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Unknown 250 BEAM (Unknown) (Unknown_250 BEAM.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="250 BEAM" ShortName="250 BEAM" Company="Unknown" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>d47e07a3-1089-47c3-9737-7a35608f9d45</Thumbnail> <History Date="11-02-24" Author="Nic Morris" Comment="Created (poor documentation. frost ranges look like a duplicate of prism rot and don't make sense. left as raw for now)" Version="0" /> <History Date="13-02-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="6e248860-2b4c-411d-856b-8380e478f7c1" /> <Control> <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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" 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" If="'Colour1Func'==1" /> <Condition Name="Split" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Colour1Func'==3" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="0,0,0" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~11" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~19" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~27" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~35" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~43" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~51" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~59" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="64~67" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~75" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="80~83" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="88~91" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="96~99" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="104~107" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Op/ 1" Display="'Op/ 1'" Dmx="4~7" WheelPosition="0" Colour="0,0,0" /> <Function ID="16" Name="1/ 2" Display="'1/ 2'" Dmx="12~15" WheelPosition="1" Colour="0,0,0" /> <Function ID="17" Name="2/ 3" Display="'2/ 3'" Dmx="20~23" WheelPosition="2" Colour="0,0,0" /> <Function ID="18" Name="3/ 4" Display="'3/ 4'" Dmx="28~31" WheelPosition="3" Colour="0,0,0" /> <Function ID="19" Name="4/ 5" Display="'4/ 5'" Dmx="36~39" WheelPosition="4" Colour="0,0,0" /> <Function ID="20" Name="5/ 6" Display="'5/ 6'" Dmx="44~47" WheelPosition="5" Colour="0,0,0" /> <Function ID="21" Name="6/ 7" Display="'6/ 7'" Dmx="52~55" WheelPosition="6" Colour="0,0,0" /> <Function ID="22" Name="7/ 8" Display="'7/ 8'" Dmx="60~63" WheelPosition="7" Colour="0,0,0" /> <Function ID="23" Name="8/ 9" Display="'8/ 9'" Dmx="68~71" WheelPosition="8" Colour="0,0,0" /> <Function ID="24" Name="9/ 10" Display="'9/ 10'" Dmx="76~79" WheelPosition="9" Colour="0,0,0" /> <Function ID="25" Name="10/ 11" Display="'10/ 11'" Dmx="84~87" WheelPosition="10" Colour="0,0,0" /> <Function ID="26" Name="11/ 12" Display="'11/ 12'" Dmx="92~95" WheelPosition="11" Colour="0,0,0" /> <Function ID="27" Name="12/ 13" Display="'12/ 13'" Dmx="100~103" WheelPosition="12" Colour="0,0,0" /> <Function ID="28" Name="13/ Op" Display="'13/ Op'" Dmx="108~127" WheelPosition="13" Colour="0,0,0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="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" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==3" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="55~59" WheelPosition="11" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="60~64" WheelPosition="12" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="65~69" WheelPosition="13" /> <Function ID="15" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="70~74" WheelPosition="0" /> <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="75~79" WheelPosition="1" /> <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="80~84" WheelPosition="2" /> <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="85~89" WheelPosition="3" /> <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="90~94" WheelPosition="4" /> <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="95~99" WheelPosition="5" /> <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="100~104" WheelPosition="6" /> <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="105~109" WheelPosition="7" /> <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="110~114" WheelPosition="8" /> <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="115~119" WheelPosition="9" /> <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="120~124" WheelPosition="10" /> <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="125~129" WheelPosition="11" /> <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="130~134" WheelPosition="12" /> <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="135~139" WheelPosition="13" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="195~200" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~201" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="195~200" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~140" /> <Function ID="33" 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="Frost/6-Colour" Name="Frost/6-Colour" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <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="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Delay Off" Display="'Delay Off'" Dmx="100~105" /> <Function ID="3" Name="Half-Power On" Display="'Half-Power On'" Dmx="150~155" /> <Function ID="4" Name="Delay On" Display="'Delay On'" Dmx="200~205" /> <Function ID="5" Name="Reset" Display="'Reset'" Dmx="250~255" /> </Attribute> </Control> <Mode Name="16 DMX" Channels="16" Id="a544415b-faba-4be2-841a-0e09c05464f5"> <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="38a28641-ffa8-4565-bba8-80663902b7fd" /> <Include> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" /> <Attribute ID="Prism" ChannelOffset="5" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="6" Wheel="24" /> <Attribute ID="Frost/6-Colour" ChannelOffset="7" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="8,9" Wheel="20" /> <Attribute ID="Pan" ChannelOffset="10,11" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="12,13" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="14" Wheel="25" /> <Attribute ID="Reserved" ChannelOffset="15" Wheel="29" /> <Attribute ID="Control" ChannelOffset="16" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:5" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Delay Off"> <Set Channel="Control:2" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Half-Power On"> <Set Channel="Control:3" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Delay On"> <Set Channel="Control:4" Delay="4000" /> <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" /> <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" /> </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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>