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Showven uFlamer X-Gasboom (Showven_uFlamer X-Gasboom.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="uFlamer X-Gasboom" ShortName="X-Gasboom" Company="Showven" Version="0"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>0d5b4355-332b-432c-87c5-1084992d88c1</Thumbnail> <History Date="22-03-25" Author="Nic Morris" Comment="Created" Version="0" /> <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°',-90.0~90.0" Dmx="0~255" /> <Function ID="2" Name="-90°" Display="'-90°'" Dmx="0~0" /> <Function ID="3" Name="-60°" Display="'-60°'" Dmx="42~42" /> <Function ID="4" Name="-30°" Display="'-30°'" Dmx="85~85" /> <Function ID="5" Name="0°" Display="'0°'" Dmx="128~128" /> <Function ID="6" Name="30°" Display="'30°'" Dmx="170~170" /> <Function ID="7" Name="60°" Display="'60°'" Dmx="213~213" /> <Function ID="8" Name="90°" Display="'90°'" Dmx="255~255" /> </Attribute> <Attribute ID="Wave_Spd" Name="Wave Spd" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Dimmer" Name="Fire" 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="Fire_Duration" Name="Fire Duration" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Permanent (Max 30s)" Display="'Permanent (Max 30s)'" Dmx="0~0" /> <Function ID="2" Name="Duration" Display="'%.fms',10~2540" Dmx="1~254" /> </Attribute> <Attribute ID="Preset_Seq" Name="Preset Seq" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Single Short (-90°)" Display="'Single Short (-90°)'" Dmx="3~5" /> <Function ID="3" Name="Single Short (-60°)" Display="'Single Short (-60°)'" Dmx="6~7" /> <Function ID="4" Name="Single Short (-30°)" Display="'Single Short (-30°)'" Dmx="8~10" /> <Function ID="5" Name="Single Short (0°)" Display="'Single Short (0°)'" Dmx="11~12" /> <Function ID="6" Name="Single Short (30°)" Display="'Single Short (30°)'" Dmx="13~15" /> <Function ID="7" Name="Single Short (60°)" Display="'Single Short (60°)'" Dmx="16~17" /> <Function ID="8" Name="Single Short (90°)" Display="'Single Short (90°)'" Dmx="18~20" /> <Function ID="9" Name="Single Long (-90°)" Display="'Single Long (-90°)'" Dmx="21~22" /> <Function ID="10" Name="Single Long (-60°)" Display="'Single Long (-60°)'" Dmx="23~25" /> <Function ID="11" Name="Single Long (-30°)" Display="'Single Long (-30°)'" Dmx="26~28" /> <Function ID="12" Name="Single Long (0°)" Display="'Single Long (0°)'" Dmx="29~30" /> <Function ID="13" Name="Single Long (30°)" Display="'Single Long (30°)'" Dmx="31~33" /> <Function ID="14" Name="Single Long (60°)" Display="'Single Long (60°)'" Dmx="34~35" /> <Function ID="15" Name="Single Long (90°)" Display="'Single Long (90°)'" Dmx="36~38" /> <Function ID="16" Name="Seq Short (Step from 1-7)" Display="'Seq Short (Step from 1-7)'" Dmx="39~40" /> <Function ID="17" Name="Seq Short (Step from 7-1)" Display="'Seq Short (Step from 7-1)'" Dmx="41~43" /> <Function ID="18" Name="Seq Short (Step from 2-6)" Display="'Seq Short (Step from 2-6)'" Dmx="44~45" /> <Function ID="19" Name="Seq Short (Step from 6-2)" Display="'Seq Short (Step from 6-2)'" Dmx="46~48" /> <Function ID="20" Name="Seq Short (Step from 1-4)" Display="'Seq Short (Step from 1-4)'" Dmx="49~50" /> <Function ID="21" Name="Seq Short (Step from 4-1)" Display="'Seq Short (Step from 4-1)'" Dmx="51~53" /> <Function ID="22" Name="Seq Short (Step from 4-7)" Display="'Seq Short (Step from 4-7)'" Dmx="54~56" /> <Function ID="23" Name="Seq Short (Step from 7-4)" Display="'Seq Short (Step from 7-4)'" Dmx="57~58" /> <Function ID="24" Name="Seq Short (Step from 2-4)" Display="'Seq Short (Step from 2-4)'" Dmx="59~61" /> <Function ID="25" Name="Seq Short (Step from 4-2)" Display="'Seq Short (Step from 4-2)'" Dmx="62~63" /> <Function ID="26" Name="Seq Short (Step from 3-5)" Display="'Seq Short (Step from 3-5)'" Dmx="64~66" /> <Function ID="27" Name="Seq Short (Step from 5-3)" Display="'Seq Short (Step from 5-3)'" Dmx="67~68" /> <Function ID="28" Name="Seq Short (Step from 4-6)" Display="'Seq Short (Step from 4-6)'" Dmx="69~71" /> <Function ID="29" Name="Seq Short (Step from 6-4)" Display="'Seq Short (Step from 6-4)'" Dmx="72~73" /> <Function ID="30" Name="Seq Short (Step 2>6>3>5>4)" Display="'Seq Short (Step 2>6>3>5>4)'" Dmx="74~76" /> <Function ID="31" Name="Seq Short (Step 6>2>5>3>4)" Display="'Seq Short (Step 6>2>5>3>4)'" Dmx="77~79" /> <Function ID="32" Name="Seq Short (Step 4>3>5>2>6)" Display="'Seq Short (Step 4>3>5>2>6)'" Dmx="80~81" /> <Function ID="33" Name="Seq Short (Step 4>5>3>6>2)" Display="'Seq Short (Step 4>5>3>6>2)'" Dmx="82~84" /> <Function ID="34" Name="Seq Short (Step 2>4>6)" Display="'Seq Short (Step 2>4>6)'" Dmx="85~86" /> <Function ID="35" Name="Seq Short (Step 6>4>2)" Display="'Seq Short (Step 6>4>2)'" Dmx="87~89" /> <Function ID="36" Name="Seq Short (Step 3>5>4)" Display="'Seq Short (Step 3>5>4)'" Dmx="90~91" /> <Function ID="37" Name="Seq Short (Step 5>3>4)" Display="'Seq Short (Step 5>3>4)'" Dmx="92~94" /> <Function ID="38" Name="Seq Short (Step 4>2>6)" Display="'Seq Short (Step 4>2>6)'" Dmx="95~96" /> <Function ID="39" Name="Seq Short (Step 4>6>2)" Display="'Seq Short (Step 4>6>2)'" Dmx="97~99" /> <Function ID="40" Name="Seq Short (Step 2>6)" Display="'Seq Short (Step 2>6)'" Dmx="100~101" /> <Function ID="41" Name="Seq Short (Step 6>2)" Display="'Seq Short (Step 6>2)'" Dmx="102~104" /> <Function ID="42" Name="Seq Short (Step 3>5)" Display="'Seq Short (Step 3>5)'" Dmx="105~107" /> <Function ID="43" Name="Seq Short (Step 5>3)" Display="'Seq Short (Step 5>3)'" Dmx="108~109" /> <Function ID="44" Name="Seq Long (Step 1-7)" Display="'Seq Long (Step 1-7)'" Dmx="110~112" /> <Function ID="45" Name="Seq Long (Step 7-1)" Display="'Seq Long (Step 7-1)'" Dmx="113~114" /> <Function ID="46" Name="Seq Long (Step 2-6)" Display="'Seq Long (Step 2-6)'" Dmx="115~117" /> <Function ID="47" Name="Seq Long (Step 6-2)" Display="'Seq Long (Step 6-2)'" Dmx="118~119" /> <Function ID="48" Name="Seq Long (Step 1-4)" Display="'Seq Long (Step 1-4)'" Dmx="120~122" /> <Function ID="49" Name="Seq Long (Step 4-1)" Display="'Seq Long (Step 4-1)'" Dmx="123~124" /> <Function ID="50" Name="Seq Long (Step 4-7)" Display="'Seq Long (Step 4-7)'" Dmx="125~127" /> <Function ID="51" Name="Seq Long (Step 7-4)" Display="'Seq Long (Step 7-4)'" Dmx="128~130" /> <Function ID="52" Name="Seq Long (Step 2-4)" Display="'Seq Long (Step 2-4)'" Dmx="131~132" /> <Function ID="53" Name="Seq Long (Step 4-2)" Display="'Seq Long (Step 4-2)'" Dmx="133~135" /> <Function ID="54" Name="Seq Long (Step 3-5)" Display="'Seq Long (Step 3-5)'" Dmx="136~137" /> <Function ID="55" Name="Seq Long (Step 5-3)" Display="'Seq Long (Step 5-3)'" Dmx="138~140" /> <Function ID="56" Name="Seq Long (Step 4-6)" Display="'Seq Long (Step 4-6)'" Dmx="141~142" /> <Function ID="57" Name="Seq Long (Step 6-4)" Display="'Seq Long (Step 6-4)'" Dmx="143~145" /> <Function ID="58" Name="Seq Long (Step 2>6>3>5>4)" Display="'Seq Long (Step 2>6>3>5>4)'" Dmx="146~147" /> <Function ID="59" Name="Seq Long (Step 6>2>5>3>4)" Display="'Seq Long (Step 6>2>5>3>4)'" Dmx="148~150" /> <Function ID="60" Name="Seq Long (Step 4>3>5>2>6)" Display="'Seq Long (Step 4>3>5>2>6)'" Dmx="151~152" /> <Function ID="61" Name="Seq Long (Step 4>5>3>6>2)" Display="'Seq Long (Step 4>5>3>6>2)'" Dmx="153~155" /> <Function ID="62" Name="Seq Long (Step 2>4>6)" Display="'Seq Long (Step 2>4>6)'" Dmx="156~158" /> <Function ID="63" Name="Seq Long (Step 6>4>2)" Display="'Seq Long (Step 6>4>2)'" Dmx="159~160" /> <Function ID="64" Name="Seq Long (Step 3>5>4)" Display="'Seq Long (Step 3>5>4)'" Dmx="161~163" /> <Function ID="65" Name="Seq Long (Step 5>3>4)" Display="'Seq Long (Step 5>3>4)'" Dmx="164~165" /> <Function ID="66" Name="Seq Long (Step 4>2>6)" Display="'Seq Long (Step 4>2>6)'" Dmx="166~168" /> <Function ID="67" Name="Seq Long (Step 4>6>2)" Display="'Seq Long (Step 4>6>2)'" Dmx="169~170" /> <Function ID="68" Name="Seq Long (Step 2>6)" Display="'Seq Long (Step 2>6)'" Dmx="171~173" /> <Function ID="69" Name="Seq Long (Step 6>2)" Display="'Seq Long (Step 6>2)'" Dmx="174~175" /> <Function ID="70" Name="Seq Long (Step 3>5)" Display="'Seq Long (Step 3>5)'" Dmx="176~178" /> <Function ID="71" Name="Seq Long (Step 5>3)" Display="'Seq Long (Step 5>3)'" Dmx="179~181" /> <Function ID="72" Name="Wave 1-->7" Display="'Wave 1-->7'" Dmx="182~183" /> <Function ID="73" Name="Wave 7-->1" Display="'Wave 7-->1'" Dmx="184~186" /> <Function ID="74" Name="Wave 2-->6" Display="'Wave 2-->6'" Dmx="187~188" /> <Function ID="75" Name="Wave 6-->2" Display="'Wave 6-->2'" Dmx="189~191" /> <Function ID="76" Name="Wave 1-->4" Display="'Wave 1-->4'" Dmx="192~193" /> <Function ID="77" Name="Wave 4-->1" Display="'Wave 4-->1'" Dmx="194~196" /> <Function ID="78" Name="Wave 4-->7" Display="'Wave 4-->7'" Dmx="197~198" /> <Function ID="79" Name="Wave 7-->4" Display="'Wave 7-->4'" Dmx="199~201" /> <Function ID="80" Name="Wave 2-->4" Display="'Wave 2-->4'" Dmx="202~203" /> <Function ID="81" Name="Wave 4-->2" Display="'Wave 4-->2'" Dmx="204~206" /> <Function ID="82" Name="Wave 4-->6" Display="'Wave 4-->6'" Dmx="207~209" /> <Function ID="83" Name="Wave 6-->4" Display="'Wave 6-->4'" Dmx="210~211" /> <Function ID="84" Name="Single (0°)" Display="'Single (0°)'" Dmx="212~255" /> </Attribute> <Attribute ID="Safety" Name="Safety" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Disabled" Display="'Disabled'" Dmx="0~0" /> <Function ID="2" Name="Enabled" Display="'Enabled'" Dmx="50~200" /> <Function ID="3" Name="Disabled" Display="'Disabled'" Dmx="201~255" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6" Id="75fe197b-e9a0-439a-9891-922a4dc0309d"> <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="Wave_Spd" ChannelOffset="2" Wheel="20" /> <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" /> <Attribute ID="Fire_Duration" ChannelOffset="4" Wheel="4" /> <Attribute ID="Preset_Seq" ChannelOffset="5" Wheel="22" /> <Attribute ID="Safety" ChannelOffset="6" Wheel="28" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>