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Pearl River Aqua 480E Beam (PR-2479) (Pearl River_Aqua 480E Beam (PR-2479).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Aqua 480E Beam (PR-2479)" ShortName="Aqua480EBm" Company="Pearl River"> <Copyright Notice="© Avolites Ltd. 2018" /> <History Date="18-02-17" Author="Nic Morris" Comment="Created (full fixed colour wheel ranges missing from documentation supplied by manufacturer)." /> <History Date="05-01-18" Author="Nic Morris" Comment="Created from Aqua 440 Beam (PR-2468) (note very poor gobo images. wheel 1 not populated due to lack of slot numbers)" /> <History Date="09-01-18" Author="Nic Morris" Comment="Added Atlabase ID's. Inverted P/T speed and fixed locate values." /> <History Date="14-12-18" Author="Nic Morris" Comment="Created from Pearl River Aqua 480 Beam (PR-2469) (identical)" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="1af1c23e-530d-415b-9f3a-c1623c6b331e" /> <Control> <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 %.1f%%',0.0~100.0" Dmx="26~225" /> <Function ID="4" Name="Random" Display="'Random %.f%%',0~100" Dmx="226~246" /> </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="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="17~35" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="36~54" Colour="255,255,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="55~73" Colour="0,255,0" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="74~92" Colour="0,255,255" /> <Function ID="6" Name="Violet" Display="'Violet'" Dmx="93~110" Colour="128,0,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="111~128" Colour="255,0,255" /> <Function ID="8" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="129~255" 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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="16448~17476" Colour="255,0,0" /> <Function ID="3" Name="Light Green" Display="'Light Green'" Dmx="17733~18761" Colour="128,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="19018~20046" Colour="0,0,255" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="20303~21331" Colour="0,255,255" /> <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="21588~22616" Colour="255,255,0" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="22873~23901" Colour="255,0,255" /> <Function ID="8" Name="Orange" Display="'Orange'" Dmx="24158~25186" Colour="255,128,0" /> <Function ID="9" Name="Green" Display="'Green'" Dmx="25443~26471" Colour="0,255,0" /> <Function ID="10" Name="Dark Blue" Display="'Dark Blue'" Dmx="26728~27756" Colour="0,0,180" /> <Function ID="11" Name="UV" Display="'UV'" Dmx="28013~29041" Colour="180,0,255" /> <Function ID="12" Name="Light Yellow" Display="'Light Yellow'" Dmx="29298~30326" Colour="255,255,128" /> <Function ID="13" Name="CTO" Display="'CTO'" Dmx="30583~31611" Colour="255,240,200" /> <Function ID="14" Name="Open" Display="'Open'" Dmx="31868~32639" Colour="255,255,255" /> <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="65535~49344" 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="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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="39,40,41,42" If="'Gobo1Func'==3" /> <Else ID="43" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b55246c4-b262-4a4f-b193-5c2685cc36c9</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="20~25" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="26~31" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="32~37" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="38~43" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~49" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="50~55" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~61" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="62~67" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="68~73" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="74~79" WheelPosition="10" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="80~85" WheelPosition="11" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="86~91" WheelPosition="12" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="92~97" WheelPosition="13" /> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="98~103" WheelPosition="14" /> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="104~109" WheelPosition="15" /> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="110~115" WheelPosition="16" /> <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="116~121" WheelPosition="17" /> <Function ID="19" Name="Gobo 18" Display="'Gobo 18'" Dmx="122~127" WheelPosition="18" /> <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b55246c4-b262-4a4f-b193-5c2685cc36c9</Swatch> </Function> <Function ID="21" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="184~187" WheelPosition="1" /> <Function ID="22" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="188~191" WheelPosition="2" /> <Function ID="23" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="192~195" WheelPosition="3" /> <Function ID="24" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="196~199" WheelPosition="4" /> <Function ID="25" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="200~203" WheelPosition="5" /> <Function ID="26" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="204~207" WheelPosition="6" /> <Function ID="27" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="208~211" WheelPosition="7" /> <Function ID="28" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="212~215" WheelPosition="8" /> <Function ID="29" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="216~219" WheelPosition="9" /> <Function ID="30" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="220~223" WheelPosition="10" /> <Function ID="31" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="224~227" WheelPosition="11" /> <Function ID="32" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="228~231" WheelPosition="12" /> <Function ID="33" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="232~235" WheelPosition="13" /> <Function ID="34" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="236~239" WheelPosition="14" /> <Function ID="35" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="240~243" WheelPosition="15" /> <Function ID="36" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="244~247" WheelPosition="16" /> <Function ID="37" Name="Gobo 17 Shake" Display="'Gobo 17 Shake %.f%%',0~100" Dmx="248~251" WheelPosition="17" /> <Function ID="38" Name="Gobo 18 Shake" Display="'Gobo 18 Shake %.f%%',0~100" Dmx="252~255" WheelPosition="18" /> <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="40" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="155~128" /> <Function ID="41" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="42" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="156~183" /> <Function ID="43" 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="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b55246c4-b262-4a4f-b193-5c2685cc36c9</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1"> <Swatch>aa099d16-38a9-4ff4-801c-bbcfe9b56a0b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2"> <Swatch>c54ad85c-6a5d-4ae3-9e5a-2ffc55f29578</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3"> <Swatch>da11c934-a407-4b20-b5dc-0b5a6d0d11b5</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4"> <Swatch>e21a106f-2e95-4a1f-9bf4-4224790a934b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5"> <Swatch>46fdcb3d-a550-419b-a14e-9af423d46801</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6"> <Swatch>58850456-1fb8-4bfc-8d66-8b5d9a1f6b0f</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7"> <Swatch>a7e25b43-1631-42f6-9cbd-261f7de4b7ed</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b55246c4-b262-4a4f-b193-5c2685cc36c9</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="186~195" WheelPosition="1"> <Swatch>aa099d16-38a9-4ff4-801c-bbcfe9b56a0b</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="196~205" WheelPosition="2"> <Swatch>c54ad85c-6a5d-4ae3-9e5a-2ffc55f29578</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="206~215" WheelPosition="3"> <Swatch>da11c934-a407-4b20-b5dc-0b5a6d0d11b5</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="216~225" WheelPosition="4"> <Swatch>e21a106f-2e95-4a1f-9bf4-4224790a934b</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="226~235" WheelPosition="5"> <Swatch>46fdcb3d-a550-419b-a14e-9af423d46801</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="236~245" WheelPosition="6"> <Swatch>58850456-1fb8-4bfc-8d66-8b5d9a1f6b0f</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="246~255" WheelPosition="7"> <Swatch>a7e25b43-1631-42f6-9cbd-261f7de4b7ed</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="156~128" /> <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="157~185" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="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="17~255" /> </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="17~255" /> </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="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <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="Lamp Half Power" Display="'Lamp Half Power'" Dmx="35~39" /> <Function ID="5" Name="Lamp Full Power" Display="'Lamp Full Power'" Dmx="40~44" /> <Function ID="6" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="7" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="10" Name="Reset Col" Display="'Reset Col'" Dmx="150~159" /> <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="12" Name="Reset Int" Display="'Reset Int'" Dmx="170~179" /> <Function ID="13" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="14" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="15" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> </Control> <Mode Name="Short, 19 DMX" Channels="19"> <Import PearlRef="PR2479SH" 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="4128e895-394c-4082-bb83-b877c5986293" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="3" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="13" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="15" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="16" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="17" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="18" Wheel="3" /> <Attribute ID="Control" ChannelOffset="19" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 26 DMX" Channels="26"> <Import PearlRef="PR2479ST" 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="c0231a5c-55b7-4016-8f38-f655430ade0d" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8,9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="12,13" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="14" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="15" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="16" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="17" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="19,20" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="21,22" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="23,24" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="25" Wheel="25" /> <Attribute ID="Control" ChannelOffset="26" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 29 DMX" Channels="29"> <Import PearlRef="PR2479EX" 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="fb1efe60-8880-4b0b-89ce-15b65ebbfa9f" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="9" /> <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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11,12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="19" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="24,25" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="26,27" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="28" Wheel="25" /> <Attribute ID="Control" ChannelOffset="29" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp Half Power"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Full Power"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="19" Name="Gobo 18" Number="0" Page="1" SetControl="Gobo1:19,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="20" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="25" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="26" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,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: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="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>