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KAM PowerStrip5 (KAM_PowerStrip5.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="PowerStrip5" ShortName="PwrStrip5" Company="KAM" Version="1"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>47e12b1b-a87d-4737-b432-4e7995ef4f77</Thumbnail> <History Date="18-03-23" Author="Nic Morris" Comment="Created (poor documentation - 15 channel mode doesn't make any sense. Ignored function speed on channel 1 and assumed is just 5x RGB)" Version="0" /> <History Date="24-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="0b4ad9b0-c631-4e86-82d6-5f0e8c8c0ecd" /> <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="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Hopping" Display="'Hopping'" Dmx="21~70" /> <Function ID="3" Name="Gradual" Display="'Gradual'" Dmx="71~120" /> <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="121~170" /> <Function ID="5" Name="Running" Display="'Running'" Dmx="171~220" /> <Function ID="6" Name="Sound 1" Display="'Sound 1'" Dmx="221~240" /> <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="241~255" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto 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="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="ID" Name="ID" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="ID 1" Display="'ID 1'" Dmx="5~9" /> <Function ID="3" Name="ID 2" Display="'ID 2'" Dmx="10~14" /> <Function ID="4" Name="ID 3" Display="'ID 3'" Dmx="15~19" /> <Function ID="5" Name="ID 4" Display="'ID 4'" Dmx="20~24" /> <Function ID="6" Name="ID 5" Display="'ID 5'" Dmx="25~29" /> <Function ID="7" Name="ID 6" Display="'ID 6'" Dmx="30~34" /> <Function ID="8" Name="ID 7" Display="'ID 7'" Dmx="35~39" /> <Function ID="9" Name="ID 8" Display="'ID 8'" Dmx="40~44" /> <Function ID="10" Name="ID 9" Display="'ID 9'" Dmx="45~49" /> <Function ID="11" Name="ID 10" Display="'ID 10'" Dmx="50~54" /> <Function ID="12" Name="ID 11" Display="'ID 11'" Dmx="55~59" /> <Function ID="13" Name="ID 12" Display="'ID 12'" Dmx="60~64" /> <Function ID="14" Name="ID 13" Display="'ID 13'" Dmx="65~69" /> <Function ID="15" Name="ID 14" Display="'ID 14'" Dmx="70~74" /> <Function ID="16" Name="ID 15" Display="'ID 15'" Dmx="75~79" /> <Function ID="17" Name="ID 16" Display="'ID 16'" Dmx="80~84" /> <Function ID="18" Name="ID 17" Display="'ID 17'" Dmx="85~89" /> <Function ID="19" Name="ID 18" Display="'ID 18'" Dmx="90~94" /> <Function ID="20" Name="ID 19" Display="'ID 19'" Dmx="95~99" /> <Function ID="21" Name="ID 20" Display="'ID 20'" Dmx="100~104" /> <Function ID="22" Name="ID 21" Display="'ID 21'" Dmx="105~109" /> <Function ID="23" Name="ID 22" Display="'ID 22'" Dmx="110~114" /> <Function ID="24" Name="ID 23" Display="'ID 23'" Dmx="115~119" /> <Function ID="25" Name="ID 24" Display="'ID 24'" Dmx="120~124" /> <Function ID="26" Name="ID 25" Display="'ID 25'" Dmx="125~129" /> <Function ID="27" Name="ID 26" Display="'ID 26'" Dmx="130~134" /> <Function ID="28" Name="ID 27" Display="'ID 27'" Dmx="135~139" /> <Function ID="29" Name="ID 28" Display="'ID 28'" Dmx="140~144" /> <Function ID="30" Name="ID 29" Display="'ID 29'" Dmx="145~149" /> <Function ID="31" Name="ID 30" Display="'ID 30'" Dmx="150~154" /> <Function ID="32" Name="ID 31" Display="'ID 31'" Dmx="155~159" /> <Function ID="33" Name="ID 32" Display="'ID 32'" Dmx="160~164" /> <Function ID="34" Name="ID 33" Display="'ID 33'" Dmx="165~169" /> <Function ID="35" Name="ID 34" Display="'ID 34'" Dmx="170~174" /> <Function ID="36" Name="ID 35" Display="'ID 35'" Dmx="175~179" /> <Function ID="37" Name="ID 36" Display="'ID 36'" Dmx="180~184" /> <Function ID="38" Name="ID 37" Display="'ID 37'" Dmx="185~189" /> <Function ID="39" Name="ID 38" Display="'ID 38'" Dmx="190~194" /> <Function ID="40" Name="ID 39" Display="'ID 39'" Dmx="195~199" /> <Function ID="41" Name="ID 40" Display="'ID 40'" Dmx="200~204" /> <Function ID="42" Name="ID 41" Display="'ID 41'" Dmx="205~209" /> <Function ID="43" Name="ID 42" Display="'ID 42'" Dmx="210~214" /> <Function ID="44" Name="ID 43" Display="'ID 43'" Dmx="215~219" /> <Function ID="45" Name="ID 44" Display="'ID 44'" Dmx="220~224" /> <Function ID="46" Name="ID 45" Display="'ID 45'" Dmx="225~229" /> <Function ID="47" Name="ID 46" Display="'ID 46'" Dmx="230~234" /> <Function ID="48" Name="ID 47" Display="'ID 47'" Dmx="235~239" /> <Function ID="49" Name="ID 48" Display="'ID 48'" Dmx="240~244" /> <Function ID="50" Name="ID 49" Display="'ID 49'" Dmx="245~249" /> <Function ID="51" Name="ID 50" Display="'ID 50'" Dmx="250~254" /> <Function ID="52" Name="ID 51" Display="'ID 51'" Dmx="255~255" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="8 DMX" Channels="8"> <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="91f9e257-c51c-4e6d-bbdd-91b9a2ffc048" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Auto" ChannelOffset="3" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" /> <Attribute ID="Red" ChannelOffset="5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7" Wheel="12" /> <Attribute ID="ID" ChannelOffset="8" Wheel="28" /> </Include> </Mode> <Mode Name="20 DMX" Channels="20"> <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="c620a149-871c-4f2c-993e-e8a4f5bef86f" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Auto" ChannelOffset="3" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="ID" ChannelOffset="20" Wheel="28" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" 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="8" 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="11" 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="14" 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> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4"> <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="15 DMX" Channels="15"> <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="0433b7d8-06ad-486d-b0b5-a5c46b5ce735" /> <Include /> <Cells> <Master> <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="1" 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="4" 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="7" 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="10" 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> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="4"> <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="Cell" Channels="3" 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="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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</swatchLibrary> </Fixture>