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Pearl River Aqua LED 3000-W Framing (PR-8139) (Pearl River_Aqua LED 3000-W Framing (PR-8139).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Aqua LED 3000-W Framing (PR-8139)" ShortName="Aq3000WFr" Company="Pearl River" Version="17"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>b06f6042-6bb2-4594-a3b8-b449a99aa67f</Thumbnail> <History Date="20-12-16" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="25-10-17" Author="Nic Morris" Comment="Created from Pearl River XRLED 1500 W (PR-8170) (note frame module rotate functions incompatible with attribute editor)" Version="2" /> <History Date="26-10-17" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <History Date="26-10-17" Author="Nic Morris" Comment="Inverted Iris wheel direction." Version="4" /> <History Date="20-04-20" Author="Nic Morris" Comment="Created from Pearl River XRLED 1500 W Framing (PR-8177)" Version="5" /> <History Date="23-04-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" /> <History Date="24-04-20" Author="Nic Morris" Comment="Corrected colour scroll CCW end DMX value." Version="8" /> <History Date="24-04-20" Author="Nic Morris" Comment="Corrected Extended mode channel assignment." Version="9" /> <History Date="08-07-20" Author="Nic Morris" Comment="Created from Pearl River Aqua LED 1700 Framing (PR-8179)" Version="10" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="11" /> <History Date="02-08-22" Author="Nic Morris" Comment="Created from Pearl River Aqua LED 1800 Framing (PR-8169) (identical except for fixed colours)" Version="12" /> <History Date="09-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="14" /> <History Date="08-03-23" Author="Nic Morris" Comment="Created from Pearl River Aqua LED 1500-W Framing (PR-8176) (fixed colours not detailed properly. assumed identical)" Version="15" /> <History Date="14-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="16" /> <History Date="18-03-23" Author="Nic Morris" Comment="Corrected gobo swatches." Version="17" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ac8e93e5-6394-40be-a9ed-8d09e83b8d06" /> <Control> <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="128~255" /> <Function ID="3" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="1~127" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="CMY_Macro" Name="CMY Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <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="8~9" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="10~11" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="12~13" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="14~15" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="16~17" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="18~19" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="20~21" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="22~23" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="24~25" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="26~27" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="28~29" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="30~31" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="32~33" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="34~35" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="36~37" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="38~39" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="40~41" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="42~43" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="44~45" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="46~47" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="48~49" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="50~51" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="52~53" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="54~55" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="56~57" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="58~59" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="60~61" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="62~63" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="64~65" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="66~67" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="68~69" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="70~71" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="72~73" WheelPosition="33" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="74~75" WheelPosition="34" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="76~77" WheelPosition="35" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="78~79" WheelPosition="36" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="80~81" WheelPosition="37" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="82~83" WheelPosition="38" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="84~85" WheelPosition="39" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="86~87" WheelPosition="40" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="88~89" WheelPosition="41" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="90~91" WheelPosition="42" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="92~93" WheelPosition="43" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="94~95" WheelPosition="44" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="96~97" WheelPosition="45" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="98~99" WheelPosition="46" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="100~101" WheelPosition="47" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="102~103" WheelPosition="48" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="104~105" WheelPosition="49" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="106~107" WheelPosition="50" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="108~109" WheelPosition="51" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="110~111" WheelPosition="52" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="112~113" WheelPosition="53" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="114~115" WheelPosition="54" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="116~117" WheelPosition="55" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="118~119" WheelPosition="56" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="120~121" WheelPosition="57" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="122~123" WheelPosition="58" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="124~125" WheelPosition="59" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="126~127" WheelPosition="60" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="128~129" WheelPosition="61" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="130~131" WheelPosition="62" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="132~133" WheelPosition="63" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="134~135" WheelPosition="64" Colour="0,0,0" /> <Function ID="66" Name="Colour 65" Display="'Colour 65'" Dmx="136~137" WheelPosition="65" Colour="0,0,0" /> <Function ID="67" Name="Colour 66" Display="'Colour 66'" Dmx="138~139" WheelPosition="66" Colour="0,0,0" /> <Function ID="68" Name="Colour 67" Display="'Colour 67'" Dmx="140~141" WheelPosition="67" Colour="0,0,0" /> <Function ID="69" Name="Colour 68" Display="'Colour 68'" Dmx="142~143" WheelPosition="68" Colour="0,0,0" /> <Function ID="70" Name="Colour 69" Display="'Colour 69'" Dmx="144~145" WheelPosition="69" Colour="0,0,0" /> <Function ID="71" Name="Colour 70" Display="'Colour 70'" Dmx="146~147" WheelPosition="7" Colour="0,0,0" /> <Function ID="72" Name="Colour 71" Display="'Colour 71'" Dmx="148~149" WheelPosition="7" Colour="0,0,0" /> <Function ID="73" Name="Colour 72" Display="'Colour 72'" Dmx="150~151" WheelPosition="7" Colour="0,0,0" /> <Function ID="74" Name="Colour 73" Display="'Colour 73'" Dmx="152~153" WheelPosition="7" Colour="0,0,0" /> <Function ID="75" Name="Colour 74" Display="'Colour 74'" Dmx="154~155" WheelPosition="7" Colour="0,0,0" /> <Function ID="76" Name="Colour 75" Display="'Colour 75'" Dmx="156~157" WheelPosition="7" Colour="0,0,0" /> <Function ID="77" Name="Colour 76" Display="'Colour 76'" Dmx="158~159" WheelPosition="7" Colour="0,0,0" /> <Function ID="78" Name="Colour 77" Display="'Colour 77'" Dmx="160~161" WheelPosition="7" Colour="0,0,0" /> <Function ID="79" Name="Colour 78" Display="'Colour 78'" Dmx="162~163" WheelPosition="7" Colour="0,0,0" /> <Function ID="80" Name="Colour 79" Display="'Colour 79'" Dmx="164~165" WheelPosition="7" Colour="0,0,0" /> <Function ID="81" Name="Colour 80" Display="'Colour 80'" Dmx="166~167" WheelPosition="8" Colour="0,0,0" /> <Function ID="82" Name="Colour 81" Display="'Colour 81'" Dmx="168~169" WheelPosition="8" Colour="0,0,0" /> <Function ID="83" Name="Colour 82" Display="'Colour 82'" Dmx="170~171" WheelPosition="8" Colour="0,0,0" /> <Function ID="84" Name="Colour 83" Display="'Colour 83'" Dmx="172~173" WheelPosition="8" Colour="0,0,0" /> <Function ID="85" Name="Colour 84" Display="'Colour 84'" Dmx="174~175" WheelPosition="8" Colour="0,0,0" /> <Function ID="86" Name="Colour 85" Display="'Colour 85'" Dmx="176~177" WheelPosition="8" Colour="0,0,0" /> <Function ID="87" Name="Colour 86" Display="'Colour 86'" Dmx="178~179" WheelPosition="8" Colour="0,0,0" /> <Function ID="88" Name="Colour 87" Display="'Colour 87'" Dmx="180~181" WheelPosition="8" Colour="0,0,0" /> <Function ID="89" Name="Colour 88" Display="'Colour 88'" Dmx="182~183" WheelPosition="8" Colour="0,0,0" /> <Function ID="90" Name="Colour 89" Display="'Colour 89'" Dmx="184~185" WheelPosition="8" Colour="0,0,0" /> <Function ID="91" Name="Colour 90" Display="'Colour 90'" Dmx="186~187" WheelPosition="9" Colour="0,0,0" /> <Function ID="92" Name="Colour 91" Display="'Colour 91'" Dmx="188~189" WheelPosition="9" Colour="0,0,0" /> <Function ID="93" Name="Colour 92" Display="'Colour 92'" Dmx="190~191" WheelPosition="9" Colour="0,0,0" /> <Function ID="94" Name="Colour 93" Display="'Colour 93'" Dmx="192~193" WheelPosition="9" Colour="0,0,0" /> <Function ID="95" Name="Colour 94" Display="'Colour 94'" Dmx="194~195" WheelPosition="9" Colour="0,0,0" /> <Function ID="96" Name="Colour 95" Display="'Colour 95'" Dmx="196~197" WheelPosition="9" Colour="0,0,0" /> <Function ID="97" Name="Colour 96" Display="'Colour 96'" Dmx="198~199" WheelPosition="9" Colour="0,0,0" /> <Function ID="98" Name="Random" Display="'Random %.f%%',0~100" Dmx="200~255" WheelPosition="9" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Split" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" /> <Condition Name="Index" ID="15" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==4" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue" Display="'Blue'" Dmx="18504~19275" WheelPosition="1" Colour="0,0,255" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="20560~21331" WheelPosition="2" Colour="0,255,0" /> <Function ID="4" Name="Orange" Display="'Orange'" Dmx="22616~23387" WheelPosition="3" Colour="255,150,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="24672~25443" WheelPosition="4" Colour="255,0,255" /> <Function ID="6" Name="Red" Display="'Red'" Dmx="26728~27499" WheelPosition="5" Colour="255,0,0" /> <Function ID="7" Name="Purple" Display="'Purple'" Dmx="28784~29555" WheelPosition="6" Colour="50,0,200" /> <Function ID="8" Name="Op/ Blu" Display="'Op/ Blu'" Dmx="17476~18247" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="19532~20303" WheelPosition="1" Colour="0,0,255" /> <Function ID="10" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="21588~22359" WheelPosition="2" Colour="0,255,0" /> <Function ID="11" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="23644~24415" WheelPosition="3" Colour="255,150,0" /> <Function ID="12" Name="Mag/ Rd" Display="'Mag/ Rd'" Dmx="25700~26471" WheelPosition="4" Colour="255,0,255" /> <Function ID="13" Name="Rd/ Ppl" Display="'Rd/ Ppl'" Dmx="27756~28527" WheelPosition="5" Colour="255,0,0" /> <Function ID="14" Name="Ppl/ Op" Display="'Ppl/ Op'" Dmx="29812~30583" WheelPosition="6" Colour="50,0,200" /> <Function ID="15" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~16191" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49087~32896" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49344~65535" Colour="0,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" /> </Attribute> <Attribute ID="Iris_Macro" Name="Iris Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1 %.f%%',0~100" Dmx="11~74" /> <Function ID="3" Name="Macro 2" Display="'Macro 2 %.f%%',0~100" Dmx="75~138" /> <Function ID="4" Name="Macro 3" Display="'Macro 3 %.f%%',0~100" Dmx="139~202" /> <Function ID="5" Name="Macro 4" Display="'Macro 4 %.f%%',0~100" Dmx="203~210" /> <Function ID="6" Name="Macro 5" Display="'Macro 5 %.f%%',0~100" Dmx="211~218" /> <Function ID="7" Name="Macro 6" Display="'Macro 6 %.f%%',0~100" Dmx="219~226" /> <Function ID="8" Name="Iris Open" Display="'Iris Open'" Dmx="227~255" /> </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="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 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a7d82965-044a-4c42-9258-67731e64794b</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1"> <Swatch>24d66e92-3cf5-450e-bfdc-93253a4621f7</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2"> <Swatch>e14d19d8-1109-43e5-966b-26b0f95ffa37</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3"> <Swatch>05235205-3dfd-48fb-9dc8-62f5a802b94e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4"> <Swatch>7fa6f23d-2dfd-47b6-b842-180008d1fe08</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5"> <Swatch>cfabae87-7e60-4df3-9758-4e63ab22edd7</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6"> <Swatch>89d851ff-24b5-4fbc-9058-6a3e9cca9f26</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7"> <Swatch>2f52e9ea-a722-4eb8-acf4-24132f34970a</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a7d82965-044a-4c42-9258-67731e64794b</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="1"> <Swatch>24d66e92-3cf5-450e-bfdc-93253a4621f7</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="2"> <Swatch>e14d19d8-1109-43e5-966b-26b0f95ffa37</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="3"> <Swatch>05235205-3dfd-48fb-9dc8-62f5a802b94e</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="4"> <Swatch>7fa6f23d-2dfd-47b6-b842-180008d1fe08</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="5"> <Swatch>cfabae87-7e60-4df3-9758-4e63ab22edd7</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="6"> <Swatch>89d851ff-24b5-4fbc-9058-6a3e9cca9f26</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="7"> <Swatch>2f52e9ea-a722-4eb8-acf4-24132f34970a</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="149~128" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="150~171" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a7d82965-044a-4c42-9258-67731e64794b</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~47" WheelPosition="1"> <Swatch>08b22b9e-5d25-4e60-8608-c4a3793534d6</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="48~63" WheelPosition="2"> <Swatch>8e2799bd-207a-43cc-b935-8a09283be35e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="64~79" WheelPosition="3"> <Swatch>8af26555-a6e2-4769-a6ea-1b0a393d746d</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="80~95" WheelPosition="4"> <Swatch>ca742d3a-7f46-4b5e-a39a-ec204b563b86</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="96~111" WheelPosition="5"> <Swatch>22ef80d0-5758-4e87-8b65-6da97bbb669a</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~127" WheelPosition="6"> <Swatch>2e78abff-5f8f-46cc-a949-c46f9ab3594e</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a7d82965-044a-4c42-9258-67731e64794b</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~175" WheelPosition="1"> <Swatch>08b22b9e-5d25-4e60-8608-c4a3793534d6</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="176~191" WheelPosition="2"> <Swatch>8e2799bd-207a-43cc-b935-8a09283be35e</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="192~207" WheelPosition="3"> <Swatch>8af26555-a6e2-4769-a6ea-1b0a393d746d</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~223" WheelPosition="4"> <Swatch>ca742d3a-7f46-4b5e-a39a-ec204b563b86</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="224~239" WheelPosition="5"> <Swatch>22ef80d0-5758-4e87-8b65-6da97bbb669a</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="240~255" WheelPosition="6"> <Swatch>2e78abff-5f8f-46cc-a949-c46f9ab3594e</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="143~128" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="144~159" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1L" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 1R" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 2L" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 2R" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 3L" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 3R" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 4L" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 4R" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> </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="17~255" /> </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="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Effect" Display="'Effect'" Dmx="20~255" /> </Attribute> <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~0" /> <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" 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="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" 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="Control" Name="Control" Description="" Group="S" Size="2"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Display On" Display="'Display On'" Dmx="5140~6168" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="6425~7453" /> <Function ID="4" Name="Fan Standard" Display="'Fan Standard'" Dmx="12079~12336" /> <Function ID="5" Name="Fan Theatre" Display="'Fan Theatre'" Dmx="12593~12850" /> <Function ID="6" Name="Dim Fast" Display="'Dim Fast'" Dmx="13621~13878" /> <Function ID="7" Name="Dim Med" Display="'Dim Med'" Dmx="14135~14392" /> <Function ID="8" Name="Dim Slow" Display="'Dim Slow'" Dmx="14649~14906" /> <Function ID="9" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="15163~15420" /> <Function ID="10" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="15677~15934" /> <Function ID="11" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="16191~16448" /> <Function ID="12" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="16705~16962" /> <Function ID="13" Name="LED Refresh 1200Hz" Display="'LED Refresh 1200Hz'" Dmx="17219~17476" /> <Function ID="14" Name="LED Refresh 2400Hz" Display="'LED Refresh 2400Hz'" Dmx="17733~17990" /> <Function ID="15" Name="LED Refresh 4800Hz" Display="'LED Refresh 4800Hz'" Dmx="18247~18504" /> <Function ID="16" Name="LED Refresh 10000Hz" Display="'LED Refresh 10000Hz'" Dmx="18761~19018" /> <Function ID="17" Name="LED Refresh 12000Hz" Display="'LED Refresh 12000Hz'" Dmx="19275~19532" /> <Function ID="18" Name="LED Refresh 15000Hz" Display="'LED Refresh 15000Hz'" Dmx="19789~20046" /> <Function ID="19" Name="LED Refresh 20000Hz" Display="'LED Refresh 20000Hz'" Dmx="20303~20560" /> <Function ID="20" Name="LED Refresh 25000Hz" Display="'LED Refresh 25000Hz'" Dmx="20817~21074" /> <Function ID="21" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="23130~24158" /> <Function ID="22" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="24415~25443" /> <Function ID="23" Name="Reset P/T" Display="'Reset P/T'" Dmx="35980~38293" /> <Function ID="24" Name="Reset Colour" Display="'Reset Colour'" Dmx="38550~40863" /> <Function ID="25" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="41120~43433" /> <Function ID="26" Name="Reset Zoom/Focus/Frost/Prism" Display="'Reset Zoom/Focus/Frost/Prism'" Dmx="46260~48573" /> <Function ID="27" Name="Reset Iris/Effect/Framing" Display="'Reset Iris/Effect/Framing'" Dmx="48830~51143" /> <Function ID="28" Name="Reset All" Display="'Reset All'" Dmx="51400~53713" /> </Attribute> </Control> <Mode Name="Short, 35 DMX" Channels="35"> <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="2db515f7-5b0a-4a81-901e-3f56e33b305a" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="3" Wheel="37" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="7" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="10" Wheel="49" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="13" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="14" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="15" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="16" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="17" Wheel="81" /> <Attribute ID="Blade_BR" ChannelOffset="18" Wheel="109" /> <Attribute ID="Blade_BL" ChannelOffset="19" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="20" Wheel="111" /> <Attribute ID="Blade_LT" ChannelOffset="21" Wheel="139" /> <Attribute ID="Blade_All_Rot" ChannelOffset="22" Wheel="140" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="24" Wheel="23" /> <Attribute ID="Effect" ChannelOffset="25" Wheel="52" /> <Attribute ID="Effect_Rot" ChannelOffset="26" Wheel="53" /> <Attribute ID="Frost" ChannelOffset="27" Wheel="50" /> <Attribute ID="Focus" ChannelOffset="28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="30,31" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="32,33" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="34" Wheel="25" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 38 DMX" Channels="38"> <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="5a90d138-87ec-4cdf-842d-244caac14c82" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="37" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="8" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9,10" Wheel="8" /> <Attribute ID="Iris" ChannelOffset="11" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="12" Wheel="49" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="17" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="19" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="20" Wheel="81" /> <Attribute ID="Blade_BR" ChannelOffset="21" Wheel="109" /> <Attribute ID="Blade_BL" ChannelOffset="22" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="23" Wheel="111" /> <Attribute ID="Blade_LT" ChannelOffset="24" Wheel="139" /> <Attribute ID="Blade_All_Rot" ChannelOffset="25" Wheel="140" /> <Attribute ID="Prism" ChannelOffset="26" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="27" Wheel="23" /> <Attribute ID="Effect" ChannelOffset="28" Wheel="52" /> <Attribute ID="Effect_Rot" ChannelOffset="29" Wheel="53" /> <Attribute ID="Frost" ChannelOffset="30" Wheel="50" /> <Attribute ID="Focus" ChannelOffset="31" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="32" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="33,34" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="35,36" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="37" Wheel="25" /> <Attribute ID="Control" ChannelOffset="38" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 54 DMX" Channels="54"> <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="52e15b82-06c7-45cb-8059-00ee21eb8f13" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="37" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="7,8" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="9,10" Wheel="11" /> <Attribute ID="CTO" ChannelOffset="11,12" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="8" /> <Attribute ID="Iris" ChannelOffset="15,16" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="17" Wheel="49" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="19" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="20,21" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="22,23" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="24,25" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="26,27" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="28,29" Wheel="81" /> <Attribute ID="Blade_BR" ChannelOffset="30,31" Wheel="109" /> <Attribute ID="Blade_BL" ChannelOffset="32,33" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="34,35" Wheel="111" /> <Attribute ID="Blade_LT" ChannelOffset="36,37" Wheel="139" /> <Attribute ID="Blade_All_Rot" ChannelOffset="38,39" Wheel="140" /> <Attribute ID="Prism" ChannelOffset="40" Wheel="22" /> <Attribute ID="Prism_Rot" ChannelOffset="41" Wheel="23" /> <Attribute ID="Effect" ChannelOffset="42" Wheel="52" /> <Attribute ID="Effect_Rot" ChannelOffset="43" Wheel="53" /> <Attribute ID="Frost" ChannelOffset="44" Wheel="50" /> <Attribute ID="Focus" ChannelOffset="45,46" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="47,48" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="49,50" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="51,52" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="53" Wheel="25" /> <Attribute ID="Control" ChannelOffset="54" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom/Focus/Frost/Prism"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Iris/Effect/Framing"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Theatre"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Fast"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Med"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Slow"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.0"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.4"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.6"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 1200Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 2400Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 4800Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 10000Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 12000Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 15000Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 20000Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Refresh 25000Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Mode"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Time Mode"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,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> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:3:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:3:100" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>