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JB Lighting P12 Spot HP (JB Lighting_P12 Spot HP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="P12 Spot HP" ShortName="P12 Sp HP" Company="JB Lighting" Version="14"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>238ec887-134f-4d89-aa68-1827ef46fc8d</Thumbnail> <History Date="24-04-16" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" /> <History Date="22-06-16" Author="Nic Morris" Comment="Added control dim spd functions. Added macros." Version="3" /> <History Date="17-08-16" Author="Nic Morris" Comment="Added missing conditions to gobo 2 rot in response to customer bug report." Version="4" /> <History Date="12-05-18" Author="Nic Morris" Comment="Created from JB Lighting P7 (blade calibration details not available)" Version="5" /> <History Date="13-05-18" Author="Nic Morris" Comment="Added missing animation func to modes." Version="6" /> <History Date="15-05-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" /> <History Date="16-10-18" Author="Nic Morris" Comment="Updated to v1.6 charts." Version="8" /> <History Date="19-10-18" Author="Nic Morris" Comment="Revised Atlabase ID's to v1.6 modes." Version="9" /> <History Date="08-07-19" Author="Nic Morris" Comment="Created from JB Lighting P18 (version 1.01. note charts have conflicting channel assignments. used overview)" Version="10" /> <History Date="09-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="11" /> <History Date="01-06-20" Author="Nic Morris" Comment="Created from JB Lighting P12 Profile" Version="12" /> <History Date="19-07-21" Author="Nic Morris" Comment="Updated in line with v1.15, software >= 1.1.0 (adds control functions and macros)" Version="13" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="acd80213-ab23-41e0-92af-9fc658fc6bbe" /> <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="Control" Name="Control" Description="" Group="S"> <Locate Locate="1:8" PowerOn="1:8" /> <Function ID="1" Name="Dim Spd 1" Display="'Dim Spd 1 %.f',1~8" Dmx="0~7" /> <Function ID="2" Name="Dim Spd 2" Display="'Dim Spd 2 %.f',1~8" Dmx="32~39" /> <Function ID="3" Name="Dim Spd 3" Display="'Dim Spd 3 %.f',1~8" Dmx="64~71" /> <Function ID="4" Name="Dim Spd 4" Display="'Dim Spd 4 %.f',1~8" Dmx="96~103" /> <Function ID="5" Name="Backlight Auto" Display="'Backlight Auto'" Dmx="104~104" /> <Function ID="6" Name="Backlight On" Display="'Backlight On'" Dmx="105~105" /> <Function ID="7" Name="Backlight Off" Display="'Backlight Off'" Dmx="106~106" /> <Function ID="8" Name="Display Standard" Display="'Display Standard'" Dmx="107~107" /> <Function ID="9" Name="Display Flip" Display="'Display Flip'" Dmx="108~108" /> <Function ID="10" Name="Main Screen Standard" Display="'Main Screen Standard'" Dmx="110~110" /> <Function ID="11" Name="Main Screen User ID" Display="'Main Screen User ID'" Dmx="111~111" /> <Function ID="12" Name="Set User ID" Display="'Set User ID'" Dmx="113~113" /> <Function ID="13" Name="Dim Spd 5" Display="'Dim Spd 5 %.f',1~8" Dmx="128~135" /> <Function ID="14" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="136~136" /> <Function ID="15" Name="Dim Curve Square" Display="'Dim Curve Square'" Dmx="137~137" /> <Function ID="16" Name="Dim Curve Inv Square" Display="'Dim Curve Inv Square'" Dmx="138~138" /> <Function ID="17" Name="CMY Curve Inv Old" Display="'CMY Curve Inv Old'" Dmx="140~140" /> <Function ID="18" Name="CMY Curve Linear" Display="'CMY Curve Linear'" Dmx="141~141" /> <Function ID="19" Name="CMY Curve Inv Square" Display="'CMY Curve Inv Square'" Dmx="142~142" /> <Function ID="20" Name="Frost Curve Linear" Display="'Frost Curve Linear'" Dmx="143~143" /> <Function ID="21" Name="Frost Curve Inv Square" Display="'Frost Curve Inv Square'" Dmx="144~144" /> <Function ID="22" Name="P/T Speed Whisper" Display="'P/T Speed Whisper'" Dmx="146~146" /> <Function ID="23" Name="P/T Speed Silent" Display="'P/T Speed Silent'" Dmx="147~147" /> <Function ID="24" Name="P/T Speed Medium" Display="'P/T Speed Medium'" Dmx="148~148" /> <Function ID="25" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="149~149" /> <Function ID="26" Name="Effect Speed Whisper" Display="'Effect Speed Whisper'" Dmx="150~150" /> <Function ID="27" Name="Effect Speed Silent" Display="'Effect Speed Silent'" Dmx="151~151" /> <Function ID="28" Name="Effect Speed Medium" Display="'Effect Speed Medium'" Dmx="152~152" /> <Function ID="29" Name="Effect Speed Fast" Display="'Effect Speed Fast'" Dmx="153~153" /> <Function ID="30" Name="LED Fade Standard" Display="'LED Fade Standard'" Dmx="154~154" /> <Function ID="31" Name="LED Fade Soft" Display="'LED Fade Soft'" Dmx="155~155" /> <Function ID="32" Name="Fan Theatre Whisper" Display="'Fan Theatre Whisper'" Dmx="160~160" /> <Function ID="33" Name="Fan Theatre Silent" Display="'Fan Theatre Silent'" Dmx="161~161" /> <Function ID="34" Name="Fan Standard" Display="'Fan Standard'" Dmx="162~162" /> <Function ID="35" Name="Fan Boost" Display="'Fan Boost'" Dmx="163~163" /> <Function ID="36" Name="Fan Longlife" Display="'Fan Longlife'" Dmx="164~164" /> <Function ID="37" Name="Camera 50Hz" Display="'Camera 50Hz'" Dmx="208~215" /> <Function ID="38" Name="Camera 60Hz" Display="'Camera 60Hz'" Dmx="216~223" /> <Function ID="39" Name="Camera FLEX - 600Hz" Display="'Camera FLEX - 600Hz'" Dmx="224~227" /> <Function ID="40" Name="Camera High FLEX - 3kHz" Display="'Camera High FLEX - 3kHz'" Dmx="228~231" /> <Function ID="41" Name="Reset" Display="'Reset'" Dmx="240~247" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Op Pls >20Hz" Display="'Op Pls >20Hz %.f%%',0~100" Dmx="110~96" Intensity="0~0" /> <Function ID="4" Name="Fade w/dim" Display="'Fade w/dim %.f%%',0~100" Dmx="112~125" Intensity="0~0" /> <Function ID="5" Name="Op Pls <20Hz" Display="'Op Pls <20Hz %.f%%',0~100" Dmx="142~128" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="158~144" Intensity="0~0" /> <Function ID="7" Name="Fade 0%" Display="'Fade 0 %.f%%',0~100" Dmx="174~160" Intensity="0~0" /> <Function ID="8" Name="Fade 100%" Display="'Fade 100 %.f%%',0~100" Dmx="190~176" Intensity="0~0" /> <Function ID="9" Name="Rnd 100%" Display="'Rnd 100 %.f%%',0~100" Dmx="206~192" Intensity="0~0" /> <Function ID="10" Name="Rnd 0%" Display="'Rnd 0 %.f%%',0~100" Dmx="222~208" Intensity="0~0" /> <Function ID="11" Name="Rnd Fd 0%" Display="'Rnd Fd 0 %.f%%',0~100" Dmx="238~224" Intensity="0~0" /> <Function ID="12" Name="Rnd Fd 100%" Display="'Rnd Fd 100 %.f%%',0~100" Dmx="254~240" Intensity="0~0" /> </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" Intensity="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </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="Distance" Display="'%.1fm',0.0~25.0" Dmx="2~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="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="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" 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="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>161f6961-68ba-4eda-bbc6-f9c94a4fd770</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>88f8c38c-824c-421e-bab3-fb09ff380045</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>71fc784c-e398-4783-b774-3505f8eb2cc2</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>52843a56-73f7-4878-8a8e-560cb1d4a4ea</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>32ac1630-0ae4-4269-969f-baa549677951</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>decfb200-cf43-4444-82fa-85e51448e3ec</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~127" WheelPosition="6"> <Swatch>76fb961f-f4e6-403a-a8cb-f3cbc886a3bf</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>161f6961-68ba-4eda-bbc6-f9c94a4fd770</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="143~136" WheelPosition="1"> <Swatch>88f8c38c-824c-421e-bab3-fb09ff380045</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~144" WheelPosition="2"> <Swatch>71fc784c-e398-4783-b774-3505f8eb2cc2</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="159~152" WheelPosition="3"> <Swatch>52843a56-73f7-4878-8a8e-560cb1d4a4ea</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="167~160" WheelPosition="4"> <Swatch>32ac1630-0ae4-4269-969f-baa549677951</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="175~168" WheelPosition="5"> <Swatch>decfb200-cf43-4444-82fa-85e51448e3ec</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="191~176" WheelPosition="6"> <Swatch>76fb961f-f4e6-403a-a8cb-f3cbc886a3bf</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="192~223" /> <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="255~224" /> <Function ID="19" 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||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~49087" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="Gobo2Rot, Gobo2" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2Rot, Gobo2" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2Rot, Gobo2" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2Rot, Gobo2" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2Rot, Gobo2" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2Rot, Gobo2" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2Rot, 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" 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>161f6961-68ba-4eda-bbc6-f9c94a4fd770</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>a92b1e34-692a-4e19-8440-b534fcd827da</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>35c2dae8-8231-4278-8e7e-cecb9242aede</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>ac8ee228-5d0f-43bb-b915-92292d7fba9c</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>96481b94-2468-48a0-aa0a-9d8ad9397ee9</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>b8be6e56-845a-48c0-8818-8d3fd8ee863b</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~127" WheelPosition="6"> <Swatch>b6253883-e9a3-49d1-97df-b53dd2c1628f</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>161f6961-68ba-4eda-bbc6-f9c94a4fd770</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="143~136" WheelPosition="1"> <Swatch>a92b1e34-692a-4e19-8440-b534fcd827da</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~144" WheelPosition="2"> <Swatch>35c2dae8-8231-4278-8e7e-cecb9242aede</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="159~152" WheelPosition="3"> <Swatch>ac8ee228-5d0f-43bb-b915-92292d7fba9c</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="167~160" WheelPosition="4"> <Swatch>96481b94-2468-48a0-aa0a-9d8ad9397ee9</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="175~168" WheelPosition="5"> <Swatch>b8be6e56-845a-48c0-8818-8d3fd8ee863b</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="191~176" WheelPosition="6"> <Swatch>b6253883-e9a3-49d1-97df-b53dd2c1628f</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="192~223" /> <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="255~224" /> <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="0~49087" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </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="Horizontal Water" Display="'Horizontal Water'" Dmx="8~15" /> <Function ID="3" Name="Vertical Fire" Display="'Vertical Fire'" Dmx="16~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="192~222" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="223~224" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="225~255" /> </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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" /> <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" /> <Condition Name="Index" ID="19" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="20,21,22,23" If="'Colour1Func'==4" /> <Else ID="24" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="4~5" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="8~9" WheelPosition="2" Colour="255,255,0" /> <Function ID="4" Name="Magenta" Display="'Magenta'" Dmx="12~13" WheelPosition="3" Colour="255,0,255" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="16~17" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="20~21" WheelPosition="5" Colour="255,100,0" /> <Function ID="7" Name="Dark Blue" Display="'Dark Blue'" Dmx="24~25" WheelPosition="6" Colour="0,0,180" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="28~29" Colour="255,150,150" /> <Function ID="9" Name="HCRI" Display="'HCRI'" Dmx="32~33" WheelPosition="7" Colour="0,255,128" /> <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="2~3" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="6~7" WheelPosition="1" Colour="255,0,0" /> <Function ID="12" Name="Yel/ Mag" Display="'Yel/ Mag'" Dmx="10~11" WheelPosition="2" Colour="255,255,0" /> <Function ID="13" Name="Mag/ Grn" Display="'Mag/ Grn'" Dmx="14~15" WheelPosition="3" Colour="255,0,255" /> <Function ID="14" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="18~19" WheelPosition="4" Colour="0,255,0" /> <Function ID="15" Name="Org/ D Bl" Display="'Org/ D Bl'" Dmx="22~23" WheelPosition="5" Colour="255,100,0" /> <Function ID="16" Name="D Bl/ Pk" Display="'D Bl/ Pk'" Dmx="26~27" WheelPosition="6" Colour="0,0,180" /> <Function ID="17" Name="Pk/ HCRI" Display="'Pk/ HCRI'" Dmx="30~31" Colour="255,150,150" /> <Function ID="18" Name="HCRI/ Op" Display="'HCRI/ Op'" Dmx="34~63" WheelPosition="7" Colour="255,150,150" /> <Function ID="19" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="64~191" Colour="0,0,0" /> <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="21" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" Colour="0,0,0" /> <Function ID="22" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="23" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" Colour="0,0,0" /> <Function ID="24" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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="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="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="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="Sparkle" Name="Sparkle" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Intensity" Display="'Intensity %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Sparkle_Spd" Name="Sparkle Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="0~31" /> <Function ID="2" Name="Switch" Display="'Switch %.f%%',0~100" Dmx="32~63" /> <Function ID="3" Name="Repeat" Display="'Repeat %.1f%%',0.0~100.0" Dmx="64~255" /> </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="5-Facet Linear" Display="'5-Facet Linear'" Dmx="8~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~49087" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" /> </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="3 Facet Circular" Display="'3 Facet Circular'" Dmx="8~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~49087" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" /> </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="Effect_Macro" Name="Effect Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Macro" Display="'Macro %.f',1~255" Dmx="1~255" /> </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="255~4" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> </Attribute> <Attribute ID="Effect_Speed" Name="Effect Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~4" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> </Attribute> <Attribute ID="Move_in_Dark" Name="Move in Dark" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="96~127" /> <Function ID="3" Name="G/C/P/CMY/I/FR in Dark" Display="'G/C/P/CMY/I/FR in Dark'" Dmx="128~159" /> <Function ID="4" Name="G/C/P/CMY/I/FR/Z/FC in Dark" Display="'G/C/P/CMY/I/FR/Z/FC in Dark'" Dmx="160~191" /> <Function ID="5" Name="G/C/P/CMY/I/FR/PT in Dark" Display="'G/C/P/CMY/I/FR/PT in Dark'" Dmx="192~223" /> <Function ID="6" Name="All in Dark" Display="'All in Dark'" Dmx="224~255" /> </Attribute> </Control> <Mode Name="Mode 1, 35 DMX" Channels="35"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="547" TiltMax="281" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f9b518c7-ac69-4bf5-8a17-87172265ddcc" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Control" ChannelOffset="5" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="8" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="10" Wheel="49" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="11" Wheel="50" /> <Attribute ID="Iris" ChannelOffset="12" Wheel="21" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="16" Wheel="18" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="18" Wheel="84" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="19" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="20" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="21" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="22" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="23" Wheel="9" /> <Attribute ID="Sparkle" ChannelOffset="24" Wheel="113" /> <Attribute ID="Sparkle_Spd" ChannelOffset="25" Wheel="114" /> <Attribute ID="Prism_1" ChannelOffset="26" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="27" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="28" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="29" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="30" Wheel="51" /> <Attribute ID="Frost_2" ChannelOffset="31" Wheel="79" /> <Attribute ID="Effect_Macro" ChannelOffset="32" Wheel="142" /> <Attribute ID="PT_Speed" ChannelOffset="33" Wheel="25" /> <Attribute ID="Effect_Speed" ChannelOffset="34" Wheel="26" /> <Attribute ID="Move_in_Dark" ChannelOffset="35" Wheel="27" /> </Include> </Mode> <Mode Name="Mode 2, 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="547" TiltMax="281" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b8fd9aca-2208-4a73-ac5d-cf55b3bc42ed" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Control" ChannelOffset="5" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="9,10" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="11,12" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="13" Wheel="49" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="14" Wheel="50" /> <Attribute ID="Iris" ChannelOffset="15,16" Wheel="21" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="17" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="18,19" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="21,22" Wheel="18" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="24" Wheel="84" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="25" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="26,27" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="28,29" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="30,31" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="32,33" Wheel="9" /> <Attribute ID="Sparkle" ChannelOffset="34" Wheel="113" /> <Attribute ID="Sparkle_Spd" ChannelOffset="35" Wheel="114" /> <Attribute ID="Prism_1" ChannelOffset="36" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="37,38" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="39" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="40,41" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="42" Wheel="51" /> <Attribute ID="Frost_2" ChannelOffset="43" Wheel="79" /> <Attribute ID="Effect_Macro" ChannelOffset="44" Wheel="142" /> <Attribute ID="PT_Speed" ChannelOffset="45" Wheel="25" /> <Attribute ID="Effect_Speed" ChannelOffset="46" Wheel="26" /> <Attribute ID="Move_in_Dark" ChannelOffset="47" Wheel="27" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Backlight Auto"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Backlight On"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Backlight Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Standard"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Flip"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Main Screen Standard"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Main Screen User ID"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Set User ID"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Linear"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Square"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Inv Square"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Inv Old"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Linear"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Inv Square"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Frost Curve Linear"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Frost Curve Inv Square"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Whisper"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Silent"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Medium"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Fast"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Whisper"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Silent"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Medium"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Fast"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="LED Fade Standard"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="LED Fade Soft"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Fan Theatre Whisper"> <Set Channel="Control:32,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:1" Delay="0" /> </Macro> <Macro Name="Fan Theatre Silent"> <Set Channel="Control:33,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:34,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:1" Delay="0" /> </Macro> <Macro Name="Fan Boost"> <Set Channel="Control:35,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:1" Delay="0" /> </Macro> <Macro Name="Fan Longlife"> <Set Channel="Control:36,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:1" Delay="0" /> </Macro> <Macro Name="Camera 50Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera 60Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera FLEX - 600Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera High FLEX - 3kHz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1:8" 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:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>