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Luxibel B P9Z (Luxibel_B P9Z.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="B P9Z" ShortName="B P9Z" Company="Luxibel"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>f54faa6e-6ba8-43db-b615-0297b00e1f85</Thumbnail> <History Date="30-03-18" Author="Nic Morris" Comment="Created" /> <History Date="19-07-18" Author="Nic Morris" Comment="Changed (master) dimmer to 16bit in 24 channel mode in line with latest charts. Added product thumbnail." /> <History Date="19-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="412cf99b-781e-4523-a196-9922b7819d01" /> <Control> <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="Zoom_Spd" Name="Zoom Spd" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <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="6~10" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" /> <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" /> <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" /> <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" /> <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" /> </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="6~13" Colour="255,0,0" /> <Function ID="3" Name="Amber" Display="'Amber'" Dmx="14~21" Colour="255,100,0" /> <Function ID="4" Name="Yellow Amber" Display="'Yellow Amber'" Dmx="22~29" Colour="255,128,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="30~37" Colour="255,255,0" /> <Function ID="6" Name="Green" Display="'Green'" Dmx="38~45" Colour="0,255,0" /> <Function ID="7" Name="Turquoise" Display="'Turquoise'" Dmx="46~53" Colour="0,255,128" /> <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="54~61" Colour="0,255,255" /> <Function ID="9" Name="Blue" Display="'Blue'" Dmx="62~69" Colour="0,0,255" /> <Function ID="10" Name="Lavender" Display="'Lavender'" Dmx="70~77" Colour="255,128,255" /> <Function ID="11" Name="Mauve" Display="'Mauve'" Dmx="78~85" Colour="255,128,255" /> <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="86~93" Colour="255,0,255" /> <Function ID="13" Name="Pink" Display="'Pink'" Dmx="94~101" Colour="255,150,150" /> <Function ID="14" Name="Warm White" Display="'Warm White'" Dmx="102~109" Colour="255,240,200" /> <Function ID="15" Name="White" Display="'White'" Dmx="110~117" Colour="255,255,255" /> <Function ID="16" Name="Cold White" Display="'Cold White'" Dmx="118~125" Colour="230,230,255" /> <Function ID="17" Name="Stop" Display="'Stop'" Dmx="126~127" Colour="255,255,255" /> <Function ID="18" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="128~191" Colour="255,255,255" /> <Function ID="19" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="192~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" /> <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" /> <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" /> <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dimmer LED" Display="'Dimmer LED'" Dmx="6~55" /> <Function ID="3" Name="Dimmer Halogen" Display="'Dimmer Halogen'" Dmx="56~105" /> <Function ID="4" Name="Fan High" Display="'Fan High'" Dmx="106~155" /> <Function ID="5" Name="Fan Auto" Display="'Fan Auto'" Dmx="156~205" /> <Function ID="6" Name="Reset" Display="'Reset'" Dmx="206~255" /> </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="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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="3 DMX" Channels="3"> <Import PearlRef="UKLXP9Z3" 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="16b11457-2325-4f13-be4e-6e78c5623ca0" /> <Include> <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" /> </Include> </Mode> <Mode Name="5 DMX" Channels="5"> <Import PearlRef="UKLXP9Z5" 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="cfbdda2a-ec34-4378-90ea-fcab774e1391" /> <Include> <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="White" ChannelOffset="5" Wheel="9" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="17 DMX" Channels="17"> <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="ccfcab5a-7e38-4f6c-b223-31597ec34b63" /> <Include /> <Cells> <Master> <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="9" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" 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="6" 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="10" 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="14" 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="24 DMX" Channels="24"> <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="d5a9c4f3-bd21-4744-8bfc-8cb71724d78e" /> <Include /> <Cells> <Master> <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" /> <Attribute ID="Zoom_Spd" ChannelOffset="2" Wheel="20" /> <Attribute ID="Master_Dimmer" ChannelOffset="3,4" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" /> <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" /> <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" /> <Attribute ID="Control" ChannelOffset="8" Wheel="28" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="9" /> <Attribute ID="Dimmer" Wheel="1" /> </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="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" 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="17" 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="21" 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"> <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="9" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" 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>