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DTS Synergy 5 Spot (DTS_Synergy 5 Spot.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Synergy 5 Spot" ShortName="Synrgy5 Sp" Company="DTS"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>f112f2ad-9ce6-4dfc-8c04-0e487f8bfee0</Thumbnail> <History Date="23-04-18" Author="Nic Morris" Comment="Created" /> <History Date="26-04-18" Author="Nic Morris" Comment="Added Atlabase ID's." /> <History Date="17-07-18" Author="Nic Morris" Comment="Updated in line with latest charts (manuall rel 1.2) in response to manufacturer request." /> <History Date="17-07-18" Author="Nic Morris" Comment="(adds more blade and dynamove macros, revised effect speed functions and focus excurtion and fan auto control functions)" /> <History Date="19-12-18" Author="Nic Morris" Comment="Created from DTS Synergy 5 Profile" /> <History Date="20-12-18" Author="Nic Morris" Comment="Corrected channel mapping (gobo 2 func and gobo were swapped)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="1808" ModelID="20" /> </RDM> <AtlaBase TypeID="dc879980-eac4-480a-a347-06815907a204" /> <Control> <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" PowerOn="1" /> <Function ID="1" Name="Fast" Display="'Fast'" Dmx="0~0" /> <Function ID="2" Name="Standard" Display="'Standard'" Dmx="10~25" /> <Function ID="3" Name="Vector" Display="'Vector %.f%%',0~100" Dmx="127~26" /> <Function ID="4" Name="Reaction" Display="'Reaction %.1f%%',0.0~100.0" Dmx="247~128" /> <Function ID="5" Name="Silent" Display="'Silent'" Dmx="248~255" /> </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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="30~119" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~189" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="150~179" /> <Function ID="7" Name="Gobo/Col in Dark" Display="'Gobo/Col in Dark'" Dmx="200~209" /> <Function ID="8" Name="Move in Dark" Display="'Move in Dark'" Dmx="210~219" /> <Function ID="9" Name="Frost/ Prism in Dark" Display="'Frost/ Prism in Dark'" Dmx="223~224" /> <Function ID="10" Name="Zoom in Dark" Display="'Zoom in Dark'" Dmx="225~226" /> <Function ID="11" Name="All in Dark" Display="'All in Dark'" Dmx="227~229" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Split" ID="8,9,10,11,12,13,14,15" If="'Colour1Func'==2" /> <Condition Name="Index" ID="16,17" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="18,19,20,21" If="'Colour1Func'==4" /> <Else ID="22" /> <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="10~49" WheelPosition="2" Colour="180,0,0" /> <Function ID="3" Name="Navy Blue" Display="'Navy Blue'" Dmx="50~89" WheelPosition="3" Colour="0,0,180" /> <Function ID="4" Name="Dark Green" Display="'Dark Green'" Dmx="90~129" WheelPosition="4" Colour="0,180,0" /> <Function ID="5" Name="Amber" Display="'Amber'" Dmx="130~169" WheelPosition="5" Colour="255,100,0" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="170~209" WheelPosition="6" Colour="180,0,255" /> <Function ID="7" Name="Higher CRI" Display="'Higher CRI'" Dmx="210~255" WheelPosition="7" Colour="230,230,255" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="10~44" WheelPosition="1" Colour="255,255,255" /> <Function ID="10" Name="D Rd/ N Blu" Display="'D Rd/ N Blu'" Dmx="45~79" WheelPosition="2" Colour="180,0,0" /> <Function ID="11" Name="N Blu/ D Grn" Display="'N Blu/ D Grn'" Dmx="80~114" WheelPosition="3" Colour="0,0,180" /> <Function ID="12" Name="D Grn/ Amb" Display="'D Grn/ Amb'" Dmx="115~149" WheelPosition="4" Colour="0,180,0" /> <Function ID="13" Name="Amb/ Ppl" Display="'Amb/ Ppl'" Dmx="150~184" WheelPosition="5" Colour="255,100,0" /> <Function ID="14" Name="Ppl/ Higher" Display="'Ppl/ Higher'" Dmx="185~219" WheelPosition="6" Colour="180,0,255" /> <Function ID="15" Name="Higher/ Op" Display="'Higher/ Op'" Dmx="220~255" WheelPosition="7" Colour="230,230,255" /> <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="17" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="10~255" 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 CW" Display="'Scroll CW %.1f%%',100.0~0.0" Dmx="10~127" Colour="0,0,0" /> <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="128~137" Colour="0,0,0" /> <Function ID="21" Name="Scroll CCW" Display="'Scroll CCW %.1f%%',0.0~100.0" Dmx="138~255" Colour="0,0,0" /> <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C"> <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="64~127" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="128~191" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="192~255" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Gel_Emulation" Name="Gel Emulation" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="19 Fire" Display="'19 Fire'" Dmx="10~20" Colour="255,0,0" /> <Function ID="3" Name="20 Medium Amber" Display="'20 Medium Amber'" Dmx="21~25" Colour="255,100,0" /> <Function ID="4" Name="25 Sunset Red" Display="'25 Sunset Red'" Dmx="26~30" Colour="255,0,0" /> <Function ID="5" Name="68 Sky Blue" Display="'68 Sky Blue'" Dmx="31~35" Colour="0,128,255" /> <Function ID="6" Name="101 Yellow" Display="'101 Yellow'" Dmx="36~40" Colour="255,255,0" /> <Function ID="7" Name="104 Deep Amber" Display="'104 Deep Amber'" Dmx="41~45" Colour="255,100,0" /> <Function ID="8" Name="105 Orange" Display="'105 Orange'" Dmx="46~50" Colour="255,128,0" /> <Function ID="9" Name="106 Primary Red" Display="'106 Primary Red'" Dmx="51~55" Colour="255,0,0" /> <Function ID="10" Name="111 Dark Pink" Display="'111 Dark Pink'" Dmx="56~60" Colour="255,150,150" /> <Function ID="11" Name="113 Magenta" Display="'113 Magenta'" Dmx="61~65" Colour="255,0,255" /> <Function ID="12" Name="117 Steel Blue" Display="'117 Steel Blue'" Dmx="66~70" Colour="220,240,255" /> <Function ID="13" Name="118 Light Blue" Display="'118 Light Blue'" Dmx="71~75" Colour="0,128,255" /> <Function ID="14" Name="122 Fern Green" Display="'122 Fern Green'" Dmx="76~80" Colour="0,255,0" /> <Function ID="15" Name="126 Mauve" Display="'126 Mauve'" Dmx="81~85" Colour="180,0,180" /> <Function ID="16" Name="132 Medium Blue" Display="'132 Medium Blue'" Dmx="86~90" Colour="0,0,255" /> <Function ID="17" Name="136 Pale Lavender" Display="'136 Pale Lavender'" Dmx="91~95" Colour="255,128,255" /> <Function ID="18" Name="137 Lavender" Display="'137 Lavender'" Dmx="96~100" Colour="255,128,255" /> <Function ID="19" Name="138 Pale Green" Display="'138 Pale Green'" Dmx="101~105" Colour="128,255,0" /> <Function ID="20" Name="139 Primary Green" Display="'139 Primary Green'" Dmx="106~110" Colour="0,255,0" /> <Function ID="21" Name="147 Apricot" Display="'147 Apricot'" Dmx="111~115" Colour="255,128,0" /> <Function ID="22" Name="151 Gold Tint" Display="'151 Gold Tint'" Dmx="116~120" Colour="255,128,0" /> <Function ID="23" Name="154 Pale Rose" Display="'154 Pale Rose'" Dmx="121~125" Colour="255,0,127" /> <Function ID="24" Name="156 Chocolate" Display="'156 Chocolate'" Dmx="126~130" Colour="255,240,200" /> <Function ID="25" Name="181 Congo Blue" Display="'181 Congo Blue'" Dmx="131~135" Colour="180,0,255" /> <Function ID="26" Name="200 Double CT Blue" Display="'200 Double CT Blue'" Dmx="136~140" Colour="230,230,255" /> <Function ID="27" Name="201 Full CT Blue" Display="'201 Full CT Blue'" Dmx="141~145" Colour="230,230,255" /> <Function ID="28" Name="204 Full CT Orange" Display="'204 Full CT Orange'" Dmx="146~150" Colour="255,240,200" /> <Function ID="29" Name="341 Plum" Display="'341 Plum'" Dmx="151~155" Colour="180,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </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" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Scroll" ID="8,9" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Else ID="10" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6d8c0761-ada2-4855-9c4a-c34a53e8162f</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~42" WheelPosition="1"> <Swatch>0ffa4998-3a85-4c57-9f31-f9820b2d87f2</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="43~75" WheelPosition="2"> <Swatch>76b1c188-ddab-4fc0-936d-73377c662174</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="76~108" WheelPosition="3"> <Swatch>89835256-9812-4ddf-8527-02f022a1e94e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="109~141" WheelPosition="4"> <Swatch>e43aaad4-a3ed-46b3-b50a-e93656f48c8c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="142~174" WheelPosition="5"> <Swatch>5bbdfe27-77aa-4e10-9597-b61440225b63</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="175~207" WheelPosition="6"> <Swatch>47283289-094f-4776-a3b6-d8a93ae6b6b9</Swatch> </Function> <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="9" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="208~255" /> <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="65535~51968" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="46336~51967" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="46335~32768" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo_Shake" Name="Gobo 1 Shake" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="2" Name="Shake R-L" Display="'Shake R-L %.1f%%',100.0~0.0" Dmx="10~126" /> <Function ID="3" Name="Stop" Display="'Stop'" Dmx="127~138" /> <Function ID="4" Name="Shake L-R" Display="'Shake L-R %.1f%%',0.0~100.0" Dmx="139~255" /> </Attribute> <Attribute ID="Dynamoves" Name="Dynamoves" Description="" Group="E"> <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'" Dmx="10~11" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="12~13" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="14~15" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="16~17" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="18~19" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="20~21" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="22~23" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="24~25" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="26~27" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="28~29" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="30~31" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="32~33" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="34~35" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="36~37" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="38~39" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="40~41" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="42~43" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="44~45" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="46~47" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="48~49" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="50~51" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="52~53" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="54~55" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="56~57" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="58~59" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="60~61" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="62~63" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="64~65" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="66~67" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="68~69" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="70~71" /> <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="72~73" /> <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="74~75" /> <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="76~77" /> <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="78~79" /> <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="80~81" /> <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="82~83" /> <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="84~85" /> <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="86~87" /> <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="88~89" /> <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="90~91" /> <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="92~93" /> <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="94~95" /> <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="96~97" /> <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="98~99" /> <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="100~101" /> <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="102~103" /> <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="104~105" /> <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="106~107" /> <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="108~109" /> <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="110~111" /> <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="112~113" /> <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="114~115" /> <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="116~117" /> <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="118~119" /> <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="120~121" /> <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="122~123" /> <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="124~125" /> <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="126~127" /> <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="128~129" /> <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="130~131" /> <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="132~133" /> <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="134~135" /> </Attribute> <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="1X" Display="'1X'" Dmx="0~0" /> <Function ID="2" Name="1.1-5X" Display="'1.1-5X %.f%%',0~100" Dmx="11~50" /> <Function ID="3" Name="4.9-1X" Display="'4.9-1X %.f%%',0~100" Dmx="51~90" /> <Function ID="4" Name="1X" Display="'1X'" Dmx="91~159" /> <Function ID="5" Name="0.9X" Display="'0.9X'" Dmx="160~169" /> <Function ID="6" Name="0.8X" Display="'0.8X'" Dmx="170~179" /> <Function ID="7" Name="0.7X" Display="'0.7X'" Dmx="180~189" /> <Function ID="8" Name="0.6X" Display="'0.6X'" Dmx="190~199" /> <Function ID="9" Name="0.5X" Display="'0.5X'" Dmx="200~209" /> <Function ID="10" Name="0.4X" Display="'0.4X'" Dmx="210~219" /> <Function ID="11" Name="0.3X" Display="'0.3X'" Dmx="220~229" /> <Function ID="12" Name="0.2X" Display="'0.2X'" Dmx="230~239" /> <Function ID="13" Name="0.1X" Display="'0.1X'" Dmx="240~255" /> </Attribute> <Attribute ID="Prism_Mode" Name="Prism Mode" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1 (After Zoom)" Display="'Prism 1 (After Zoom)'" Dmx="10~49" /> <Function ID="3" Name="Prism 2 (After Zoom)" Display="'Prism 2 (After Zoom)'" Dmx="50~89" /> <Function ID="4" Name="Prism 1+2 (After Zoom)" Display="'Prism 1+2 (After Zoom)'" Dmx="90~129" /> <Function ID="5" Name="Prism 1 (After Focus)" Display="'Prism 1 (After Focus)'" Dmx="130~169" /> <Function ID="6" Name="Prism 2 (After Focus)" Display="'Prism 2 (After Focus)'" Dmx="170~209" /> <Function ID="7" Name="Prism 1+2 (After Focus)" Display="'Prism 1+2 (After Focus)'" Dmx="210~255" /> </Attribute> <Attribute ID="Prism_1_Pos" Name="Prism 1 Pos" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Center" Display="'Center'" Dmx="0~0" /> <Function ID="2" Name="L->Center" Display="'L->Center %.1f%%',0.0~100.0" Dmx="10~127" /> <Function ID="3" Name="Center" Display="'Center'" Dmx="128~137" /> <Function ID="4" Name="R->Center" Display="'R->Center %.1f%%',0.0~100.0" Dmx="138~255" /> </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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~180" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="181~202" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="203~255" /> </Attribute> <Attribute ID="Prism_2_Pos" Name="Prism 2 Pos" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Center" Display="'Center'" Dmx="0~0" /> <Function ID="2" Name="L->Center" Display="'L->Center %.1f%%',0.0~100.0" Dmx="10~127" /> <Function ID="3" Name="Center" Display="'Center'" Dmx="128~137" /> <Function ID="4" Name="R->Center" Display="'R->Center %.1f%%',0.0~100.0" Dmx="138~255" /> </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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~180" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="181~202" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="203~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="10~255" /> </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"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Smooth Dim Off" Display="'Smooth Dim Off'" Dmx="10~24" /> <Function ID="3" Name="Smooth Dim 1" Display="'Smooth Dim 1'" Dmx="25~26" /> <Function ID="4" Name="Smooth Dim 2" Display="'Smooth Dim 2'" Dmx="27~28" /> <Function ID="5" Name="Smooth Dim 3" Display="'Smooth Dim 3'" Dmx="29~30" /> <Function ID="6" Name="Smooth Dim 4" Display="'Smooth Dim 4'" Dmx="31~32" /> <Function ID="7" Name="Smooth Dim 5" Display="'Smooth Dim 5'" Dmx="33~34" /> <Function ID="8" Name="Smooth Dim 6" Display="'Smooth Dim 6'" Dmx="35~36" /> <Function ID="9" Name="Smooth Dim 7" Display="'Smooth Dim 7'" Dmx="37~38" /> <Function ID="10" Name="Smooth Dim 8" Display="'Smooth Dim 8'" Dmx="39~40" /> <Function ID="11" Name="Smooth Dim 9" Display="'Smooth Dim 9'" Dmx="41~42" /> <Function ID="12" Name="Smooth Dim 10" Display="'Smooth Dim 10'" Dmx="43~44" /> <Function ID="13" Name="Smooth Dim 11" Display="'Smooth Dim 11'" Dmx="45~46" /> <Function ID="14" Name="Smooth Dim 12" Display="'Smooth Dim 12'" Dmx="47~48" /> <Function ID="15" Name="Smooth Dim 13" Display="'Smooth Dim 13'" Dmx="49~50" /> <Function ID="16" Name="Smooth Dim 14" Display="'Smooth Dim 14'" Dmx="51~52" /> <Function ID="17" Name="Smooth Dim 15" Display="'Smooth Dim 15'" Dmx="53~54" /> <Function ID="18" Name="Smooth Dim 16" Display="'Smooth Dim 16'" Dmx="55~56" /> <Function ID="19" Name="Smooth Dim 17" Display="'Smooth Dim 17'" Dmx="57~58" /> <Function ID="20" Name="Smooth Dim 18" Display="'Smooth Dim 18'" Dmx="59~60" /> <Function ID="21" Name="Smooth Dim 19" Display="'Smooth Dim 19'" Dmx="61~62" /> <Function ID="22" Name="Smooth Dim 20" Display="'Smooth Dim 20'" Dmx="63~64" /> <Function ID="23" Name="Gamma Quadratic" Display="'Gamma Quadratic'" Dmx="65~74" /> <Function ID="24" Name="Gamma Linear" Display="'Gamma Linear'" Dmx="75~84" /> <Function ID="25" Name="Output 610Hz" Display="'Output 610Hz'" Dmx="85~104" /> <Function ID="26" Name="Output 800Hz" Display="'Output 800Hz'" Dmx="105~105" /> <Function ID="27" Name="Output 1000Hz" Display="'Output 1000Hz'" Dmx="106~106" /> <Function ID="28" Name="Output 1500Hz" Display="'Output 1500Hz'" Dmx="107~107" /> <Function ID="29" Name="Output 2000Hz" Display="'Output 2000Hz'" Dmx="108~108" /> <Function ID="30" Name="Output 2500Hz" Display="'Output 2500Hz'" Dmx="109~109" /> <Function ID="31" Name="Output 3000Hz" Display="'Output 3000Hz'" Dmx="110~110" /> <Function ID="32" Name="Output 3500Hz" Display="'Output 3500Hz'" Dmx="111~111" /> <Function ID="33" Name="Output 4000Hz" Display="'Output 4000Hz'" Dmx="112~112" /> <Function ID="34" Name="Output 4500Hz" Display="'Output 4500Hz'" Dmx="113~113" /> <Function ID="35" Name="Output 5000Hz" Display="'Output 5000Hz'" Dmx="114~114" /> <Function ID="36" Name="Output 5500Hz" Display="'Output 5500Hz'" Dmx="115~115" /> <Function ID="37" Name="Output 6000Hz" Display="'Output 6000Hz'" Dmx="116~116" /> <Function ID="38" Name="Output 6500Hz" Display="'Output 6500Hz'" Dmx="117~117" /> <Function ID="39" Name="Output 7000Hz" Display="'Output 7000Hz'" Dmx="118~118" /> <Function ID="40" Name="Output 7500Hz" Display="'Output 7500Hz'" Dmx="119~119" /> <Function ID="41" Name="Output 8000Hz" Display="'Output 8000Hz'" Dmx="120~120" /> <Function ID="42" Name="Output 8500Hz" Display="'Output 8500Hz'" Dmx="121~121" /> <Function ID="43" Name="Output 9000Hz" Display="'Output 9000Hz'" Dmx="122~122" /> <Function ID="44" Name="Output 9500Hz" Display="'Output 9500Hz'" Dmx="123~123" /> <Function ID="45" Name="Output 10000Hz" Display="'Output 10000Hz'" Dmx="124~124" /> <Function ID="46" Name="Output 11000Hz" Display="'Output 11000Hz'" Dmx="125~125" /> <Function ID="47" Name="Output 12000Hz" Display="'Output 12000Hz'" Dmx="126~126" /> <Function ID="48" Name="Output 13000Hz" Display="'Output 13000Hz'" Dmx="127~127" /> <Function ID="49" Name="Output 14000Hz" Display="'Output 14000Hz'" Dmx="128~128" /> <Function ID="50" Name="Output 15000Hz" Display="'Output 15000Hz'" Dmx="129~129" /> <Function ID="51" Name="Output 16000Hz" Display="'Output 16000Hz'" Dmx="130~130" /> <Function ID="52" Name="Output 17000Hz" Display="'Output 17000Hz'" Dmx="131~131" /> <Function ID="53" Name="Output 18000Hz" Display="'Output 18000Hz'" Dmx="132~132" /> <Function ID="54" Name="Output 19000Hz" Display="'Output 19000Hz'" Dmx="133~133" /> <Function ID="55" Name="Output 20000Hz" Display="'Output 20000Hz'" Dmx="134~134" /> <Function ID="56" Name="CMY/CTO Spd 1" Display="'CMY/CTO Spd 1'" Dmx="135~136" /> <Function ID="57" Name="CMY/CTO Spd 2" Display="'CMY/CTO Spd 2'" Dmx="137~138" /> <Function ID="58" Name="CMY/CTO Spd 3" Display="'CMY/CTO Spd 3'" Dmx="139~140" /> <Function ID="59" Name="CMY/CTO Spd 4" Display="'CMY/CTO Spd 4'" Dmx="141~142" /> <Function ID="60" Name="Display Off" Display="'Display Off'" Dmx="155~164" /> <Function ID="61" Name="Display On" Display="'Display On'" Dmx="165~174" /> <Function ID="62" Name="No DMX Hold Last" Display="'No DMX Hold Last'" Dmx="175~176" /> <Function ID="63" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="177~178" /> <Function ID="64" Name="No DMX Demo" Display="'No DMX Demo'" Dmx="181~182" /> <Function ID="65" Name="No DMX Single Cue" Display="'No DMX Single Cue'" Dmx="183~184" /> <Function ID="66" Name="Pan Normal" Display="'Pan Normal'" Dmx="185~194" /> <Function ID="67" Name="Pan Invert" Display="'Pan Invert'" Dmx="195~204" /> <Function ID="68" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="205~214" /> <Function ID="69" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="215~224" /> <Function ID="70" Name="Fan Standard" Display="'Fan Standard'" Dmx="235~237" /> <Function ID="71" Name="Fan Auto" Display="'Fan Auto'" Dmx="238~240" /> <Function ID="72" Name="Fan Silent" Display="'Fan Silent'" Dmx="241~244" /> <Function ID="73" Name="Zoom Spd 1" Display="'Zoom Spd 1'" Dmx="245~246" /> <Function ID="74" Name="Zoom Spd 2" Display="'Zoom Spd 2'" Dmx="247~248" /> <Function ID="75" Name="Zoom Spd 3" Display="'Zoom Spd 3'" Dmx="249~250" /> <Function ID="76" Name="Zoom Spd 4" Display="'Zoom Spd 4'" Dmx="251~252" /> <Function ID="77" Name="Reset Default" Display="'Reset Default'" Dmx="253~255" /> </Attribute> <Attribute ID="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset P/T" Display="'Reset P/T'" Dmx="10~75" /> <Function ID="3" Name="Reset Head Motors" Display="'Reset Head Motors'" Dmx="76~95" /> <Function ID="4" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="96~115" /> <Function ID="5" Name="Reset Colour" Display="'Reset Colour'" Dmx="116~135" /> <Function ID="6" Name="Reset CMY/CTO" Display="'Reset CMY/CTO'" Dmx="136~155" /> <Function ID="7" Name="Reset Prism" Display="'Reset Prism'" Dmx="176~195" /> <Function ID="8" Name="Reset Frost" Display="'Reset Frost'" Dmx="196~215" /> <Function ID="9" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="216~239" /> <Function ID="10" Name="Reset All" Display="'Reset All'" Dmx="240~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="64~127" Update="Gobo2" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="128~191" Update="Gobo2" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="192~255" Update="Gobo2" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo2Func'==1" /> <Condition Name="Split" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28,29" If="'Gobo2Func'==2" /> <Condition Name="Index" ID="30,31" If="'Gobo2Func'==3" /> <Condition Name="Scroll" ID="32,33,34,35" If="'Gobo2Func'==4" /> <Else ID="36" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6d8c0761-ada2-4855-9c4a-c34a53e8162f</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~28" WheelPosition="2"> <Swatch>f19f1eb5-4dd9-4033-8332-aa26c9bb676e</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="29~47" WheelPosition="3"> <Swatch>b526def0-2ffc-49aa-89f2-54f68798c46b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~66" WheelPosition="4"> <Swatch>2f30c200-c8a5-4167-a2b6-e9ac89abd5ae</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="67~85" WheelPosition="5"> <Swatch>7a4045ad-18d3-445d-8232-6f5c9e7edd92</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="86~104" WheelPosition="6"> <Swatch>cdc4347d-85f6-4e68-8d37-de09c6b6dec0</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="105~123" WheelPosition="7"> <Swatch>c413b651-d7b7-415d-954b-119f93117854</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="124~142" WheelPosition="8"> <Swatch>97081cf3-d94d-48d4-a2d9-3dd0944ca2a3</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="143~161" WheelPosition="9"> <Swatch>5ca98458-8588-4725-bf17-6dde85e13e2e</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="162~180" WheelPosition="10"> <Swatch>6c44978f-beda-4aeb-bdd9-c5ee5a15435c</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="181~199" WheelPosition="11"> <Swatch>c7058336-b5bb-49b5-a1fb-309d48ce66da</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="200~218" WheelPosition="12"> <Swatch>3af53b70-be68-43fb-a4bb-24f45692e4cb</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="219~237" WheelPosition="13"> <Swatch>2d90e0bf-5fd4-48d4-a557-a9c76ad9390f</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="238~255" WheelPosition="14"> <Swatch>be5990fd-979a-4996-8daa-11d5d4720b42</Swatch> </Function> <Function ID="15" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6d8c0761-ada2-4855-9c4a-c34a53e8162f</Swatch> </Function> <Function ID="16" Name="Op/ 1" Display="'Op/ 1'" Dmx="10~27" WheelPosition="1" /> <Function ID="17" Name="1/ 2" Display="'1/ 2'" Dmx="28~45" WheelPosition="2" /> <Function ID="18" Name="2/ 3" Display="'2/ 3'" Dmx="46~63" WheelPosition="3" /> <Function ID="19" Name="3/ 4" Display="'3/ 4'" Dmx="64~81" WheelPosition="4" /> <Function ID="20" Name="4/ 5" Display="'4/ 5'" Dmx="82~99" WheelPosition="5" /> <Function ID="21" Name="5/ 6" Display="'5/ 6'" Dmx="100~117" WheelPosition="6" /> <Function ID="22" Name="6/ 7" Display="'6/ 7'" Dmx="118~135" WheelPosition="7" /> <Function ID="23" Name="7/ 8" Display="'7/ 8'" Dmx="136~153" WheelPosition="8" /> <Function ID="24" Name="8/ 9" Display="'8/ 9'" Dmx="154~171" WheelPosition="9" /> <Function ID="25" Name="9/ 10" Display="'9/ 10'" Dmx="172~189" WheelPosition="10" /> <Function ID="26" Name="10/ 11" Display="'10/ 11'" Dmx="190~207" WheelPosition="11" /> <Function ID="27" Name="11/ 12" Display="'11/ 12'" Dmx="208~225" WheelPosition="12" /> <Function ID="28" Name="12/ 13" Display="'12/ 13'" Dmx="226~243" WheelPosition="13" /> <Function ID="29" Name="13/ Op" Display="'13/ Op'" Dmx="244~255" WheelPosition="14" /> <Function ID="30" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6d8c0761-ada2-4855-9c4a-c34a53e8162f</Swatch> </Function> <Function ID="31" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="10~255" /> <Function ID="32" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6d8c0761-ada2-4855-9c4a-c34a53e8162f</Swatch> </Function> <Function ID="33" Name="Scroll CW" Display="'Scroll CW %.1f%%',100.0~0.0" Dmx="10~127" /> <Function ID="34" Name="No Scroll" Display="'No Scroll'" Dmx="128~137" /> <Function ID="35" Name="Scroll CCW" Display="'Scroll CCW %.1f%%',0.0~100.0" Dmx="138~255" /> <Function ID="36" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo_2_Shake" Name="Gobo 2 Shake" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="2" Name="Shake R-L" Display="'Shake R-L %.1f%%',100.0~0.0" Dmx="10~126" /> <Function ID="3" Name="Stop" Display="'Stop'" Dmx="127~138" /> <Function ID="4" Name="Shake L-R" Display="'Shake L-R %.1f%%',0.0~100.0" Dmx="139~255" /> </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="Gobo 1" Display="'Gobo 1'" Dmx="192~255" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="128~191" /> </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> </Control> <Mode Name="37 DMX" Channels="37"> <Import PearlRef="DTSSYN5S" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="c385326c-edbf-4af9-93d1-20952fd82560" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Reserved" ChannelOffset="6" Wheel="30" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Colour1Func" ChannelOffset="11" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="12" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="13" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="14" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="15" Wheel="9" /> <Attribute ID="Gel_Emulation" ChannelOffset="16" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="17" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="18,19" Wheel="15" /> <Attribute ID="Gobo_Shake" ChannelOffset="20" Wheel="43" /> <Attribute ID="Gobo2Func" ChannelOffset="22" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="21" Wheel="17" /> <Attribute ID="Gobo_2_Shake" ChannelOffset="23" Wheel="46" /> <Attribute ID="Dynamoves" ChannelOffset="24" Wheel="54" /> <Attribute ID="Effect_Spd" ChannelOffset="25" Wheel="82" /> <Attribute ID="Prism_Mode" ChannelOffset="26" Wheel="22" /> <Attribute ID="Prism_1_Pos" ChannelOffset="27" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="28" Wheel="24" /> <Attribute ID="Prism_2_Pos" ChannelOffset="29" Wheel="52" /> <Attribute ID="Prism_2_Rot" ChannelOffset="30" Wheel="53" /> <Attribute ID="Frost" ChannelOffset="31" Wheel="49" /> <Attribute ID="AutoFocus" ChannelOffset="32" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="33,34" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="35" Wheel="19" /> <Attribute ID="Control" ChannelOffset="36" Wheel="28" /> <Attribute ID="Reset" ChannelOffset="37" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Reset:10" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:2" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Head Motors"> <Set Channel="Reset:3" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Reset:4" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Reset:5" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset CMY/CTO"> <Set Channel="Reset:6" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Prism"> <Set Channel="Reset:7" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Frost"> <Set Channel="Reset:8" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Reset:9" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim Off"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 1"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 2"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 3"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 4"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 5"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 6"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 7"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 8"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 9"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 10"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 11"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 12"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 13"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 14"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 15"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 16"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 17"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 18"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 19"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth Dim 20"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma Quadratic"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma Linear"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 610Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 800Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 1000Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 1500Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 2000Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 2500Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 3000Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 3500Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 4000Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 4500Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 5000Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 5500Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 6000Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 6500Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 7000Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 7500Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 8000Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 8500Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 9000Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 9500Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 10000Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 11000Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 12000Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 13000Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 14000Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 15000Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 16000Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 17000Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 18000Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 19000Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 20000Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY/CTO Spd 1"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY/CTO Spd 2"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY/CTO Spd 3"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY/CTO Spd 4"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold Last"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Demo"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Single Cue"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Spd 1"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Spd 2"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Spd 3"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Spd 4"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Default"> <Set Channel="Control:77" 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:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="20" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </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:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </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" /> </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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