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Soundsation Twilight 150 Beam (Soundsation_Twilight 150 Beam.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Twilight 150 Beam" ShortName="Twi 150 Bm" Company="Soundsation"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>13946821-757c-443f-98ef-8aa4ba8d5885</Thumbnail> <History Date="07-06-19" Author="Nic Morris" Comment="Created (note documentation does not detail which slots colour and gobo images relate to)" /> <History Date="11-06-19" Author="Nic Morris" Comment="" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="abf8eca5-61c0-455a-bf80-0366928e18f6" /> <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="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="20~199" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="200~249" /> </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" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="9,10,11,12,13,14" If="'Colour1Func'==2" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="20~39" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="40~59" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="60~79" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="80~99" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="100~119" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="120~139" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="140~159" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~227" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="228~255" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="14" Name="Skipped" Display="'Skipped %.f%%',0~100" Dmx="199~160" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Offset" Name="Colour Offset" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Offset" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" /> <Condition Name="Scroll" ID="8,9,10,11,12,13" If="'Gobo1Func'==2" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="25~49" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="50~74" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="75~99" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="100~124" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="125~149" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="150~179" WheelPosition="6" /> <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~227" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="228~255" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="13" Name="Skipped" Display="'Skipped %.f%%',0~100" Dmx="199~180" /> <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="20~99" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="100~179" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="180~255" /> </Attribute> <Attribute ID="Gobo_1_Shake" Name="Gobo 1 Shake" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Shake" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1" /> <Condition Name="Scroll" ID="10,11,12,13,14,15" If="'Gobo2Func'==2" /> <Else ID="16" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="20~39" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="40~59" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="60~79" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="80~99" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="100~119" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="120~139" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="140~159" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="160~179" WheelPosition="8" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~227" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="228~255" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="15" Name="Skipped" Display="'Skipped %.f%%',0~100" Dmx="199~180" /> <Function ID="16" 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 1" Display="'Prism 1'" Dmx="64~127" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="128~191" /> <Function ID="4" Name="Prism 1+2" Display="'Prism 1+2'" Dmx="192~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="64~119" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="124~179" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="180~255" /> </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="Auto 1" Display="'Auto 1'" Dmx="20~39" /> <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="40~59" /> <Function ID="4" Name="Reset" Display="'Reset'" Dmx="200~219" /> </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> </Control> <Mode Name="13 DMX" Channels="13"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="222" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="2daa8676-8d22-4d7f-be7d-47fbde77b9b9" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> <Attribute ID="Focus" ChannelOffset="7" Wheel="20" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="9" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="11" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="12" Wheel="24" /> <Attribute ID="Control" ChannelOffset="13" Wheel="28" /> </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="Head" PanMax="540" TiltMax="222" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f01d0baa-fc83-46d5-a986-d3972fb85656" /> <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="4" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour_Offset" ChannelOffset="9" Wheel="9" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="12" Wheel="15" /> <Attribute ID="Gobo_1_Shake" ChannelOffset="13" Wheel="43" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="15" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="24" /> <Attribute ID="Control" ChannelOffset="17" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>