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Pearl River XRLED 3000-W Framing (PR-8837) (Pearl River_XRLED 3000-W Framing (PR-8837).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="XRLED 3000-W Framing (PR-8837)" ShortName="XRLED3KWF2" Company="Pearl River" Version="4"> <Copyright Notice="© Avolites Ltd. 2021" /> <History Date="28-10-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="03-11-21" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail" Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="d1db6c74-7038-462e-940a-90f7e465435b" /> <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="1~127" /> <Function ID="3" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="128~255" /> </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" Colour="0,0,0" /> <Function ID="2" Name="2700K" Display="'2700K'" Dmx="8~9" Colour="0,0,0" /> <Function ID="3" Name="3000K" Display="'3000K'" Dmx="10~11" Colour="0,0,0" /> <Function ID="4" Name="3500K" Display="'3500K'" Dmx="12~13" Colour="0,0,0" /> <Function ID="5" Name="4000K" Display="'4000K'" Dmx="14~15" Colour="0,0,0" /> <Function ID="6" Name="4500K" Display="'4500K'" Dmx="16~17" Colour="0,0,0" /> <Function ID="7" Name="5000K" Display="'5000K'" Dmx="18~19" Colour="0,0,0" /> <Function ID="8" Name="5700K" Display="'5700K'" Dmx="20~21" Colour="0,0,0" /> <Function ID="9" Name="Macro 1" Display="'Macro 1'" Dmx="22~23" Colour="0,0,0" /> <Function ID="10" Name="Macro 2" Display="'Macro 2'" Dmx="24~25" Colour="0,0,0" /> <Function ID="11" Name="Macro 3" Display="'Macro 3'" Dmx="26~27" Colour="0,0,0" /> <Function ID="12" Name="Macro 4" Display="'Macro 4'" Dmx="28~29" Colour="0,0,0" /> <Function ID="13" Name="Macro 5" Display="'Macro 5'" Dmx="30~31" Colour="0,0,0" /> <Function ID="14" Name="Macro 6" Display="'Macro 6'" Dmx="32~33" Colour="0,0,0" /> <Function ID="15" Name="Macro 7" Display="'Macro 7'" Dmx="34~35" Colour="0,0,0" /> <Function ID="16" Name="Macro 8" Display="'Macro 8'" Dmx="36~37" Colour="0,0,0" /> <Function ID="17" Name="Macro 9" Display="'Macro 9'" Dmx="38~39" Colour="0,0,0" /> <Function ID="18" Name="Macro 10" Display="'Macro 10'" Dmx="40~41" Colour="0,0,0" /> <Function ID="19" Name="Macro 11" Display="'Macro 11'" Dmx="42~43" Colour="0,0,0" /> <Function ID="20" Name="Macro 12" Display="'Macro 12'" Dmx="44~45" Colour="0,0,0" /> <Function ID="21" Name="Macro 13" Display="'Macro 13'" Dmx="46~47" Colour="0,0,0" /> <Function ID="22" Name="Macro 14" Display="'Macro 14'" Dmx="48~49" Colour="0,0,0" /> <Function ID="23" Name="Macro 15" Display="'Macro 15'" Dmx="50~51" Colour="0,0,0" /> <Function ID="24" Name="Macro 16" Display="'Macro 16'" Dmx="52~53" Colour="0,0,0" /> <Function ID="25" Name="Macro 17" Display="'Macro 17'" Dmx="54~55" Colour="0,0,0" /> <Function ID="26" Name="Macro 18" Display="'Macro 18'" Dmx="56~57" Colour="0,0,0" /> <Function ID="27" Name="Macro 19" Display="'Macro 19'" Dmx="58~59" Colour="0,0,0" /> <Function ID="28" Name="Macro 20" Display="'Macro 20'" Dmx="60~61" Colour="0,0,0" /> <Function ID="29" Name="Macro 21" Display="'Macro 21'" Dmx="62~63" Colour="0,0,0" /> <Function ID="30" Name="Macro 22" Display="'Macro 22'" Dmx="64~65" Colour="0,0,0" /> <Function ID="31" Name="Macro 23" Display="'Macro 23'" Dmx="66~67" Colour="0,0,0" /> <Function ID="32" Name="L4 (Medium Bastard Amber)" Display="'L4 (Medium Bastard Amber)'" Dmx="68~69" Colour="255,100,0" /> <Function ID="33" Name="L10 (Medium Yellow)" Display="'L10 (Medium Yellow)'" Dmx="70~71" Colour="255,255,0" /> <Function ID="34" Name="L19 (Fire)" Display="'L19 (Fire)'" Dmx="72~73" Colour="255,0,0" /> <Function ID="35" Name="L26 (Bright Red)" Display="'L26 (Bright Red)'" Dmx="74~75" Colour="255,0,0" /> <Function ID="36" Name="L58 (Lavender)" Display="'L58 (Lavender)'" Dmx="76~77" Colour="255,128,255" /> <Function ID="37" Name="L68 (Sky Blue)" Display="'L68 (Sky Blue)'" Dmx="78~79" Colour="0,0,255" /> <Function ID="38" Name="L71 (Tokyo Blue)" Display="'L71 (Tokyo Blue)'" Dmx="80~81" Colour="0,0,255" /> <Function ID="39" Name="L79 (Just Blue)" Display="'L79 (Just Blue)'" Dmx="82~83" Colour="0,0,255" /> <Function ID="40" Name="L88 (Lime Green)" Display="'L88 (Lime Green)'" Dmx="84~85" Colour="0,255,0" /> <Function ID="41" Name="L90 (Dark Yellow Green)" Display="'L90 (Dark Yellow Green)'" Dmx="86~87" Colour="180,180,0" /> <Function ID="42" Name="L100 (Spring Yellow)" Display="'L100 (Spring Yellow)'" Dmx="88~89" Colour="255,255,0" /> <Function ID="43" Name="L101 (Yellow)" Display="'L101 (Yellow)'" Dmx="90~91" Colour="255,255,0" /> <Function ID="44" Name="L102 (Light Amber)" Display="'L102 (Light Amber)'" Dmx="92~93" Colour="255,100,0" /> <Function ID="45" Name="L103 (Straw)" Display="'L103 (Straw)'" Dmx="94~95" Colour="255,250,230" /> <Function ID="46" Name="L104 (Deep Amber)" Display="'L104 (Deep Amber)'" Dmx="96~97" Colour="255,100,0" /> <Function ID="47" Name="L105 (Orange)" Display="'L105 (Orange)'" Dmx="98~99" Colour="255,128,0" /> <Function ID="48" Name="L106 (Primary Red)" Display="'L106 (Primary Red)'" Dmx="100~101" Colour="255,0,0" /> <Function ID="49" Name="L111 (Dark Pink)" Display="'L111 (Dark Pink)'" Dmx="102~103" Colour="255,150,150" /> <Function ID="50" Name="L115 (Peacock Blue)" Display="'L115 (Peacock Blue)'" Dmx="104~105" Colour="0,255,200" /> <Function ID="51" Name="L116 (Medium Blue Green)" Display="'L116 (Medium Blue Green)'" Dmx="106~107" Colour="0,255,200" /> <Function ID="52" Name="L117 (Steel Blue)" Display="'L117 (Steel Blue)'" Dmx="108~109" Colour="220,240,255" /> <Function ID="53" Name="L118 (Light Blue)" Display="'L118 (Light Blue)'" Dmx="110~111" Colour="0,128,255" /> <Function ID="54" Name="L119 (Dark Blue)" Display="'L119 (Dark Blue)'" Dmx="112~113" Colour="0,0,180" /> <Function ID="55" Name="L120 (Deep Blue)" Display="'L120 (Deep Blue)'" Dmx="114~115" Colour="0,0,180" /> <Function ID="56" Name="L121 (LEE Green)" Display="'L121 (LEE Green)'" Dmx="116~117" Colour="0,255,0" /> <Function ID="57" Name="L128 (Bright Pink)" Display="'L128 (Bright Pink)'" Dmx="118~119" Colour="255,150,150" /> <Function ID="58" Name="L131 (Marine Blue)" Display="'L131 (Marine Blue)'" Dmx="120~121" Colour="0,0,255" /> <Function ID="59" Name="L132 (Medium Blue)" Display="'L132 (Medium Blue)'" Dmx="122~123" Colour="0,0,255" /> <Function ID="60" Name="L134 (Golden Amber)" Display="'L134 (Golden Amber)'" Dmx="124~125" Colour="255,100,0" /> <Function ID="61" Name="L135 (Deep Golden Amber)" Display="'L135 (Deep Golden Amber)'" Dmx="126~127" Colour="255,100,0" /> <Function ID="62" Name="L136 (Pale Lavender)" Display="'L136 (Pale Lavender)'" Dmx="128~129" Colour="255,128,255" /> <Function ID="63" Name="L137 (Special Lavender)" Display="'L137 (Special Lavender)'" Dmx="130~131" Colour="255,128,255" /> <Function ID="64" Name="L138 (Pale Green)" Display="'L138 (Pale Green)'" Dmx="132~133" Colour="0,255,0" /> <Function ID="65" Name="L139 (Primary Green)" Display="'L139 (Primary Green)'" Dmx="134~135" Colour="0,255,0" /> <Function ID="66" Name="L141 (Bright Blue)" Display="'L141 (Bright Blue)'" Dmx="136~137" Colour="0,0,255" /> <Function ID="67" Name="L147 (Apricot)" Display="'L147 (Apricot)'" Dmx="138~139" Colour="255,128,0" /> <Function ID="68" Name="L148 (Bright Rose)" Display="'L148 (Bright Rose)'" Dmx="140~141" Colour="255,0,127" /> <Function ID="69" Name="L152 (Pale Gold)" Display="'L152 (Pale Gold)'" Dmx="142~143" Colour="255,128,0" /> <Function ID="70" Name="L154 (Pale Rose)" Display="'L154 (Pale Rose)'" Dmx="144~145" Colour="255,0,127" /> <Function ID="71" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="146~147" Colour="255,150,150" /> <Function ID="72" Name="L158 (Deep Orange)" Display="'L158 (Deep Orange)'" Dmx="148~149" Colour="255,128,0" /> <Function ID="73" Name="L162 (Bastard Amber)" Display="'L162 (Bastard Amber)'" Dmx="150~151" Colour="255,100,0" /> <Function ID="74" Name="L164 (Flame Red)" Display="'L164 (Flame Red)'" Dmx="152~153" Colour="255,0,0" /> <Function ID="75" Name="L165 (Daylight Blue)" Display="'L165 (Daylight Blue)'" Dmx="154~155" Colour="0,0,255" /> <Function ID="76" Name="L169 (Lilac Tint)" Display="'L169 (Lilac Tint)'" Dmx="156~157" Colour="180,0,255" /> <Function ID="77" Name="L170 (Deep Lavender)" Display="'L170 (Deep Lavender)'" Dmx="158~159" Colour="180,0,255" /> <Function ID="78" Name="L172 (Lagoon Blue)" Display="'L172 (Lagoon Blue)'" Dmx="160~161" Colour="0,0,255" /> <Function ID="79" Name="L179 (Chrome Orange)" Display="'L179 (Chrome Orange)'" Dmx="162~163" Colour="255,128,0" /> <Function ID="80" Name="L180 (Dark Lavender)" Display="'L180 (Dark Lavender)'" Dmx="164~165" Colour="255,128,255" /> <Function ID="81" Name="L181 (Congo Blue)" Display="'L181 (Congo Blue)'" Dmx="166~167" Colour="0,0,255" /> <Function ID="82" Name="L197 (Alice Blue)" Display="'L197 (Alice Blue)'" Dmx="168~169" Colour="0,0,255" /> <Function ID="83" Name="L201 (Full CT Blue)" Display="'L201 (Full CT Blue)'" Dmx="170~171" Colour="230,230,255" /> <Function ID="84" Name="L202 (1/2 CT Blue)" Display="'L202 (1/2 CT Blue)'" Dmx="172~173" Colour="230,230,255" /> <Function ID="85" Name="L203 (1/4 CT Blue)" Display="'L203 (1/4 CT Blue)'" Dmx="174~175" Colour="230,230,255" /> <Function ID="86" Name="L204 (Full CT Orange)" Display="'L204 (Full CT Orange)'" Dmx="176~177" Colour="255,240,200" /> <Function ID="87" Name="L205 (1/2 CT Orange)" Display="'L205 (1/2 CT Orange)'" Dmx="178~179" Colour="255,240,200" /> <Function ID="88" Name="L206 (1/4 CT Orange)" Display="'L206 (1/4 CT Orange)'" Dmx="180~181" Colour="255,240,200" /> <Function ID="89" Name="L247 (LEE Minus Green)" Display="'L247 (LEE Minus Green)'" Dmx="182~183" Colour="255,255,255" /> <Function ID="90" Name="L248 (1/2 Minus Green)" Display="'L248 (1/2 Minus Green)'" Dmx="184~185" Colour="255,255,255" /> <Function ID="91" Name="L281 (3/4 CT Blue)" Display="'L281 (3/4 CT Blue)'" Dmx="186~187" Colour="230,230,255" /> <Function ID="92" Name="L285 (3/4 CT Orange)" Display="'L285 (3/4 CT Orange)'" Dmx="188~189" Colour="230,230,255" /> <Function ID="93" Name="L352 (Glacier Blue)" Display="'L352 (Glacier Blue)'" Dmx="190~191" Colour="0,0,255" /> <Function ID="94" Name="L353 (Lighter Blue)" Display="'L353 (Lighter Blue)'" Dmx="192~193" Colour="0,0,255" /> <Function ID="95" Name="L715 (Cabana Blue)" Display="'L715 (Cabana Blue)'" Dmx="194~195" Colour="0,0,255" /> <Function ID="96" Name="L778 (Millenium Gold)" Display="'L778 (Millenium Gold)'" Dmx="196~197" Colour="255,128,0" /> <Function ID="97" Name="L793 (Vanity Fair)" Display="'L793 (Vanity Fair)'" Dmx="198~199" Colour="255,255,255" /> <Function ID="98" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" 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 1 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 1" 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="Red" Display="'Red'" Dmx="18504~19275" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="20560~21331" WheelPosition="2" Colour="255,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="22616~23387" WheelPosition="3" Colour="0,0,255" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="24672~25443" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Pink" Display="'Pink'" Dmx="26728~27499" WheelPosition="5" Colour="255,150,150" /> <Function ID="7" Name="Orange" Display="'Orange'" Dmx="28784~29555" WheelPosition="6" Colour="255,128,0" /> <Function ID="8" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="17476~18247" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="19532~20303" WheelPosition="1" Colour="255,0,0" /> <Function ID="10" Name="Yel/ Blu" Display="'Yel/ Blu'" Dmx="21588~22359" WheelPosition="2" Colour="255,255,0" /> <Function ID="11" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="23644~24415" WheelPosition="3" Colour="0,0,255" /> <Function ID="12" Name="Grn/ Pk" Display="'Grn/ Pk'" Dmx="25700~26471" WheelPosition="4" Colour="0,255,0" /> <Function ID="13" Name="Pk/ Org" Display="'Pk/ Org'" Dmx="27756~28527" WheelPosition="5" Colour="255,150,150" /> <Function ID="14" Name="Org/ Op" Display="'Org/ Op'" Dmx="29812~30583" WheelPosition="6" Colour="255,128,0" /> <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="32896~49087" 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="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour2Func'==1" /> <Condition Name="Split" ID="8,9,10,11,12,13,14" If="'Colour2Func'==2" /> <Condition Name="Index" ID="15" If="'Colour2Func'==3" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour2Func'==4" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="18504~19275" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="Dark Magenta" Display="'Dark Magenta'" Dmx="20560~21331" WheelPosition="2" Colour="180,0,180" /> <Function ID="4" Name="Light Yellow" Display="'Light Yellow'" Dmx="22616~23387" WheelPosition="3" Colour="255,255,128" /> <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="24672~25443" WheelPosition="4" Colour="128,255,0" /> <Function ID="6" Name="Dark Cyan" Display="'Dark Cyan'" Dmx="26728~27499" WheelPosition="5" Colour="0,180,180" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="28784~29555" WheelPosition="6" Colour="180,0,255" /> <Function ID="8" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="17476~18247" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="D Rd/ D Mag" Display="'D Rd/ D Mag'" Dmx="19532~20303" WheelPosition="1" Colour="180,0,0" /> <Function ID="10" Name="D Mag/ L Yel" Display="'D Mag/ L Yel'" Dmx="21588~22359" WheelPosition="2" Colour="180,0,180" /> <Function ID="11" Name="L Yel/ L Grn" Display="'L Yel/ L Grn'" Dmx="23644~24415" WheelPosition="3" Colour="255,255,128" /> <Function ID="12" Name="L Grn/ D Cy" Display="'L Grn/ D Cy'" Dmx="25700~26471" WheelPosition="4" Colour="128,255,0" /> <Function ID="13" Name="D Cy/ UV" Display="'D Cy/ UV'" Dmx="27756~28527" WheelPosition="5" Colour="0,180,180" /> <Function ID="14" Name="UV/ Op" Display="'UV/ Op'" Dmx="29812~30583" WheelPosition="6" Colour="180,0,255" /> <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="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="11~74" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="75~138" /> <Function ID="4" Name="Contracts" Display="'Contracts %.f%%',0~100" Dmx="139~202" /> <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="203~210" /> <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="211~218" /> <Function ID="7" Name="Rnd Contracts" Display="'Rnd Contracts %.f%%',0~100" Dmx="219~226" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="227~255" Iris="0~0" Zoom="0~0" /> </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>ba2f6a93-e489-4cbe-86d6-d72b9d7e6801</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1"> <Swatch>e0289a7c-7b46-4964-9c8d-83730b64e32a</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2"> <Swatch>6a4151e2-6a5e-41de-b0d5-3b26eb04e4ec</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3"> <Swatch>86f7055f-9d0b-47d8-817f-28a2c98a8c89</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4"> <Swatch>98e3e6d9-9dc9-4814-a746-ac164f8e4595</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5"> <Swatch>60eddd2e-6807-48b0-af38-47e582c031ab</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6"> <Swatch>a5a045ac-404f-4956-b69a-2a49fb9199d2</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7"> <Swatch>a2e339c6-9fdc-48b6-a2a7-9d43ba99d47a</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ba2f6a93-e489-4cbe-86d6-d72b9d7e6801</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="1"> <Swatch>e0289a7c-7b46-4964-9c8d-83730b64e32a</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="2"> <Swatch>6a4151e2-6a5e-41de-b0d5-3b26eb04e4ec</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="3"> <Swatch>86f7055f-9d0b-47d8-817f-28a2c98a8c89</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="4"> <Swatch>98e3e6d9-9dc9-4814-a746-ac164f8e4595</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="5"> <Swatch>60eddd2e-6807-48b0-af38-47e582c031ab</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="6"> <Swatch>a5a045ac-404f-4956-b69a-2a49fb9199d2</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="7"> <Swatch>a2e339c6-9fdc-48b6-a2a7-9d43ba99d47a</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>ba2f6a93-e489-4cbe-86d6-d72b9d7e6801</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~47" WheelPosition="1"> <Swatch>964dbb34-8ef7-4f24-a75f-770b1f3197fc</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="48~63" WheelPosition="2"> <Swatch>42cc2f9a-cb75-4e29-8892-f61ecf8bd0b6</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="64~79" WheelPosition="3"> <Swatch>5738aaad-63bb-47ab-9ea4-d7318c6748cf</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="80~95" WheelPosition="4"> <Swatch>d99d5ed6-84ee-4682-9fbf-fedc14afd24f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="96~111" WheelPosition="5"> <Swatch>fa5e3e86-f7f4-4faa-a6ec-83903ff9678a</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~127" WheelPosition="6"> <Swatch>a25b490f-ac6c-47d2-abf4-ec3132ffaab5</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ba2f6a93-e489-4cbe-86d6-d72b9d7e6801</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~175" WheelPosition="1"> <Swatch>964dbb34-8ef7-4f24-a75f-770b1f3197fc</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="176~191" WheelPosition="2"> <Swatch>42cc2f9a-cb75-4e29-8892-f61ecf8bd0b6</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="192~207" WheelPosition="3"> <Swatch>5738aaad-63bb-47ab-9ea4-d7318c6748cf</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~223" WheelPosition="4"> <Swatch>d99d5ed6-84ee-4682-9fbf-fedc14afd24f</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="224~239" WheelPosition="5"> <Swatch>fa5e3e86-f7f4-4faa-a6ec-83903ff9678a</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="240~255" WheelPosition="6"> <Swatch>a25b490f-ac6c-47d2-abf4-ec3132ffaab5</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" WheelPosition="0" /> <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" WheelPosition="0" /> <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="Frame 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="Frame 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="Frame 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="Frame 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="Frame 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="Frame 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="Frame 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="Frame 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="Frame All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32896" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" 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="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 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="Prism_2" Name="Prism 2" 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="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 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="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation'" Dmx="20~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation 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_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost 1" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost 2" 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="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="20~39" /> <Function ID="3" Name="10m" Display="'10m'" Dmx="40~59" /> <Function ID="4" Name="15m" Display="'15m'" Dmx="60~79" /> <Function ID="5" Name="20m" Display="'20m'" Dmx="80~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Adjust Up" Display="'Adjust Up %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Adjust Down" Display="'Adjust Down %.1f%%',0.0~100.0" Dmx="128~255" /> </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="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~2" /> <Function ID="2" Name="Fast" Display="'Fast'" Dmx="0~0" /> </Attribute> <Attribute ID="CRI_Mode" Name="CRI Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="High CRI" Display="'High CRI'" Dmx="128~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <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="20~24" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="4" Name="Fan Standard" Display="'Fan Standard'" Dmx="47~48" /> <Function ID="5" Name="Fan Theatre" Display="'Fan Theatre'" Dmx="49~50" /> <Function ID="6" Name="Dim Fast" Display="'Dim Fast'" Dmx="53~54" /> <Function ID="7" Name="Dim Med" Display="'Dim Med'" Dmx="55~56" /> <Function ID="8" Name="Dim Slow" Display="'Dim Slow'" Dmx="57~58" /> <Function ID="9" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="59~60" /> <Function ID="10" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="61~62" /> <Function ID="11" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="63~64" /> <Function ID="12" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="65~66" /> <Function ID="13" Name="Refresh 1200Hz" Display="'Refresh 1200Hz'" Dmx="67~68" /> <Function ID="14" Name="Refresh 2400Hz" Display="'Refresh 2400Hz'" Dmx="69~70" /> <Function ID="15" Name="Refresh 4800Hz" Display="'Refresh 4800Hz'" Dmx="71~72" /> <Function ID="16" Name="Refresh 10000Hz" Display="'Refresh 10000Hz'" Dmx="73~74" /> <Function ID="17" Name="Refresh 12000Hz" Display="'Refresh 12000Hz'" Dmx="75~76" /> <Function ID="18" Name="Refresh 15000Hz" Display="'Refresh 15000Hz'" Dmx="77~78" /> <Function ID="19" Name="Refresh 20000Hz" Display="'Refresh 20000Hz'" Dmx="79~80" /> <Function ID="20" Name="Refresh 25000Hz" Display="'Refresh 25000Hz'" Dmx="81~82" /> <Function ID="21" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="22" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="23" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="24" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="25" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="26" Name="Reset Zoom/Focus/Frost/Prism" Display="'Reset Zoom/Focus/Frost/Prism'" Dmx="180~189" /> <Function ID="27" Name="Reset Iris/Animation/Framing" Display="'Reset Iris/Animation/Framing'" Dmx="190~199" /> <Function ID="28" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> </Attribute> <Attribute ID="Generic" Name="LightType" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="Moving Head 6-54°" Display="'Moving Head 6-54°'" Dmx="40~59" /> <Function ID="3" Name="Zoom Profile 35-54°" Display="'Zoom Profile 35-54°'" Dmx="60~79" /> <Function ID="4" Name="Zoom Profile 15-35°" Display="'Zoom Profile 15-35°'" Dmx="80~99" /> <Function ID="5" Name="Zoom Profile 6-15°" Display="'Zoom Profile 6-15°'" Dmx="100~119" /> <Function ID="6" Name="Fixed Focus Profile 50°" Display="'Fixed Focus Profile 50°'" Dmx="120~139" /> <Function ID="7" Name="Fixed Focus Profile 36°" Display="'Fixed Focus Profile 36°'" Dmx="140~159" /> <Function ID="8" Name="Fixed Focus Profile 26°" Display="'Fixed Focus Profile 26°'" Dmx="160~179" /> <Function ID="9" Name="Fixed Focus Profile 19°" Display="'Fixed Focus Profile 19°'" Dmx="180~199" /> <Function ID="10" Name="Fixed Focus Profile 10°" Display="'Fixed Focus Profile 10°'" Dmx="200~219" /> <Function ID="11" Name="Fixed Focus Profile 6°" Display="'Fixed Focus Profile 6°'" Dmx="220~255" /> </Attribute> <Attribute ID="LED_Cal" Name="LED Cal" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Brightness" Display="'Brightness %.f%%',50~100" Dmx="50~100" /> <Function ID="3" Name="Full" Display="'Full'" Dmx="101~255" /> </Attribute> <Attribute ID="Store_LED_Cal" Name="Store LED Cal" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Store LED Cal" Display="'Store LED Cal'" Dmx="201~209" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Short, 47 DMX" Channels="47"> <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="6fe8e23b-7f73-44f1-9743-ab3ee0764cdd" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="3" Wheel="67" /> <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="68" /> <Attribute ID="Colour1Func" Wheel="8" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="9" /> <Attribute ID="Colour2Func" Wheel="38" /> <Attribute ID="Colour2" ChannelOffset="9" Wheel="39" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="11" Wheel="139" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="14" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="15" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="16" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="17" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="18" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="19" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="20" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="21" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="22" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="23" Wheel="111" /> <Attribute ID="Prism_1" ChannelOffset="24" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="25" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="26" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="27" Wheel="54" /> <Attribute ID="Animation" ChannelOffset="28" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="29" Wheel="84" /> <Attribute ID="Frost_1" ChannelOffset="30" Wheel="140" /> <Attribute ID="Frost_2" ChannelOffset="31" Wheel="141" /> <Attribute ID="Focus" ChannelOffset="32" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="33" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="34" Wheel="169" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="35" Wheel="170" /> <Attribute ID="Pan" ChannelOffset="36,37" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="38,39" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="40" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="41" Wheel="26" /> <Attribute ID="Control" ChannelOffset="42" Wheel="30" /> <Attribute ID="Generic" ChannelOffset="43" Wheel="27" /> <Attribute ID="LED_Cal" ChannelOffset="44" Wheel="28" /> <Attribute ID="Store_LED_Cal" ChannelOffset="45" Wheel="29" /> <Attribute ID="Reserved" ChannelOffset="46" Wheel="58" /> <Attribute ID="Reserved1" ChannelOffset="47" Wheel="59" /> </Include> </Mode> <Mode Name="Standard, 52 DMX" Channels="52"> <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="ac11b33c-e102-4334-84a5-8aaf71dd15ba" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="67" /> <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="68" /> <Attribute ID="Colour1Func" Wheel="8" /> <Attribute ID="Colour1" ChannelOffset="9,10" Wheel="9" /> <Attribute ID="Colour2Func" Wheel="38" /> <Attribute ID="Colour2" ChannelOffset="11,12" Wheel="39" /> <Attribute ID="Iris" ChannelOffset="13" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="14" Wheel="139" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="17,18" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="19" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="20" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="21" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="22" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="23" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="24" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="25" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="26" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="27,28" Wheel="111" /> <Attribute ID="Prism_1" ChannelOffset="29" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="30" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="31" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="32" Wheel="54" /> <Attribute ID="Animation" ChannelOffset="33" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="34" Wheel="84" /> <Attribute ID="Frost_1" ChannelOffset="35" Wheel="140" /> <Attribute ID="Frost_2" ChannelOffset="36" Wheel="141" /> <Attribute ID="Focus" ChannelOffset="37" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="38" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="39" Wheel="169" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="40" Wheel="170" /> <Attribute ID="Pan" ChannelOffset="41,42" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="43,44" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="45" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="46" Wheel="26" /> <Attribute ID="Control" ChannelOffset="47" Wheel="30" /> <Attribute ID="Generic" ChannelOffset="48" Wheel="27" /> <Attribute ID="LED_Cal" ChannelOffset="49" Wheel="28" /> <Attribute ID="Store_LED_Cal" ChannelOffset="50" Wheel="29" /> <Attribute ID="Reserved" ChannelOffset="51" Wheel="58" /> <Attribute ID="Reserved1" ChannelOffset="52" Wheel="59" /> </Include> </Mode> <Mode Name="Extended, 67 DMX" Channels="67"> <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="d5225f17-b28d-4637-967c-51e3896181f7" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="67" /> <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="68" /> <Attribute ID="Colour1Func" Wheel="8" /> <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="9" /> <Attribute ID="Colour2Func" Wheel="38" /> <Attribute ID="Colour2" ChannelOffset="15,16" Wheel="39" /> <Attribute ID="Iris" ChannelOffset="17,18" Wheel="21" /> <Attribute ID="Iris_Macro" ChannelOffset="19" Wheel="139" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="21" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="22,23" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="24,25" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="26,27" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="28,29" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="30,31" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="32,33" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="34,35" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="36,37" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="38,39" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="40,41" Wheel="111" /> <Attribute ID="Prism_1" ChannelOffset="42" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="43" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="44" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="45" Wheel="54" /> <Attribute ID="Animation" ChannelOffset="46" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="47" Wheel="84" /> <Attribute ID="Frost_1" ChannelOffset="48" Wheel="140" /> <Attribute ID="Frost_2" ChannelOffset="49" Wheel="141" /> <Attribute ID="Focus" ChannelOffset="50,51" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="52,53" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="54" Wheel="169" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="55" Wheel="170" /> <Attribute ID="Pan" ChannelOffset="56,57" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="58,59" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="60" Wheel="25" /> <Attribute ID="CRI_Mode" ChannelOffset="61" Wheel="26" /> <Attribute ID="Control" ChannelOffset="62" Wheel="30" /> <Attribute ID="Generic" ChannelOffset="63" Wheel="27" /> <Attribute ID="LED_Cal" ChannelOffset="64" Wheel="28" /> <Attribute ID="Store_LED_Cal" ChannelOffset="65" Wheel="29" /> <Attribute ID="Reserved" ChannelOffset="66" Wheel="58" /> <Attribute ID="Reserved1" ChannelOffset="67" Wheel="59" /> </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/Animation/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="Refresh 1200Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 2400Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 4800Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 10000Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 12000Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 15000Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh 20000Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="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 Name="Store LED Cal"> <Set Channel="Store_LED_Cal:2" Delay="6000" /> <Set Channel="Store_LED_Cal: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" /> </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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cuAgsjJ3IXoitI7rARGNXCEZmhWI1ZYGBbjolHY2ieyG3Wrl1rndZG3qSNwLQPU7pA1s6xKQX0+uuvm7rMkCwHF58thG4ZigWWR2DaAEOgZ7IRmCEpICQH+Pbbb623pe6Fgd2NPRhQL4qFqKKr5+BaiKwWQcw9riFDOG1IDkA9ClssssRUD2asWoIz1LQwZkjRACsAi6Q2aNBAux1riT/55JOm3ZVGYPZW1JAiDwnSVAmnmDP1WrEixA7k8V1Sx1W3xLVH2ZQuCh+SmzBRe/vtt1VLllBgISklFFhISgkFFpJSQoGFpBQrgRFNQeGL/fbbT62WSpHYaIi9xwf57rvvpuQgQ3IXo8BwahKIxrRVB45SygqE9rKQaBAYUWYJbWGHHXaYUVxAABrFMUKBhUSxCYH9LDQCs/A3FWJRHCMky6GjIIWtWbNmKnMIm1ikyjT1XQnlwcBKRjguRENww88IbJ1sFRNtQclxW6pWrWq9bUh2QqmH2Kxt4r6iQWhkdz/33HOmJ9Y6BKaNk7VYmb6Qo446SpQsWdK0kFJIFsOKd7ZY1CnZEunBEuJSOI4JASluLqIMyS4CfgqpHmytbguesVTJsQjyV5x11lmhwHIUxl+lSpWy3t4ie3+tUWBqq7VrrQXGsiXEhWmKxYZkKTzy9t5bW8GrEMJ1LOLB7ATGzmwhh5LVIUhDD8ktDPUmtoEgU4u14ZXAlsnGXDPhiM0lXw4YKIYCyz1c1lq36HTQ1LJiUoW/yWfvx0JTPoAgNBcuvvhicc0116gaFSG5g41BPYJFp/Mx2opI9hOhERhZRS5QBY8a7B988IHT50IyB9GrFJazhZwMA2iq0Be5RFhUmHYBF1MosNwA8xIVC10SrC3qWKCpQoFpl+DCTOGKn5piIZnhxBNPdBrggyHhFpSmogWGTyhulZOJEyeKbt26iWrVqlkfQKtWrdR6kuE4LPtp3Lix0/aMycePH6/bBC39JzBqacqBPl1a3EqH1Ctg+TeWH7Ets3jcccep1XAHDx7sdPAh6cel44CBAweq+voalqAp3kTPS2cITSnNFStWqAp47NwWluINBZb9xDqzdZBsbVE9fEbkTbTAWI62t+5TDz/8sCrCb2svYUVcBvtr1qyx2j4k/UT8x7bk5eWZlleGwqWNo5XCmrlUjkvoKyAOaOvWrVblfQDXA0ZXlzWiQ9ILHYBFQd9CLHIl0VDh+suFAmNtGTkOo2vTmiuwidkKDBiHsVpqONjPPhh7udQT4Rpu3LjRtNmMyDpFEPusmyAMAsPxTdyXLUx/8U2GK95mF1WqVFGVwG3LlgNDHQsL/oTof8QKjGcne0hY0mnYsGGiZs2aTt1q165d1YpeFs7RkDTBolYu4oJJkyaZNkE706L/sI3AWKlUPianCk0vRiw2FfBYA9J25fqzzz5b1K5dO0wIySJatHBz3BD7ZVgAC6ZGr3YL8aaD44ThMUkeJGV+bAUGLKYVCiw7YGFR2zKZEVgnkqo6BsbF/iGewKbIhh9Am07kuhYRd8wtt9wSrt2dYTAxMat3XdjMonNAM1O2+77YP8gu7i/55WPkW+1qCq7+SSIlGzVqFJY5zzCEtDNccWHQoEE2tXfHoJ3YPyaymObL1ktoVmAjXAO7GClMtrRr106lOv3999/WnwkJFpKjXUBYeHEM4HvMj/cfcQUmlbhe9mJMGRKOxbCJsF4griPbZZapnMfBktiJ0ELSCysWkyzrwqxZswoTbzVMQjPx/kPn88GJqB3sIzAyiAiPthUZlmO63Oeffz40W6SRli1bmiIg4sLCZhYkdDgnFJi8+ItlLzZTvq2r2zMG1NmzZzs918lQYkzmkkwSkhw33XST82cY3NMRGJiJVhL9p8lrTQytVmCAAc514NilSxenEN0Q/1CCnpBoF/Lz88XVV19tM17WXkStwKQy37bpxQhIZCzmsiRv3759RZ06dUT37t3DumIpgmgWrovrzU89EkKzLMRF76X1ftvE3Rh7MRygl156qepSXewr/PB58+aJ66+/Xj3rwzFZcFSuXFm551wCEyKMHTtW+ZwtMD6CjALzejEMaNq4Wgb6rFWEW8iFEiVKiJEjR6rBP7PLkGAgbs+PuGDUqFE2m00x9V5gm2nZTTaWftCuTDpjxgxngUVgELpo0SL1uA3xDw5sblRmjX6YP3++WLhQmwME2L262ezPSmBSqZ/JXmykfNtVtx2RFixD4rcQ3YgRI8TkyZOdE31D/mPMmDG+xQU9evSw2WwkmrDZ0KXKdJ5sHHnCaogUPGEstmDBArH77sZF3LaDuha4k1566SXnz4YIUbFiRZVV7xe8MywRY4CEyDzbfVoLTCr2B9mLdRExAWWxLFu2TDm2EQnjK1cefPBBsXz5clPWSkgM1atXV4ZUYuz9gLAwgFsUD+yCFmz361onH6vbZNma6TYiZmzo0KEqesIVwkiYWWIje+yxx2wSDHZ4GPc+++yzokyZMr4+z9AEu6TFLJ5rb7S8RuMkMHkA/8perJN8S5UMrZe7T58+yl+JsY76+i5wokiNYh+M6Zhuh2wPNyPiIHHW1lUXDT5GTBJkClmIi6XVOv3raEtyXulD7v9zKbLO8u3TsiU0emGsoxgdP4DYMRf7WAQiNfAS4CQ3LN27Q8KkqmnTpr4+y0QK677lEsqIqjPX3vV7fC0lI7/oGSmYRvJtW9O2jKcIVsNq7wfGcRTmIHEEM0ZIAYQ+uRTsjYVz6bA+91iuuZ/vSWatIkwWZIJXMW3YoUMHNUaoUaOGry/ikUkOACWhXMqqF0Xatm2r6oQQ9uwXhi5Dhgyx3RxzhNY8pcO3wKSif5S9GOE882XTOiFJd2revLlYtWqVcyZLBFwfpMstXbrU1+eLAtyoo0ePTno/DOhx61lAEbAWXGu/35XUamvyi5dKkXWQb42BRnTHzC6pV+EHIit39Hj+cuXKJb2P4cOH28Z4QQeucTLfl/Ryft547CT5trtpW4yw2MiIpHCtR0X4iJ86ZUUJYrPwMfqBoiVkgWECsmSI33FXNEGtF9lTFGQhac3IpLs98cQTahw1btx2GU4JIVGEJU52dDA+IxSWVHSlf//+LuIinr2n85fEIRCBefax1vItxfRrmrYn8oIQH5uyQUS9EkceJooUwLm76qqrnD6zevVqlxuaqXprV3tXIgJb8dYrntJQvp0tm7aiGTXWCc+hBAGef910e8CAAeLbb781fj8DYILryPubMGFCzuVgUh+VRV+pXqMrukyxEtL+beyKzNwJvSFCgqeHBSzR0jC6eEmyBLqksuevJG4Mq2gl3bZMlemyL7vsMuUSwphKdepocBMRHaADoWLxZ/oesWZTQh3RMuMiWvarr75S2Uyk2WULLJNID47p5cILLxT16tVTNwerZ1CvK1EV58WLF4vevXurTOt4RXvpePAHY9bBt+jQ86+SrbGLn9GGwNfslge4QYoMq6pRZEC9McoK4KSlTjt3KCYJ6Nixo1YURGyQ1RQvVJsZF8KLwCyUxy2iZr8WVZIDp1atWsr1RfJr5DfGcuCBB6qVg1955ZWE+6FGBL5eViImLDoabi7LgMFoEFcdrp3rB02kZFF4V5EBdxo5eNR2pW4VoT+mMuhsa5sHQO+GTxQzCTPY+vXrWz16g4A1zqkwZJtDytBBJzDg/OCjjRYYtSNcJk8eKRMXpERgECUyPNXWVWZ5NNi6hE455RRfx4YVnEcmkZv0ahs2bFAC51EaaTyqMIuYPAf0vMSxlS5dWhx55JHq8bbvvvuq8lb0sDzGeAzyN1uo0E34OemAOqKrDeKSY5FQnggOMOZqnCpxQcoEBp7IzpRvpwuL2aULOMJJFvEL7if8mzoQF2KLCDAW8jt5pBUvro0kd4bAQcRDRAluoUQgQM4BS/Ax3nKsIsld3DDoMVcsKRUYeAN/RPaUMNjJXOjVq5fTyhR+QDiExLiWOgoKHNo6gQERFT7AztU6yNliIlIuMPBMGJeIghI/Rou/CQLsbrzxxuQPLMsh+53F2clTCBC83D2DsnOZSIvAwPtBPaTQ3hEFlVjss3RjOPXUU52WnstlcO8EJDDsHh2CcP+4kPar5PkuWaOS2H5jqE88GJswOMd2RpKIn2jOXIBxX0D11Ai5aZGs49oPGekGvCgMYskYQLQRmsjYeGCAJSqARr0rHMDYjooaTz75pJg+fXoyu+CpMVa2rsmE3CRDxp4z3g9u5xUdHiEMMf6JmDt3rmjQoIFaeAvrdlHozfA+YHAmgiQJsFB3TvcjMZaMD2S8RyYGHxJ7tdlKicBKjyGTTCRsUUTOYiOj9sUBBxwQ7AEHDHYrMuLnzJmjbHMrV65UURMWJSt1MGjr5CeGPmgyLjDwEkmIRLxItuFCk9yrg3EZPRotAobP2267TU35swkMyiwURi9lsfaiLfi/yF19Pl2zRBNZITDwTshzUmivi4KqLQSAJW3BpEdo3769iqNq0qSJEpzfsO2gIMuKDGz8qAGBu4EnQF6qDaeuZI3AIngn6HopNMZlQ4Whqo8thAXRyFKqVKmScu8AxlQMtlj2cefgRsLp7lLc2Dtu9ZjDf0pPGllhjvcsv8LEZPPmzSpsJmBHO664bra1ItJN1gksgnfCmkih1RIFtRACmSaSD8gYR1eagFgr3DWEd9NY1weHdTxw1xAtSswVcW5phMKA/WxKKGWSrBVYBO8E1gtaaIbvVBlQhMXQcGgTpky9LdxGOLYRE5GibJfm4U5OCCtC1gssQpTQSK6kxlBzEcAYzQYMnkSZ0jJUlIUxFmXlB+sK7mYjOSOwCN4JvkQKjSQTUubaC8OyNzkM08sxsuUnqkOf7eScwCJ4JzxPCq2/fKWMQWvv1b0wWXbBkngYn4k+mRpveZZcImcFFsG7ABgWJ0uxlZKv54iCBSTqC83y0FkGyxCz2jD+2WmxS+LlMjkvsGi8C0OR14lSbFS/I8gRwSG2E0SaxmwWMKailCCiYgHPRemIzcoERUpg0XgXbI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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>