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Eurolite Zeitgeist TMH-360Z.i (Eurolite_Zeitgeist TMH-360Z.i.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Zeitgeist TMH-360Z.i" ShortName="TMH-360Z.i" Company="Eurolite" Version="4"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>67a9a96b-29eb-48d0-b8ca-68f94f4a20ba</Thumbnail> <History Date="21-02-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" /> <History Date="01-02-19" Author="Nic Morris" Comment="Changed first functions to default at zero in attempt to fix Capture compatibility. Added channel counts to mode names." Version="3" /> <History Date="08-03-22" Author="Nic Morris" Comment="Created from BSL Infinity Summer" Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="5b333848-f05e-4795-996e-944d4493293a" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Spin" ID="2" If="'P/T_Func'>2" /> <Else ID="1" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Speed" 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" /> <Condition Name="Spin" ID="2" If="'P/T_Func'>2" /> <Else ID="1" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Speed" 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="P/T_Func" Name="P/T Func" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Update="Pan, Tilt" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="16~31" Update="Pan, Tilt" /> <Function ID="3" Name="Pan CW" Display="'Pan CW'" Dmx="32~47" Update="Pan, Tilt" /> <Function ID="4" Name="Pan CCW" Display="'Pan CCW'" Dmx="48~63" Update="Pan, Tilt" /> <Function ID="5" Name="Tilt CW" Display="'Tilt CW'" Dmx="64~79" Update="Pan, Tilt" /> <Function ID="6" Name="Tilt CCW" Display="'Tilt CCW'" Dmx="80~95" Update="Pan, Tilt" /> <Function ID="7" Name="P/T CW" Display="'P/T CW'" Dmx="96~111" Update="Pan, Tilt" /> <Function ID="8" Name="P/T CCW" Display="'P/T CCW'" Dmx="112~127" Update="Pan, Tilt" /> <Function ID="9" Name="P CW/ T CCW" Display="'P CW/ T CCW'" Dmx="128~143" Update="Pan, Tilt" /> <Function ID="10" Name="P CCW/ T CW" Display="'P CCW/ T CW'" Dmx="144~159" Update="Pan, Tilt" /> </Attribute> <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Pulse FWD" Display="'Pulse FWD'" Dmx="16~31" Intensity="0~0" /> <Function ID="3" Name="Pulse REV" Display="'Pulse REV'" Dmx="32~47" Intensity="0~0" /> <Function ID="4" Name="Random" Display="'Random'" Dmx="48~63" Intensity="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="32~223" Intensity="0~0" /> </Attribute> <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Colour1" Colour="255,255,255" /> <Function ID="2" Name="CTC" Display="'CTC'" Dmx="16~31" Update="Colour1" Colour="255,255,255" /> <Function ID="3" Name="Scroll CW" Display="'Scroll CW'" Dmx="32~47" Update="Colour1" Colour="255,255,255" /> <Function ID="4" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="48~63" Update="Colour1" Colour="255,255,255" /> <Function ID="5" Name="Index" Display="'Index'" Dmx="64~79" Update="Colour1" Colour="255,255,255" /> <Function ID="6" Name="Bounce" Display="'Bounce'" Dmx="80~111" Update="Colour1" Colour="255,255,255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="13:0" PowerOn="13:0" /> <Condition Name="CTC" ID="1,2,3,4,5" If="'Colour1Func'==2" /> <Condition Name="Speed" ID="6" If="'Colour1Func'==3||'Colour1Func'==4" /> <Condition Name="Index" ID="7,8,9,10,11,12" If="'Colour1Func'==5||'Colour1Func'==6" /> <Else ID="13" /> <Function ID="1" Name="2000-2700K" Display="'2000-2700K %.fK',2000~2700" Dmx="0~223" Colour="255,255,255" /> <Function ID="2" Name="3200K" Display="'3200K'" Dmx="224~231" Colour="255,255,255" /> <Function ID="3" Name="4200K" Display="'4200K'" Dmx="232~239" Colour="255,255,255" /> <Function ID="4" Name="5600K" Display="'5600K'" Dmx="240~247" Colour="255,255,255" /> <Function ID="5" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" /> <Function ID="6" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> <Function ID="7" Name="Black" Display="'Black'" Dmx="0~0" Colour="255,255,255" /> <Function ID="8" Name="Red" Display="'Red'" Dmx="1~1" Colour="255,255,255" /> <Function ID="9" Name="Green" Display="'Green'" Dmx="2~2" Colour="255,255,255" /> <Function ID="10" Name="Blue" Display="'Blue'" Dmx="3~3" Colour="255,255,255" /> <Function ID="11" Name="White" Display="'White'" Dmx="4~4" Colour="255,255,255" /> <Function ID="12" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="5~255" Colour="255,255,255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Black" Display="'Black'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="1~1" Colour="255,255,255" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="2~2" Colour="255,255,255" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="3~3" Colour="255,255,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="4~4" Colour="255,255,255" /> <Function ID="6" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="5~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </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="Reset All" Display="'Reset All'" Dmx="8~15" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="16~23" /> <Function ID="4" Name="Reset Other" Display="'Reset Other'" Dmx="48~55" /> <Function ID="5" Name="Display OFF" Display="'Display OFF'" Dmx="56~63" /> <Function ID="6" Name="Display ON" Display="'Display ON'" Dmx="64~71" /> <Function ID="7" Name="Hibernate" Display="'Hibernate'" Dmx="88~95" /> </Attribute> </Control> <Mode Name="Standard, 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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5fa9a0ec-fa3b-42f4-808d-2c5f56cca0ae" /> <Include> <Attribute ID="Shutter_Func" ChannelOffset="5" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" ChannelOffset="8" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="10" Wheel="9" /> <Attribute ID="Red" ChannelOffset="11" Wheel="10" /> <Attribute ID="Green" ChannelOffset="12" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="13" Wheel="12" /> <Attribute ID="White" ChannelOffset="14" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="P/T_Func" ChannelOffset="4" Wheel="26" /> <Attribute ID="Control" ChannelOffset="16" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 24 DMX" Channels="24"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5d07dc76-a2f0-434d-994d-6da0aa38da90" /> <Include> <Attribute ID="Shutter_Func" ChannelOffset="7" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" ChannelOffset="11" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="13" Wheel="9" /> <Attribute ID="Red" ChannelOffset="14,15" Wheel="10" /> <Attribute ID="Green" ChannelOffset="16,17" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="18,19" Wheel="12" /> <Attribute ID="White" ChannelOffset="20,21" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="P/T_Func" ChannelOffset="6" Wheel="26" /> <Attribute ID="Control" ChannelOffset="24" Wheel="28" /> </Include> </Mode> <Mode Name="Basic 8bit, 15 DMX" Channels="15"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5734f12a-36a6-4457-a82a-5371fd420e55" /> <Include> <Attribute ID="Shutter1" ChannelOffset="5" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" ChannelOffset="7" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="9" Wheel="9" /> <Attribute ID="Red" ChannelOffset="10" Wheel="10" /> <Attribute ID="Green" ChannelOffset="11" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="12" Wheel="12" /> <Attribute ID="White" ChannelOffset="13" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="P/T_Func" ChannelOffset="4" Wheel="26" /> <Attribute ID="Control" ChannelOffset="15" Wheel="28" /> </Include> </Mode> <Mode Name="Basic 16bit, 17 DMX" Channels="17"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="7263e292-02b8-4e8c-9bae-2b928647abb1" /> <Include> <Attribute ID="Shutter1" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" ChannelOffset="9" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="9" /> <Attribute ID="Red" ChannelOffset="12" Wheel="10" /> <Attribute ID="Green" ChannelOffset="13" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="14" Wheel="12" /> <Attribute ID="White" ChannelOffset="15" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="P/T_Func" ChannelOffset="6" Wheel="26" /> <Attribute ID="Control" ChannelOffset="17" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display OFF"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display ON"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate"> <Set Channel="Control:7" 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="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="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>