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Pearl River XRLED 1800-W Framing (PR-8167) (Pearl River_XRLED 1800-W Framing (PR-8167).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="XRLED 1800-W Framing (PR-8167)" ShortName="XRLD1800WF" Company="Pearl River" Version="13"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>19e01c92-a5ce-4555-b0f0-a26bfef91b00</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 one fewer CMY Macros)" Version="12" /> <History Date="09-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="13" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ad9f9e16-f703-4eb3-847b-8c1903ec00ac" /> <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="10~11" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="12~13" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="14~15" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="16~17" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="18~19" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="20~21" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="22~23" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="24~25" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="26~27" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="28~29" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="30~31" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="32~33" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="34~35" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="36~37" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="38~39" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="40~41" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="42~43" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="44~45" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="46~47" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="48~49" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="50~51" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="52~53" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="54~55" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="56~57" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="58~59" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="60~61" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="62~63" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="64~65" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="66~67" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="68~69" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="70~71" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="72~73" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="74~75" WheelPosition="33" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="76~77" WheelPosition="34" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="78~79" WheelPosition="35" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="80~81" WheelPosition="36" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="82~83" WheelPosition="37" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="84~85" WheelPosition="38" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="86~87" WheelPosition="39" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="88~89" WheelPosition="40" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="90~91" WheelPosition="41" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="92~93" WheelPosition="42" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="94~95" WheelPosition="43" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="96~97" WheelPosition="44" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="98~99" WheelPosition="45" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="100~101" WheelPosition="46" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="102~103" WheelPosition="47" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="104~105" WheelPosition="48" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="106~107" WheelPosition="49" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="108~109" WheelPosition="50" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="110~111" WheelPosition="51" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="112~113" WheelPosition="52" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="114~115" WheelPosition="53" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="116~117" WheelPosition="54" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="118~119" WheelPosition="55" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="120~121" WheelPosition="56" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="122~123" WheelPosition="57" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="124~125" WheelPosition="58" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="126~127" WheelPosition="59" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="128~129" WheelPosition="60" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="130~131" WheelPosition="61" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="132~133" WheelPosition="62" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="134~135" WheelPosition="63" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="136~137" WheelPosition="64" Colour="0,0,0" /> <Function ID="66" Name="Colour 65" Display="'Colour 65'" Dmx="138~139" WheelPosition="65" Colour="0,0,0" /> <Function ID="67" Name="Colour 66" Display="'Colour 66'" Dmx="140~141" WheelPosition="66" Colour="0,0,0" /> <Function ID="68" Name="Colour 67" Display="'Colour 67'" Dmx="142~143" WheelPosition="67" Colour="0,0,0" /> <Function ID="69" Name="Colour 68" Display="'Colour 68'" Dmx="144~145" WheelPosition="68" Colour="0,0,0" /> <Function ID="70" Name="Colour 69" Display="'Colour 69'" Dmx="146~147" WheelPosition="69" Colour="0,0,0" /> <Function ID="71" Name="Colour 70" Display="'Colour 70'" Dmx="148~149" WheelPosition="7" Colour="0,0,0" /> <Function ID="72" Name="Colour 71" Display="'Colour 71'" Dmx="150~151" WheelPosition="7" Colour="0,0,0" /> <Function ID="73" Name="Colour 72" Display="'Colour 72'" Dmx="152~153" WheelPosition="7" Colour="0,0,0" /> <Function ID="74" Name="Colour 73" Display="'Colour 73'" Dmx="154~155" WheelPosition="7" Colour="0,0,0" /> <Function ID="75" Name="Colour 74" Display="'Colour 74'" Dmx="156~157" WheelPosition="7" Colour="0,0,0" /> <Function ID="76" Name="Colour 75" Display="'Colour 75'" Dmx="158~159" WheelPosition="7" Colour="0,0,0" /> <Function ID="77" Name="Colour 76" Display="'Colour 76'" Dmx="160~161" WheelPosition="7" Colour="0,0,0" /> <Function ID="78" Name="Colour 77" Display="'Colour 77'" Dmx="162~163" WheelPosition="7" Colour="0,0,0" /> <Function ID="79" Name="Colour 78" Display="'Colour 78'" Dmx="164~165" WheelPosition="7" Colour="0,0,0" /> <Function ID="80" Name="Colour 79" Display="'Colour 79'" Dmx="166~167" WheelPosition="7" Colour="0,0,0" /> <Function ID="81" Name="Colour 80" Display="'Colour 80'" Dmx="168~169" WheelPosition="8" Colour="0,0,0" /> <Function ID="82" Name="Colour 81" Display="'Colour 81'" Dmx="170~171" WheelPosition="8" Colour="0,0,0" /> <Function ID="83" Name="Colour 82" Display="'Colour 82'" Dmx="172~173" WheelPosition="8" Colour="0,0,0" /> <Function ID="84" Name="Colour 83" Display="'Colour 83'" Dmx="174~175" WheelPosition="8" Colour="0,0,0" /> <Function ID="85" Name="Colour 84" Display="'Colour 84'" Dmx="176~177" WheelPosition="8" Colour="0,0,0" /> <Function ID="86" Name="Colour 85" Display="'Colour 85'" Dmx="178~179" WheelPosition="8" Colour="0,0,0" /> <Function ID="87" Name="Colour 86" Display="'Colour 86'" Dmx="180~181" WheelPosition="8" Colour="0,0,0" /> <Function ID="88" Name="Colour 87" Display="'Colour 87'" Dmx="182~183" WheelPosition="8" Colour="0,0,0" /> <Function ID="89" Name="Colour 88" Display="'Colour 88'" Dmx="184~185" WheelPosition="8" Colour="0,0,0" /> <Function ID="90" Name="Colour 89" Display="'Colour 89'" Dmx="186~187" WheelPosition="8" Colour="0,0,0" /> <Function ID="91" Name="Colour 90" Display="'Colour 90'" Dmx="188~189" WheelPosition="9" Colour="0,0,0" /> <Function ID="92" Name="Colour 91" Display="'Colour 91'" Dmx="190~191" WheelPosition="9" Colour="0,0,0" /> <Function ID="93" Name="Colour 92" Display="'Colour 92'" Dmx="192~193" WheelPosition="9" Colour="0,0,0" /> <Function ID="94" Name="Colour 93" Display="'Colour 93'" Dmx="194~195" WheelPosition="9" Colour="0,0,0" /> <Function ID="95" Name="Colour 94" Display="'Colour 94'" Dmx="196~197" WheelPosition="9" Colour="0,0,0" /> <Function ID="96" Name="Colour 95" Display="'Colour 95'" Dmx="198~199" WheelPosition="9" Colour="0,0,0" /> <Function ID="97" 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="UV" Display="'UV'" Dmx="18504~19275" WheelPosition="1" Colour="128,0,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="20560~21331" WheelPosition="2" Colour="255,0,0" /> <Function ID="4" Name="Pink" Display="'Pink'" Dmx="22616~23387" WheelPosition="3" Colour="255,150,150" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="24672~25443" WheelPosition="4" Colour="255,150,0" /> <Function ID="6" Name="Green" Display="'Green'" Dmx="26728~27499" WheelPosition="5" Colour="0,255,0" /> <Function ID="7" Name="Blue" Display="'Blue'" Dmx="28784~29555" WheelPosition="6" Colour="0,0,255" /> <Function ID="8" Name="Op/ UV" Display="'Op/ UV'" Dmx="17476~18247" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="UV/ Rd" Display="'UV/ Rd'" Dmx="19532~20303" WheelPosition="1" Colour="128,0,255" /> <Function ID="10" Name="Rd/ Pk" Display="'Rd/ Pk'" Dmx="21588~22359" WheelPosition="2" Colour="255,0,0" /> <Function ID="11" Name="Pk/ Org" Display="'Pk/ Org'" Dmx="23644~24415" WheelPosition="3" Colour="255,150,150" /> <Function ID="12" Name="Org/ Grn" Display="'Org/ Grn'" Dmx="25700~26471" WheelPosition="4" Colour="255,150,0" /> <Function ID="13" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="27756~28527" WheelPosition="5" Colour="0,255,0" /> <Function ID="14" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="29812~30583" WheelPosition="6" Colour="0,0,255" /> <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>ee76a603-062b-4630-9b81-d847d9ffcf95</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1"> <Swatch>2fc0812b-2710-419e-bedc-4fbcd7ad8e1f</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2"> <Swatch>2b742973-11bf-41aa-ad02-1752791dc702</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3"> <Swatch>d4c8e115-cedf-44a5-8042-797cd43a71a2</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4"> <Swatch>b1ec65cb-9781-41d2-870c-b28db77846ad</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5"> <Swatch>36f572c9-49cb-4181-9761-bdf1da96f005</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6"> <Swatch>5ce64fde-551a-414c-98d2-7696d6ce76d5</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7"> <Swatch>8c0b3991-aa08-43a5-98f6-ab502318058c</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ee76a603-062b-4630-9b81-d847d9ffcf95</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="1"> <Swatch>2fc0812b-2710-419e-bedc-4fbcd7ad8e1f</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="2"> <Swatch>2b742973-11bf-41aa-ad02-1752791dc702</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="3"> <Swatch>d4c8e115-cedf-44a5-8042-797cd43a71a2</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="4"> <Swatch>b1ec65cb-9781-41d2-870c-b28db77846ad</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="5"> <Swatch>36f572c9-49cb-4181-9761-bdf1da96f005</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="6"> <Swatch>5ce64fde-551a-414c-98d2-7696d6ce76d5</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="7"> <Swatch>8c0b3991-aa08-43a5-98f6-ab502318058c</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>ee76a603-062b-4630-9b81-d847d9ffcf95</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~47" WheelPosition="1"> <Swatch>615c633e-b573-49b9-b11d-2966893c1c81</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="48~63" WheelPosition="2"> <Swatch>530a5e9b-6ab0-4e6f-ade4-5f2db926d91e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="64~79" WheelPosition="3"> <Swatch>b34c4cb9-1b3c-4e03-9a37-afc237104326</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="80~95" WheelPosition="4"> <Swatch>2f7d3f8e-03d9-401d-b221-6a0f8bdae094</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="96~111" WheelPosition="5"> <Swatch>733f8c22-8abc-490b-a373-e849e23abd7f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~127" WheelPosition="6"> <Swatch>99ff6b03-fd27-4ee2-a7d6-606bdf6f13e1</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ee76a603-062b-4630-9b81-d847d9ffcf95</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~175" WheelPosition="1"> <Swatch>615c633e-b573-49b9-b11d-2966893c1c81</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="176~191" WheelPosition="2"> <Swatch>530a5e9b-6ab0-4e6f-ade4-5f2db926d91e</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="192~207" WheelPosition="3"> <Swatch>b34c4cb9-1b3c-4e03-9a37-afc237104326</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~223" WheelPosition="4"> <Swatch>2f7d3f8e-03d9-401d-b221-6a0f8bdae094</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="224~239" WheelPosition="5"> <Swatch>733f8c22-8abc-490b-a373-e849e23abd7f</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="240~255" WheelPosition="6"> <Swatch>99ff6b03-fd27-4ee2-a7d6-606bdf6f13e1</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="89ece9c9-8a3d-4eab-b5ed-7aadaebc8262" /> <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="bf71d0f8-5c47-45d6-b9eb-5c3808c0d973" /> <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="75d93dc6-100b-4d08-8fed-d6d4ac8e8860" /> <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>