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UKing ZQ-B326 (UKing_ZQ-B326.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="ZQ-B326" ShortName="ZQ-B326" Company="UKing" Version="2"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>82554f03-db7b-486e-9739-37fcdce14512</Thumbnail> <History Date="27-02-20" Author="Nic Morris" Comment="Created (poor documentation - note model suggests AHLights but disagrees with Capture's channel offsets)" Version="0" /> <History Date="08-05-22" Author="Nic Morris" Comment="Created from Unknown 230W Beam Move Head Light (AH-YT003B)" Version="1" /> <History Date="13-05-22" Author="Nic Morris" Comment="Changed Atlabase mode ID to 'Standard 2' (there appears to be two different manuals/charts)" Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="8a82b2c2-17b8-4fc0-b65f-a7560831cad8" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <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="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="51~240" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==2" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="7~15" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~23" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~31" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~39" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~55" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~63" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="64~71" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~79" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="80~87" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="88~95" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="96~103" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="104~111" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="112~127" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Effect" Name="Colour Effect" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full" Display="'Full'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Half/Fine" Display="'Half/Fine'" Dmx="128~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="35,36,37,38" If="'Gobo1Func'==3" /> <Else ID="39" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~19" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~23" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="24~27" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="28~31" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="32~35" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="36~39" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="40~43" WheelPosition="10" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="44~47" WheelPosition="11" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="48~51" WheelPosition="12" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="52~55" WheelPosition="13" /> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="56~59" WheelPosition="14" /> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="60~63" WheelPosition="15" /> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="64~67" WheelPosition="16" /> <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="68~71" WheelPosition="17" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="20" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="160~166" WheelPosition="2" /> <Function ID="21" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="167~172" WheelPosition="3" /> <Function ID="22" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="173~179" WheelPosition="4" /> <Function ID="23" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~185" WheelPosition="5" /> <Function ID="24" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="186~191" WheelPosition="6" /> <Function ID="25" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="192~198" WheelPosition="7" /> <Function ID="26" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="199~204" WheelPosition="8" /> <Function ID="27" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="205~211" WheelPosition="9" /> <Function ID="28" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="212~217" WheelPosition="10" /> <Function ID="29" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="218~223" WheelPosition="11" /> <Function ID="30" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="224~230" WheelPosition="12" /> <Function ID="31" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="231~236" WheelPosition="13" /> <Function ID="32" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="237~243" WheelPosition="14" /> <Function ID="33" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="244~249" WheelPosition="15" /> <Function ID="34" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="250~255" WheelPosition="16" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="36" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="113~72" /> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="38" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" /> <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Lamp" Name="Lamp" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" /> <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" /> </Attribute> <Attribute ID="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset" Display="'Reset'" Dmx="128~255" /> </Attribute> </Control> <Mode Name="16 DMX" Channels="16"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="4ee8b383-6c88-4b3f-8c00-db523722663b" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Frost" ChannelOffset="8" Wheel="21" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Colour_Effect" ChannelOffset="10" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Prism" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="14" Wheel="20" /> <Attribute ID="Lamp" ChannelOffset="15" Wheel="28" /> <Attribute ID="Reset" ChannelOffset="16" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Reset:2" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Lamp:2" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Lamp:3" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>