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Explo X2 Wave Flamer V2 (Explo_X2 Wave Flamer V2.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="X2 Wave Flamer V2" ShortName="X2 WaveFlm" Company="Explo" Version="3"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>a0aa597c-6dbb-4dc2-8c2d-f19ab8dbe15e</Thumbnail> <History Date="20-06-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="27-10-22" Author="Nic Morris" Comment="Created from Explo X2 Wave Flamer (program values not documented properly and don't make any sense. used percentage values)" Version="2" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Angle" Name="Angle" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'Angle %.1f°',-105.0~105.0" Dmx="0~255" /> <Function ID="2" Name="-105°" Display="'-105°'" Dmx="0~0" /> <Function ID="3" Name="-90°" Display="'-90°'" Dmx="18~18" /> <Function ID="4" Name="-45°" Display="'-45°'" Dmx="73~73" /> <Function ID="5" Name="0°" Display="'0°'" Dmx="128~128" /> <Function ID="6" Name="45°" Display="'45°'" Dmx="182~182" /> <Function ID="7" Name="90°" Display="'90°'" Dmx="237~237" /> <Function ID="8" Name="105°" Display="'105°'" Dmx="255~255" /> </Attribute> <Attribute ID="Speed" Name="Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" /> <Function ID="2" Name="Full Speed" Display="'Full Speed'" Dmx="0~0" /> </Attribute> <Attribute ID="Ignition" Name="Ignition" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Fire" Display="'Fire'" Dmx="255~255" /> </Attribute> <Attribute ID="Opening_Time" Name="Opening Time" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Continuous" Display="'Continuous'" Dmx="0~0" /> <Function ID="2" Name="Duration" Display="'%.fms',10~2540" Dmx="0~254" /> <Function ID="3" Name="Continuous" Display="'Continuous'" Dmx="255~255" /> </Attribute> <Attribute ID="Macro_Func" Name="Program Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Macro" /> <Function ID="2" Name="Single Ignition (110ms)" Display="'Single Ignition (110ms)'" Dmx="0~0" Update="Macro" /> <Function ID="3" Name="Single Ignition (410ms)" Display="'Single Ignition (410ms)'" Dmx="0~0" Update="Macro" /> <Function ID="4" Name="Step Sequence Short" Display="'Step Sequence Short'" Dmx="0~0" Update="Macro" /> <Function ID="5" Name="Step Sequence Long" Display="'Step Sequence Long'" Dmx="0~0" Update="Macro" /> <Function ID="6" Name="Wave Sequence" Display="'Wave Sequence'" Dmx="0~0" Update="Macro" /> <Function ID="7" Name="Additional Step Sequence" Display="'Additional Step Sequence'" Dmx="0~0" Update="Macro" /> <Function ID="8" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Macro" /> </Attribute> <Attribute ID="Macro" Name="Program" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Effect" ID="1" If="'Macro_Func'==1" /> <Condition Name="Single Ignition Short" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Macro_Func'==2" /> <Condition Name="Single Ignition Long" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Macro_Func'==3" /> <Condition Name="Step Sequence Short" ID="34,35,36,37,38,39,40,41,42,43,44" If="'Macro_Func'==4" /> <Condition Name="Step Sequence Long" ID="45,46,47,48,49,50,51,52,53,54,55" If="'Macro_Func'==5" /> <Condition Name="Wave Sequence" ID="56,57,58,59,60,61,62,63,64,65,66,67,68" If="'Macro_Func'==6" /> <Condition Name="Additional Sequence" ID="69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95" If="'Macro_Func'==7" /> <Else ID="96" /> <Function ID="1" Name="No Program" Display="''" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="3" Name="-105°" Display="'-105°'" Dmx="3~3" WheelPosition="1" /> <Function ID="4" Name="-90°" Display="'-90°'" Dmx="5~5" WheelPosition="2" /> <Function ID="5" Name="-75°" Display="'-75°'" Dmx="8~8" WheelPosition="3" /> <Function ID="6" Name="-60°" Display="'-60°'" Dmx="10~10" WheelPosition="4" /> <Function ID="7" Name="-45°" Display="'-45°'" Dmx="13~13" WheelPosition="5" /> <Function ID="8" Name="-30°" Display="'-30°'" Dmx="15~15" WheelPosition="6" /> <Function ID="9" Name="-15°" Display="'-15°'" Dmx="18~18" WheelPosition="7" /> <Function ID="10" Name="0°" Display="'0°'" Dmx="20~20" WheelPosition="8" /> <Function ID="11" Name="15°" Display="'15°'" Dmx="23~23" WheelPosition="9" /> <Function ID="12" Name="30°" Display="'30°'" Dmx="26~26" WheelPosition="10" /> <Function ID="13" Name="45°" Display="'45°'" Dmx="28~28" WheelPosition="11" /> <Function ID="14" Name="60°" Display="'60°'" Dmx="31~31" WheelPosition="12" /> <Function ID="15" Name="75°" Display="'75°'" Dmx="33~33" WheelPosition="13" /> <Function ID="16" Name="90°" Display="'90°'" Dmx="36~36" WheelPosition="14" /> <Function ID="17" Name="105°" Display="'105°'" Dmx="38~38" WheelPosition="15" /> <Function ID="18" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="19" Name="-105°" Display="'-105°'" Dmx="41~41" WheelPosition="1" /> <Function ID="20" Name="-90°" Display="'-90°'" Dmx="43~43" WheelPosition="2" /> <Function ID="21" Name="-75°" Display="'-75°'" Dmx="46~46" WheelPosition="3" /> <Function ID="22" Name="-60°" Display="'-60°'" Dmx="48~48" WheelPosition="4" /> <Function ID="23" Name="-45°" Display="'-45°'" Dmx="51~51" WheelPosition="5" /> <Function ID="24" Name="-30°" Display="'-30°'" Dmx="54~54" WheelPosition="6" /> <Function ID="25" Name="-15°" Display="'-15°'" Dmx="56~56" WheelPosition="7" /> <Function ID="26" Name="0°" Display="'0°'" Dmx="59~59" WheelPosition="8" /> <Function ID="27" Name="15°" Display="'15°'" Dmx="61~61" WheelPosition="9" /> <Function ID="28" Name="30°" Display="'30°'" Dmx="64~64" WheelPosition="10" /> <Function ID="29" Name="45°" Display="'45°'" Dmx="66~66" WheelPosition="11" /> <Function ID="30" Name="60°" Display="'60°'" Dmx="69~69" WheelPosition="12" /> <Function ID="31" Name="75°" Display="'75°'" Dmx="71~71" WheelPosition="13" /> <Function ID="32" Name="90°" Display="'90°'" Dmx="74~74" WheelPosition="14" /> <Function ID="33" Name="105°" Display="'105°'" Dmx="76~76" WheelPosition="15" /> <Function ID="34" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="35" Name="1-15 (L->R) 2.4s" Display="'1-15 (L->R) 2.4s'" Dmx="79~79" WheelPosition="1" /> <Function ID="36" Name="15-1 (R->L) 2.4s" Display="'15-1 (R->L) 2.4s'" Dmx="82~82" WheelPosition="2" /> <Function ID="37" Name="5>8>11 (L->R) 0.58s" Display="'5>8>11 (L->R) 0.58s'" Dmx="84~84" WheelPosition="3" /> <Function ID="38" Name="11>8>5 (R->L) 0.58s" Display="'11>8>5 (R->L) 0.58s'" Dmx="87~87" WheelPosition="4" /> <Function ID="39" Name="6>10 (L->R) 0.39s" Display="'6>10 (L->R) 0.39s'" Dmx="89~89" WheelPosition="5" /> <Function ID="40" Name="10>6 (R->L) 0.39s" Display="'10>6 (R->L) 0.39s'" Dmx="92~92" WheelPosition="6" /> <Function ID="41" Name="4>6>8>10>12 (L->R) 0.9s" Display="'4>6>8>10>12 (L->R) 0.9s'" Dmx="94~94" WheelPosition="7" /> <Function ID="42" Name="12>10>8>6>4 (R->L) 0.9s" Display="'12>10>8>6>4 (R->L) 0.9s'" Dmx="97~97" WheelPosition="8" /> <Function ID="43" Name="8>6>10>4>12 (M>L>R>L>R) 1s" Display="'8>6>10>4>12 (M>L>R>L>R) 1s'" Dmx="99~99" WheelPosition="9" /> <Function ID="44" Name="8>10>6>12>4 (M>R>L>R>L) 1s" Display="'8>10>6>12>4 (M>R>L>R>L) 1s'" Dmx="102~102" WheelPosition="10" /> <Function ID="45" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="46" Name="1-15 (L->R) 6.89s" Display="'1-15 (L->R) 6.89s'" Dmx="105~105" WheelPosition="1" /> <Function ID="47" Name="15-1 (R->L) 6.89s" Display="'15-1 (R->L) 6.89s'" Dmx="107~107" WheelPosition="2" /> <Function ID="48" Name="5>8>11 (L->R) 1.48s" Display="'5>8>11 (L->R) 1.48s'" Dmx="110~110" WheelPosition="3" /> <Function ID="49" Name="11>8>5 (R->L) 1.48s" Display="'11>8>5 (R->L) 1.48s'" Dmx="112~112" WheelPosition="4" /> <Function ID="50" Name="6>10 (L->R) 0.99s" Display="'6>10 (L->R) 0.99s'" Dmx="115~115" WheelPosition="5" /> <Function ID="51" Name="10>6 (R->L) 0.99s" Display="'10>6 (R->L) 0.99s'" Dmx="117~117" WheelPosition="6" /> <Function ID="52" Name="4>6>8>10>12 (L->R) 2.4s" Display="'4>6>8>10>12 (L->R) 2.4s'" Dmx="120~120" WheelPosition="7" /> <Function ID="53" Name="12>10>8>6>4 (R->L) 2.4s" Display="'12>10>8>6>4 (R->L) 2.4s'" Dmx="122~122" WheelPosition="8" /> <Function ID="54" Name="8>6>10>4>12 (M>L>R>L>R) 2.53s" Display="'8>6>10>4>12 (M>L>R>L>R) 2.53s'" Dmx="125~125" WheelPosition="9" /> <Function ID="55" Name="8>10>6>12>4 (M>R>L>R>L) 2.53s" Display="'8>10>6>12>4 (M>R>L>R>L) 2.53s'" Dmx="128~128" WheelPosition="10" /> <Function ID="56" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="57" Name="5-->11 (L-R) 1.79s" Display="'5-->11 (L-R) 1.79s'" Dmx="130~130" /> <Function ID="58" Name="11-->5 (R->L) 1.79s" Display="'11-->5 (R->L) 1.79s'" Dmx="133~133" /> <Function ID="59" Name="BIG 1-->15 (L->R) 3.93s" Display="'BIG 1-->15 (L->R) 3.93s'" Dmx="135~135" /> <Function ID="60" Name="BIG 15-->1 )R->L) 3.93s" Display="'BIG 15-->1 )R->L) 3.93s'" Dmx="138~138" /> <Function ID="61" Name="8-->1 (M->L) 2.26s" Display="'8-->1 (M->L) 2.26s'" Dmx="140~140" /> <Function ID="62" Name="8-->15 (M->R) 2.26s" Display="'8-->15 (M->R) 2.26s'" Dmx="143~143" /> <Function ID="63" Name="1-->8 (L->M) 2.26s" Display="'1-->8 (L->M) 2.26s'" Dmx="145~145" /> <Function ID="64" Name="15-->8 (R->M) 2.26s" Display="'15-->8 (R->M) 2.26s'" Dmx="148~148" /> <Function ID="65" Name="8-->11 (M->R) 1.19s" Display="'8-->11 (M->R) 1.19s'" Dmx="150~150" /> <Function ID="66" Name="8-->5 (M->L) 1.19s" Display="'8-->5 (M->L) 1.19s'" Dmx="153~153" /> <Function ID="67" Name="5-->8 (L->M) 1.19s" Display="'5-->8 (L->M) 1.19s'" Dmx="156~156" /> <Function ID="68" Name="11-->8 (R->M) 1.19s" Display="'11-->8 (R->M) 1.19s'" Dmx="158~158" /> <Function ID="69" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" /> <Function ID="70" Name="Step 2>14 (L->R) 0.48s" Display="'Step 2>14 (L->R) 0.48s'" Dmx="161~161" /> <Function ID="71" Name="Step 14>2 (R->L) 0.48s" Display="'Step 14>2 (R->L) 0.48s'" Dmx="163~163" /> <Function ID="72" Name="Step 2>14 (L->R) 1.23s" Display="'Step 2>14 (L->R) 1.23s'" Dmx="166~166" /> <Function ID="73" Name="Step 14>2 (R->L) 1.23s" Display="'Step 14>2 (R->L) 1.23s'" Dmx="168~168" /> <Function ID="74" Name="Step 8>13 (L->R) Short" Display="'Step 8>13 (L->R) Short'" Dmx="171~171" /> <Function ID="75" Name="Step 13>8 (R->L) Short" Display="'Step 13>8 (R->L) Short'" Dmx="173~173" /> <Function ID="76" Name="Step 8>13 (L->R) Long" Display="'Step 8>13 (L->R) Long'" Dmx="176~176" /> <Function ID="77" Name="Step 13>8 (R->L) Long" Display="'Step 13>8 (R->L) Long'" Dmx="178~178" /> <Function ID="78" Name="Step 8>3 (R->L) Short" Display="'Step 8>3 (R->L) Short'" Dmx="181~181" /> <Function ID="79" Name="Step 3>8 (L->R) Short" Display="'Step 3>8 (L->R) Short'" Dmx="184~184" /> <Function ID="80" Name="Step 8>3 (R->L) Long" Display="'Step 8>3 (R->L) Long'" Dmx="186~186" /> <Function ID="81" Name="Step 8<3 (L->R) Long" Display="'Step 8<3 (L->R) Long'" Dmx="189~189" /> <Function ID="82" Name="Step 3>13 (L->R) Short" Display="'Step 3>13 (L->R) Short'" Dmx="191~191" /> <Function ID="83" Name="Step 13>3 (R->L) Short" Display="'Step 13>3 (R->L) Short'" Dmx="194~194" /> <Function ID="84" Name="Step 2>14 (L->R) Short" Display="'Step 2>14 (L->R) Short'" Dmx="196~196" /> <Function ID="85" Name="Step 14>2 (R->L) Short" Display="'Step 14>2 (R->L) Short'" Dmx="199~199" /> <Function ID="86" Name="Step 8>5>11 (M->L->R) Short" Display="'Step 8>5>11 (M->L->R) Short'" Dmx="201~201" /> <Function ID="87" Name="Step 8>11>5 (M->R->L)Short" Display="'Step 8>11>5 (M->R->L)Short'" Dmx="204~204" /> <Function ID="88" Name="Step 5>11 (L->R) Short" Display="'Step 5>11 (L->R) Short'" Dmx="207~207" /> <Function ID="89" Name="Step 11>5 (R->L) Short" Display="'Step 11>5 (R->L) Short'" Dmx="209~209" /> <Function ID="90" Name="Wave 8>13 (M->R)" Display="'Wave 8>13 (M->R)'" Dmx="212~212" /> <Function ID="91" Name="Wave 13>8 (R->M)" Display="'Wave 13>8 (R->M)'" Dmx="214~214" /> <Function ID="92" Name="Wave 8>3 (M->L)" Display="'Wave 8>3 (M->L)'" Dmx="217~217" /> <Function ID="93" Name="Wave 3>8 (L->M)" Display="'Wave 3>8 (L->M)'" Dmx="219~219" /> <Function ID="94" Name="Wave 3>13 (L>R)" Display="'Wave 3>13 (L>R)'" Dmx="222~222" /> <Function ID="95" Name="Wave 13>3 (R->L)" Display="'Wave 13>3 (R->L)'" Dmx="224~224" /> <Function ID="96" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Test" Display="'Test'" Dmx="0~0" /> <Function ID="2" Name="Armed" Display="'Armed'" Dmx="50~200" /> <Function ID="3" Name="Test" Display="'Test'" Dmx="201~255" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6"> <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="Angle" ChannelOffset="1" Wheel="19" /> <Attribute ID="Speed" ChannelOffset="2" Wheel="25" /> <Attribute ID="Ignition" ChannelOffset="3" Wheel="4" /> <Attribute ID="Opening_Time" ChannelOffset="4" Wheel="5" /> <Attribute ID="Macro_Func" Wheel="22" /> <Attribute ID="Macro" ChannelOffset="5" Wheel="23" /> <Attribute ID="Mode" ChannelOffset="6" Wheel="28" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>