0,0" /> <Function ID="24" Name="CCT 3000K" Display="'CCT 3000K'" Dmx="161~167" Colour="0,0,0" /> <Function ID="25" Name="CCT 4000K" Display="'CCT 4000K'" Dmx="168~174" Colour="0,0,0" /> <Function ID="26" Name="CCT 6200K" Display="'CCT 6200K'" Dmx="175~181" Colour="0,0,0" /> <Function ID="27" Name="MACRO : From red to blue to red" Display="'MACRO : From red to blue to red'" Dmx="182~188" Colour="0,0,0" /> <Function ID="28" Name="MACRO : From blue to green to blue" Display="'MACRO : From blue to green to blue'" Dmx="189~195" Colour="0,0,0" /> <Function ID="29" Name="MACRO : From green to blue to green" Display="'MACRO : From green to blue to green'" Dmx="196~202" Colour="0,0,0" /> <Function ID="30" Name="MACRO : From light green to light blue" Display="'MACRO : From light green to light blue'" Dmx="203~209" Colour="0,0,0" /> <Function ID="31" Name="MACRO : From orange to red to orange" Display="'MACRO : From orange to red to orange'" Dmx="210~216" Colour="0,0,0" /> <Function ID="32" Name="MACRO : From red to pink to orange" Display="'MACRO : From red to pink to orange'" Dmx="217~223" Colour="0,0,0" /> <Function ID="33" Name="MACRO : From pink to blue to pink" Display="'MACRO : From pink to blue to pink'" Dmx="224~230" Colour="0,0,0" /> <Function ID="34" Name="MACRO : Cross-fading colors" Display="'MACRO : Cross-fading colors'" Dmx="231~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Macro1" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Red" Display="'Red'" Dmx="0~13" Update="Dimmer" Colour="0,0,0" /> <Function ID="2" Name="Orange" Display="'Orange'" Dmx="14~20" Update="Dimmer" Colour="0,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="21~27" Update="Dimmer" Colour="0,0,0" /> <Function ID="4" Name="Lemon Yellow" Display="'Lemon Yellow'" Dmx="28~34" Update="Dimmer" Colour="0,0,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="35~41" Update="Dimmer" Colour="0,0,0" /> <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="42~48" Update="Dimmer" Colour="0,0,0" /> <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" Update="Dimmer" Colour="0,0,0" /> <Function ID="8" Name="Blue" Display="'Blue'" Dmx="56~62" Update="Dimmer" Colour="0,0,0" /> <Function ID="9" Name="Purple" Display="'Purple'" Dmx="63~69" Update="Dimmer" Colour="0,0,0" /> <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="70~76" Update="Dimmer" Colour="0,0,0" /> <Function ID="11" Name="Pink" Display="'Pink'" Dmx="77~83" Update="Dimmer" Colour="0,0,0" /> <Function ID="12" Name="Light Red" Display="'Light Red'" Dmx="84~90" Update="Dimmer" Colour="0,0,0" /> <Function ID="13" Name="Orange Pastel" Display="'Orange Pastel'" Dmx="91~97" Update="Dimmer" Colour="0,0,0" /> <Function ID="14" Name="Light Yellow" Display="'Light Yellow'" Dmx="98~104" Update="Dimmer" Colour="0,0,0" /> <Function ID="15" Name="Light Lemon Yellow" Display="'Light Lemon Yellow'" Dmx="105~111" Update="Dimmer" Colour="0,0,0" /> <Function ID="16" Name="Light Green" Display="'Light Green'" Dmx="112~118" Update="Dimmer" Colour="0,0,0" /> <Function ID="17" Name="Light Blue" Display="'Light Blue'" Dmx="119~125" Update="Dimmer" Colour="0,0,0" /> <Function ID="18" Name="Light Purple" Display="'Light Purple'" Dmx="126~132" Update="Dimmer" Colour="0,0,0" /> <Function ID="19" Name="Light Magenta" Display="'Light Magenta'" Dmx="133~139" Update="Dimmer" Colour="0,0,0" /> <Function ID="20" Name="Light Pink" Display="'Light Pink'" Dmx="140~146" Update="Dimmer" Colour="0,0,0" /> <Function ID="21" Name="Salmon" Display="'Salmon'" Dmx="147~153" Update="Dimmer" Colour="0,0,0" /> <Function ID="22" Name="CCT 2700K" Display="'CCT 2700K'" Dmx="154~160" Update="Dimmer" Colour="0,0,0" /> <Function ID="23" Name="CCT 3000K" Display="'CCT 3000K'" Dmx="161~167" Update="Dimmer" Colour="0,0,0" /> <Function ID="24" Name="CCT 4000K" Display="'CCT 4000K'" Dmx="168~174" Update="Dimmer" Colour="0,0,0" /> <Function ID="25" Name="CCT 6200K" Display="'CCT 6200K'" Dmx="175~181" Update="Dimmer" Colour="0,0,0" /> <Function ID="26" Name="MACRO : From red to blue to red" Display="'MACRO : From red to blue to red'" Dmx="182~188" Update="Dimmer" Colour="0,0,0" /> <Function ID="27" Name="MACRO : From blue to green to blue" Display="'MACRO : From blue to green to blue'" Dmx="189~195" Update="Dimmer" Colour="0,0,0" /> <Function ID="28" Name="MACRO : From green to blue to green" Display="'MACRO : From green to blue to green'" Dmx="196~202" Update="Dimmer" Colour="0,0,0" /> <Function ID="29" Name="MACRO : From light green to light blue" Display="'MACRO : From light green to light blue'" Dmx="203~209" Update="Dimmer" Colour="0,0,0" /> <Function ID="30" Name="MACRO : From orange to red to orange" Display="'MACRO : From orange to red to orange'" Dmx="210~216" Update="Dimmer" Colour="0,0,0" /> <Function ID="31" Name="MACRO : From red to pink to orange" Display="'MACRO : From red to pink to orange'" Dmx="217~223" Update="Dimmer" Colour="0,0,0" /> <Function ID="32" Name="MACRO : From pink to blue to pink" Display="'MACRO : From pink to blue to pink'" Dmx="224~230" Update="Dimmer" Colour="0,0,0" /> <Function ID="33" Name="MACRO : Cross-fading colors" Display="'MACRO : Cross-fading colors'" Dmx="231~255" Update="Dimmer" Colour="0,0,0" /> </Attribute> </Control> <Mode Name="2 DMX" Channels="2" Id="c24f2876-8795-445f-9efb-b31db2fbadfc"> <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="8059973c-4334-4e4b-917b-207d769ac8d6" /> <Include> <Attribute ID="Colour_Macro1" ChannelOffset="1" Wheel="7" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> </Include> </Mode> <Mode Name="4 DMX" Channels="4" Id="58923862-021f-4944-9cc3-b10f6ac14dbe"> <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="dfa831e7-8b32-4adb-a3c0-a9a8d374d6f0" /> <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="5 DMX" Channels="5" Id="b0da4d4a-630c-46a9-83ef-cb69dd2e682e"> <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="cd534be9-0a56-4caa-b38f-c3ded1aad2d4" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6" Id="456fdbe0-db6c-487c-9e4b-e8085efb3bc3"> <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="d3d05253-6f0b-4a17-8957-6c4c68fd0110" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8" Id="c1eee6e1-f6a4-47c3-b180-3e3aa5da89d5"> <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="a4b1b1c6-03d6-48b2-82a0-94f81da6d77a" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" /> <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" /> </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>