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Luxonos X DanceFloor Controller (Luxonos_X DanceFloor Controller.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="X DanceFloor Controller" ShortName="X DanceFlr" Company="Luxonos" Version="0"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>be45c842-83ec-4db7-82c4-76f408b94dc4</Thumbnail> <History Date="24-11-21" Author="Nic Morris" Comment="Created (very strange charts)" Version="0" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Sensitivity" Name="Sensitivity" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Bluntness MAX" Display="'Bluntness MAX'" Dmx="0~0" /> <Function ID="2" Name="2" Display="'2'" Dmx="43~85" /> <Function ID="3" Name="3" Display="'3'" Dmx="86~128" /> <Function ID="4" Name="4" Display="'4'" Dmx="129~171" /> <Function ID="5" Name="5" Display="'5'" Dmx="172~214" /> <Function ID="6" Name="Sensitivity MAX" Display="'Sensitivity MAX'" Dmx="215~255" /> </Attribute> <Attribute ID="Brightness" Name="Brightness" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="100%" Display="'100%'" Dmx="0~0" /> <Function ID="2" Name="50%" Display="'50%'" Dmx="43~85" /> <Function ID="3" Name="25%" Display="'25%'" Dmx="86~128" /> <Function ID="4" Name="12.5%" Display="'12.5%'" Dmx="129~171" /> <Function ID="5" Name="6.25%" Display="'6.25%'" Dmx="172~214" /> <Function ID="6" Name="3.125%" Display="'3.125%'" Dmx="215~255" /> </Attribute> <Attribute ID="Pattern/Sound" Name="Pattern/Sound" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pattern" Display="'Pattern'" Dmx="0~0" /> <Function ID="2" Name="Sound" Display="'Sound'" Dmx="86~170" /> <Function ID="3" Name="Audio" Display="'Audio'" Dmx="171~255" /> </Attribute> <Attribute ID="Speed" Name="Speed" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="1 (1 AC)" Display="'1 (1 AC)'" Dmx="0~0" /> <Function ID="2" Name="2 (1 AC)" Display="'2 (1 AC)'" Dmx="14~27" /> <Function ID="3" Name="3 (2 AC)" Display="'3 (2 AC)'" Dmx="28~41" /> <Function ID="4" Name="4 (2 AC)" Display="'4 (2 AC)'" Dmx="42~55" /> <Function ID="5" Name="5 (3 AC)" Display="'5 (3 AC)'" Dmx="56~69" /> <Function ID="6" Name="6 (3 AC)" Display="'6 (3 AC)'" Dmx="70~83" /> <Function ID="7" Name="7 (4 AC)" Display="'7 (4 AC)'" Dmx="84~97" /> <Function ID="8" Name="8 (4 AC)" Display="'8 (4 AC)'" Dmx="98~111" /> <Function ID="9" Name="9 (5 AC)" Display="'9 (5 AC)'" Dmx="112~125" /> <Function ID="10" Name="10 (5 AC)" Display="'10 (5 AC)'" Dmx="126~139" /> <Function ID="11" Name="11 (6 AC)" Display="'11 (6 AC)'" Dmx="140~153" /> <Function ID="12" Name="12 (6 AC)" Display="'12 (6 AC)'" Dmx="154~167" /> <Function ID="13" Name="13 (7 AC)" Display="'13 (7 AC)'" Dmx="168~181" /> <Function ID="14" Name="14 (7 AC)" Display="'14 (7 AC)'" Dmx="182~195" /> <Function ID="15" Name="15 (8 AC)" Display="'15 (8 AC)'" Dmx="196~209" /> <Function ID="16" Name="16 (8 AC)" Display="'16 (8 AC)'" Dmx="210~223" /> <Function ID="17" Name="17 (9 AC)" Display="'17 (9 AC)'" Dmx="224~237" /> <Function ID="18" Name="18 (9 AC)" Display="'18 (9 AC)'" Dmx="238~255" /> </Attribute> <Attribute ID="Synch_State" Name="Synch State" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="DC Synch" Display="'DC Synch'" Dmx="0~0" /> <Function ID="2" Name="AC Synch" Display="'AC Synch'" Dmx="255~255" /> </Attribute> <Attribute ID="Black_Screen" Name="Black Screen" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Black Screen" Display="'Black Screen'" Dmx="0~0" /> <Function ID="2" Name="General (Display Effect)" Display="'General (Display Effect)'" Dmx="255~255" /> </Attribute> <Attribute ID="Auto_Mode" Name="Auto Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No" Display="'No'" Dmx="0~0" /> <Function ID="2" Name="Auto Mode" Display="'Auto Mode'" Dmx="255~255" /> </Attribute> <Attribute ID="Mode_1-19" Name="Mode 1-19" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Mode 1" Display="'Mode 1'" Dmx="13~24" /> <Function ID="3" Name="Mode 2" Display="'Mode 2'" Dmx="25~36" /> <Function ID="4" Name="Mode 3" Display="'Mode 3'" Dmx="37~48" /> <Function ID="5" Name="Mode 4" Display="'Mode 4'" Dmx="49~60" /> <Function ID="6" Name="Mode 5" Display="'Mode 5'" Dmx="61~72" /> <Function ID="7" Name="Mode 6" Display="'Mode 6'" Dmx="73~84" /> <Function ID="8" Name="Mode 7" Display="'Mode 7'" Dmx="85~96" /> <Function ID="9" Name="Mode 8" Display="'Mode 8'" Dmx="97~108" /> <Function ID="10" Name="Mode 9" Display="'Mode 9'" Dmx="109~120" /> <Function ID="11" Name="Mode 10" Display="'Mode 10'" Dmx="121~132" /> <Function ID="12" Name="Mode 11" Display="'Mode 11'" Dmx="133~144" /> <Function ID="13" Name="Mode 12" Display="'Mode 12'" Dmx="145~156" /> <Function ID="14" Name="Mode 13" Display="'Mode 13'" Dmx="157~168" /> <Function ID="15" Name="Mode 14" Display="'Mode 14'" Dmx="169~180" /> <Function ID="16" Name="Mode 15" Display="'Mode 15'" Dmx="181~192" /> <Function ID="17" Name="Mode 16" Display="'Mode 16'" Dmx="193~204" /> <Function ID="18" Name="Mode 17" Display="'Mode 17'" Dmx="205~216" /> <Function ID="19" Name="Mode 18" Display="'Mode 18'" Dmx="217~228" /> <Function ID="20" Name="Mode 19" Display="'Mode 19'" Dmx="229~255" /> </Attribute> <Attribute ID="Mode_20-39" Name="Mode 20-39" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Mode 20" Display="'Mode 20'" Dmx="13~24" /> <Function ID="3" Name="Mode 21" Display="'Mode 21'" Dmx="25~36" /> <Function ID="4" Name="Mode 22" Display="'Mode 22'" Dmx="37~48" /> <Function ID="5" Name="Mode 23" Display="'Mode 23'" Dmx="49~60" /> <Function ID="6" Name="Mode 24" Display="'Mode 24'" Dmx="61~72" /> <Function ID="7" Name="Mode 25" Display="'Mode 25'" Dmx="73~84" /> <Function ID="8" Name="Mode 26" Display="'Mode 26'" Dmx="85~96" /> <Function ID="9" Name="Mode 27" Display="'Mode 27'" Dmx="97~108" /> <Function ID="10" Name="Mode 28" Display="'Mode 28'" Dmx="109~120" /> <Function ID="11" Name="Mode 29" Display="'Mode 29'" Dmx="121~132" /> <Function ID="12" Name="Mode 30" Display="'Mode 30'" Dmx="133~144" /> <Function ID="13" Name="Mode 31" Display="'Mode 31'" Dmx="145~156" /> <Function ID="14" Name="Mode 32" Display="'Mode 32'" Dmx="157~168" /> <Function ID="15" Name="Mode 33" Display="'Mode 33'" Dmx="169~180" /> <Function ID="16" Name="Mode 34" Display="'Mode 34'" Dmx="181~192" /> <Function ID="17" Name="Mode 35" Display="'Mode 35'" Dmx="193~204" /> <Function ID="18" Name="Mode 36" Display="'Mode 36'" Dmx="205~216" /> <Function ID="19" Name="Mode 37" Display="'Mode 37'" Dmx="217~228" /> <Function ID="20" Name="Mode 38" Display="'Mode 38'" Dmx="229~240" /> <Function ID="21" Name="Mode 390" Display="'Mode 390'" Dmx="241~255" /> </Attribute> <Attribute ID="Mode_40-59" Name="Mode 40-59" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Mode 40" Display="'Mode 40'" Dmx="13~24" /> <Function ID="3" Name="Mode 41" Display="'Mode 41'" Dmx="25~36" /> <Function ID="4" Name="Mode 42" Display="'Mode 42'" Dmx="37~48" /> <Function ID="5" Name="Mode 43" Display="'Mode 43'" Dmx="49~60" /> <Function ID="6" Name="Mode 44" Display="'Mode 44'" Dmx="61~72" /> <Function ID="7" Name="Mode 45" Display="'Mode 45'" Dmx="73~84" /> <Function ID="8" Name="Mode 46" Display="'Mode 46'" Dmx="85~96" /> <Function ID="9" Name="Mode 47" Display="'Mode 47'" Dmx="97~108" /> <Function ID="10" Name="Mode 48" Display="'Mode 48'" Dmx="109~120" /> <Function ID="11" Name="Mode 49" Display="'Mode 49'" Dmx="121~132" /> <Function ID="12" Name="Mode 50" Display="'Mode 50'" Dmx="133~144" /> <Function ID="13" Name="Mode 51" Display="'Mode 51'" Dmx="145~156" /> <Function ID="14" Name="Mode 52" Display="'Mode 52'" Dmx="157~168" /> <Function ID="15" Name="Mode 53" Display="'Mode 53'" Dmx="169~180" /> <Function ID="16" Name="Mode 54" Display="'Mode 54'" Dmx="181~192" /> <Function ID="17" Name="Mode 55" Display="'Mode 55'" Dmx="193~204" /> <Function ID="18" Name="Mode 56" Display="'Mode 56'" Dmx="205~216" /> <Function ID="19" Name="Mode 57" Display="'Mode 57'" Dmx="217~228" /> <Function ID="20" Name="Mode 58" Display="'Mode 58'" Dmx="229~240" /> <Function ID="21" Name="Mode 59" Display="'Mode 59'" Dmx="241~255" /> </Attribute> <Attribute ID="Mode_60-79" Name="Mode 60-79" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Mode 60" Display="'Mode 60'" Dmx="13~24" /> <Function ID="3" Name="Mode 61" Display="'Mode 61'" Dmx="25~36" /> <Function ID="4" Name="Mode 62" Display="'Mode 62'" Dmx="37~48" /> <Function ID="5" Name="Mode 63" Display="'Mode 63'" Dmx="49~60" /> <Function ID="6" Name="Mode 64" Display="'Mode 64'" Dmx="61~72" /> <Function ID="7" Name="Mode 65" Display="'Mode 65'" Dmx="73~84" /> <Function ID="8" Name="Mode 66" Display="'Mode 66'" Dmx="85~96" /> <Function ID="9" Name="Mode 67" Display="'Mode 67'" Dmx="97~108" /> <Function ID="10" Name="Mode 68" Display="'Mode 68'" Dmx="109~120" /> <Function ID="11" Name="Mode 69" Display="'Mode 69'" Dmx="121~132" /> <Function ID="12" Name="Mode 70" Display="'Mode 70'" Dmx="133~144" /> <Function ID="13" Name="Mode 71" Display="'Mode 71'" Dmx="145~156" /> <Function ID="14" Name="Mode 72" Display="'Mode 72'" Dmx="157~168" /> <Function ID="15" Name="Mode 73" Display="'Mode 73'" Dmx="169~180" /> <Function ID="16" Name="Mode 74" Display="'Mode 74'" Dmx="181~192" /> <Function ID="17" Name="Mode 75" Display="'Mode 75'" Dmx="193~204" /> <Function ID="18" Name="Mode 76" Display="'Mode 76'" Dmx="205~216" /> <Function ID="19" Name="Mode 77" Display="'Mode 77'" Dmx="217~228" /> <Function ID="20" Name="Mode 78" Display="'Mode 78'" Dmx="229~240" /> <Function ID="21" Name="Mode 79" Display="'Mode 79'" Dmx="241~255" /> </Attribute> <Attribute ID="Mode_80-96" Name="Mode 80-96" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Mode 80" Display="'Mode 80'" Dmx="15~28" /> <Function ID="3" Name="Mode 81" Display="'Mode 81'" Dmx="29~42" /> <Function ID="4" Name="Mode 82" Display="'Mode 82'" Dmx="43~56" /> <Function ID="5" Name="Mode 83" Display="'Mode 83'" Dmx="57~70" /> <Function ID="6" Name="Mode 84" Display="'Mode 84'" Dmx="71~84" /> <Function ID="7" Name="Mode 85" Display="'Mode 85'" Dmx="85~98" /> <Function ID="8" Name="Mode 86" Display="'Mode 86'" Dmx="99~112" /> <Function ID="9" Name="Mode 87" Display="'Mode 87'" Dmx="113~126" /> <Function ID="10" Name="Mode 88" Display="'Mode 88'" Dmx="127~140" /> <Function ID="11" Name="Mode 89" Display="'Mode 89'" Dmx="141~154" /> <Function ID="12" Name="Mode 90" Display="'Mode 90'" Dmx="155~168" /> <Function ID="13" Name="Mode 91" Display="'Mode 91'" Dmx="169~182" /> <Function ID="14" Name="Mode 92" Display="'Mode 92'" Dmx="183~196" /> <Function ID="15" Name="Mode 93" Display="'Mode 93'" Dmx="197~110" /> <Function ID="16" Name="Mode 94" Display="'Mode 94'" Dmx="111~124" /> <Function ID="17" Name="Mode 95" Display="'Mode 95'" Dmx="125~138" /> <Function ID="18" Name="Mode 96" Display="'Mode 96'" Dmx="139~255" /> </Attribute> </Control> <Mode Name="12 DMX" Channels="12"> <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="Sensitivity" ChannelOffset="1" Wheel="4" /> <Attribute ID="Brightness" ChannelOffset="2" Wheel="5" /> <Attribute ID="Pattern/Sound" ChannelOffset="3" Wheel="13" /> <Attribute ID="Speed" 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</swatchLibrary> </Fixture>