View Personality

ADJ Focus Spot 5Z (ADJ_Focus Spot 5Z.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Focus Spot 5Z" ShortName="Focus Sp5Z" Company="ADJ" Version="4"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>6e689d1b-7737-4b33-ab83-ad89c7dd0dea</Thumbnail> <History Date="07-01-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="11-06-20" Author="Nic Morris" Comment="Created from American DJ Focus Spot 4Z (note charts contain errors - basic mode has no channel 17. assumed 18 total. conflicting ranges in gobo rot.)" Version="2" /> <History Date="11-06-20" Author="Nic Morris" Comment="(no gobo images available. left as the Focus Spot 4Z for now)" Version="2" /> <History Date="28-04-23" Author="Nic Morris" Comment="Added Dim Mode to Basic mode in response to customer feedback (still missing from documentation)." Version="3" /> <History Date="28-04-23" Author="Nic Morris" Comment="Revised gobo swatches and colour 2 function names in line with latest documentation." Version="3" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Focus Spot 5Z.d4 to ADJ_Focus Spot 5Z.d4." Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="d757bd99-672d-40c4-89d2-7c3369c1ec67" /> <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="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="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 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="6" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" /> <Condition Name="Index" ID="10" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="8~14" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="15~21" Colour="255,128,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="22~28" Colour="255,255,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="29~35" Colour="0,255,0" /> <Function ID="6" Name="Dark Blue" Display="'Dark Blue'" Dmx="36~42" Colour="0,0,200" /> <Function ID="7" Name="Purple" Display="'Purple'" Dmx="43~49" Colour="127,0,200" /> <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="50~56" Colour="0,255,255" /> <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="57~63" Colour="255,0,255" /> <Function ID="10" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour2Func'==1" /> <Condition Name="Index" ID="10" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Colour2Func'==3" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Lavender" Display="'Lavender'" Dmx="8~14" Colour="230,180,255" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="15~21" Colour="0,0,255" /> <Function ID="4" Name="CTB 5600" Display="'CTB 5600'" Dmx="22~28" Colour="230,230,255" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="29~35" Colour="0,255,0" /> <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="36~42" Colour="255,255,0" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="43~49" Colour="180,0,255" /> <Function ID="8" Name="CTO 3200" Display="'CTO 3200'" Dmx="50~56" Colour="255,240,200" /> <Function ID="9" Name="Pink" Display="'Pink'" Dmx="57~63" Colour="255,150,150" /> <Function ID="10" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 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" 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>6b64826d-49dd-4600-a463-0572a4c4162c</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~19" WheelPosition="1"> <Swatch>9fc7f952-3c17-457f-afac-aa789ba4af11</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~34" WheelPosition="2"> <Swatch>6b48e46c-72dd-4aae-87f2-44ac55d47c2e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="35~49" WheelPosition="3"> <Swatch>b02323ee-f4ed-4536-9532-17f30b9e3e4a</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="50~64" WheelPosition="4"> <Swatch>70214439-e2d5-4a8c-974a-1a83add758c8</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="65~79" WheelPosition="5"> <Swatch>226a907f-5b39-45e2-aa85-126d4e3b2286</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="80~94" WheelPosition="6"> <Swatch>5ea972a6-8fee-459c-b6ad-c715be7fbdea</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6b64826d-49dd-4600-a463-0572a4c4162c</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="95~109" WheelPosition="1"> <Swatch>9fc7f952-3c17-457f-afac-aa789ba4af11</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="110~124" WheelPosition="2"> <Swatch>6b48e46c-72dd-4aae-87f2-44ac55d47c2e</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="125~139" WheelPosition="3"> <Swatch>b02323ee-f4ed-4536-9532-17f30b9e3e4a</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="140~154" WheelPosition="4"> <Swatch>70214439-e2d5-4a8c-974a-1a83add758c8</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="155~169" WheelPosition="5"> <Swatch>226a907f-5b39-45e2-aa85-126d4e3b2286</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>5ea972a6-8fee-459c-b6ad-c715be7fbdea</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G"> <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="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="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="6-Facet Circular" Display="'6-Facet Circular'" Dmx="32~255" /> </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="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </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="5-Facet Linear" Display="'5-Facet Linear'" Dmx="32~255" /> </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="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" 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="Frost_2" Name="Frost 2" 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="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="0.1s" Display="'0.1s'" Dmx="121~121" /> <Function ID="8" Name="0.2s" Display="'0.2s'" Dmx="122~122" /> <Function ID="9" Name="0.3s" Display="'0.3s'" Dmx="123~123" /> <Function ID="10" Name="0.4s" Display="'0.4s'" Dmx="124~124" /> <Function ID="11" Name="0.5s" Display="'0.5s'" Dmx="125~125" /> <Function ID="12" Name="0.6s" Display="'0.6s'" Dmx="126~126" /> <Function ID="13" Name="0.7s" Display="'0.7s'" Dmx="127~127" /> <Function ID="14" Name="0.8s" Display="'0.8s'" Dmx="128~128" /> <Function ID="15" Name="0.9s" Display="'0.9s'" Dmx="129~129" /> <Function ID="16" Name="1s" Display="'1s'" Dmx="130~130" /> <Function ID="17" Name="1.5s" Display="'1.5s'" Dmx="131~131" /> <Function ID="18" Name="2s" Display="'2s'" Dmx="132~132" /> <Function ID="19" Name="3s" Display="'3s'" Dmx="133~133" /> <Function ID="20" Name="4s" Display="'4s'" Dmx="134~134" /> <Function ID="21" Name="5s" Display="'5s'" Dmx="135~135" /> <Function ID="22" Name="6s" Display="'6s'" Dmx="136~136" /> <Function ID="23" Name="7s" Display="'7s'" Dmx="137~137" /> <Function ID="24" Name="8s" Display="'8s'" Dmx="138~138" /> <Function ID="25" Name="9s" Display="'9s'" Dmx="139~139" /> <Function ID="26" Name="10s" Display="'10s'" Dmx="140~140" /> <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" /> <Function ID="2" Name="Square" Display="'Square'" Dmx="21~40" /> <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" /> </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="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="900 Hz" Display="'900 Hz'" Dmx="11~11" /> <Function ID="3" Name="910 Hz" Display="'910 Hz'" Dmx="12~12" /> <Function ID="4" Name="920 Hz" Display="'920 Hz'" Dmx="13~13" /> <Function ID="5" Name="930 Hz" Display="'930 Hz'" Dmx="14~14" /> <Function ID="6" Name="940 Hz" Display="'940 Hz'" Dmx="15~15" /> <Function ID="7" Name="950 Hz" Display="'950 Hz'" Dmx="16~16" /> <Function ID="8" Name="960 Hz" Display="'960 Hz'" Dmx="17~17" /> <Function ID="9" Name="970 Hz" Display="'970 Hz'" Dmx="18~18" /> <Function ID="10" Name="980 Hz" Display="'980 Hz'" Dmx="19~19" /> <Function ID="11" Name="990 Hz" Display="'990 Hz'" Dmx="20~20" /> <Function ID="12" Name="1000 Hz" Display="'1000 Hz'" Dmx="21~21" /> <Function ID="13" Name="1010 Hz" Display="'1010 Hz'" Dmx="22~22" /> <Function ID="14" Name="1020 Hz" Display="'1020 Hz'" Dmx="23~23" /> <Function ID="15" Name="1030 Hz" Display="'1030 Hz'" Dmx="24~24" /> <Function ID="16" Name="1040 Hz" Display="'1040 Hz'" Dmx="25~25" /> <Function ID="17" Name="1050 Hz" Display="'1050 Hz'" Dmx="26~26" /> <Function ID="18" Name="1060 Hz" Display="'1060 Hz'" Dmx="27~27" /> <Function ID="19" Name="1070 Hz" Display="'1070 Hz'" Dmx="28~28" /> <Function ID="20" Name="1080 Hz" Display="'1080 Hz'" Dmx="29~29" /> <Function ID="21" Name="1090 Hz" Display="'1090 Hz'" Dmx="30~30" /> <Function ID="22" Name="1100 Hz" Display="'1100 Hz'" Dmx="31~31" /> <Function ID="23" Name="1110 Hz" Display="'1110 Hz'" Dmx="32~32" /> <Function ID="24" Name="1120 Hz" Display="'1120 Hz'" Dmx="33~33" /> <Function ID="25" Name="1130 Hz" Display="'1130 Hz'" Dmx="34~34" /> <Function ID="26" Name="1140 Hz" Display="'1140 Hz'" Dmx="35~35" /> <Function ID="27" Name="1150 Hz" Display="'1150 Hz'" Dmx="36~36" /> <Function ID="28" Name="1160 Hz" Display="'1160 Hz'" Dmx="37~37" /> <Function ID="29" Name="1170 Hz" Display="'1170 Hz'" Dmx="38~38" /> <Function ID="30" Name="1180 Hz" Display="'1180 Hz'" Dmx="39~39" /> <Function ID="31" Name="1190 Hz" Display="'1190 Hz'" Dmx="40~40" /> <Function ID="32" Name="1210 Hz" Display="'1210 Hz'" Dmx="41~41" /> <Function ID="33" Name="1220 Hz" Display="'1220 Hz'" Dmx="42~42" /> <Function ID="34" Name="1230 Hz" Display="'1230 Hz'" Dmx="43~43" /> <Function ID="35" Name="1240 Hz" Display="'1240 Hz'" Dmx="44~44" /> <Function ID="36" Name="1250 Hz" Display="'1250 Hz'" Dmx="45~45" /> <Function ID="37" Name="1260 Hz" Display="'1260 Hz'" Dmx="46~46" /> <Function ID="38" Name="1270 Hz" Display="'1270 Hz'" Dmx="47~47" /> <Function ID="39" Name="1280 Hz" Display="'1280 Hz'" Dmx="48~48" /> <Function ID="40" Name="1290 Hz" Display="'1290 Hz'" Dmx="49~49" /> <Function ID="41" Name="1300 Hz" Display="'1300 Hz'" Dmx="50~50" /> <Function ID="42" Name="1310 Hz" Display="'1310 Hz'" Dmx="51~51" /> <Function ID="43" Name="1320 Hz" Display="'1320 Hz'" Dmx="52~52" /> <Function ID="44" Name="1330 Hz" Display="'1330 Hz'" Dmx="53~53" /> <Function ID="45" Name="1340 Hz" Display="'1340 Hz'" Dmx="54~54" /> <Function ID="46" Name="1350 Hz" Display="'1350 Hz'" Dmx="55~55" /> <Function ID="47" Name="1360 Hz" Display="'1360 Hz'" Dmx="56~56" /> <Function ID="48" Name="1370 Hz" Display="'1370 Hz'" Dmx="57~57" /> <Function ID="49" Name="1380 Hz" Display="'1380 Hz'" Dmx="58~58" /> <Function ID="50" Name="1390 Hz" Display="'1390 Hz'" Dmx="59~59" /> <Function ID="51" Name="1400 Hz" Display="'1400 Hz'" Dmx="60~60" /> <Function ID="52" Name="1410 Hz" Display="'1410 Hz'" Dmx="61~61" /> <Function ID="53" Name="1420 Hz" Display="'1420 Hz'" Dmx="62~62" /> <Function ID="54" Name="1430 Hz" Display="'1430 Hz'" Dmx="63~63" /> <Function ID="55" Name="1440 Hz" Display="'1440 Hz'" Dmx="64~64" /> <Function ID="56" Name="1450 Hz" Display="'1450 Hz'" Dmx="65~65" /> <Function ID="57" Name="1460 Hz" Display="'1460 Hz'" Dmx="66~66" /> <Function ID="58" Name="1470 Hz" Display="'1470 Hz'" Dmx="67~67" /> <Function ID="59" Name="1480 Hz" Display="'1480 Hz'" Dmx="68~68" /> <Function ID="60" Name="1490 Hz" Display="'1490 Hz'" Dmx="69~69" /> <Function ID="61" Name="1500 Hz" Display="'1500 Hz'" Dmx="70~70" /> <Function ID="62" Name="2500 Hz" Display="'2500 Hz'" Dmx="71~71" /> <Function ID="63" Name="4000 Hz" Display="'4000 Hz'" Dmx="72~72" /> <Function ID="64" Name="5000 Hz" Display="'5000 Hz'" Dmx="73~73" /> <Function ID="65" Name="6000 Hz" Display="'6000 Hz'" Dmx="74~74" /> <Function ID="66" Name="10 KHz" Display="'10 KHz'" Dmx="75~75" /> <Function ID="67" Name="15 KHz" Display="'15 KHz'" Dmx="76~76" /> <Function ID="68" Name="20 KHz" Display="'20 KHz'" Dmx="77~77" /> <Function ID="69" Name="25 KHz" Display="'25 KHz'" Dmx="78~78" /> <Function ID="70" Name="Disable Refresh Rate" Display="'Disable Refresh Rate'" Dmx="79~79" /> <Function ID="71" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="80~89" /> <Function ID="72" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="90~99" /> <Function ID="73" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="100~109" /> <Function ID="74" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="110~119" /> <Function ID="75" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="120~129" /> <Function ID="76" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="130~139" /> <Function ID="77" Name="Reset All" Display="'Reset All'" Dmx="140~149" /> <Function ID="78" Name="Reset P/T" Display="'Reset P/T'" Dmx="150~159" /> <Function ID="79" Name="Reset Col/ Gobo" Display="'Reset Col/ Gobo'" Dmx="160~169" /> <Function ID="80" Name="Reset Effect/ Focus" Display="'Reset Effect/ Focus'" Dmx="179~179" /> <Function ID="81" Name="Program 1" Display="'Program 1'" Dmx="180~185" /> <Function ID="82" Name="Program 2" Display="'Program 2'" Dmx="186~191" /> <Function ID="83" Name="Program 3" Display="'Program 3'" Dmx="192~197" /> <Function ID="84" Name="Program 4" Display="'Program 4'" Dmx="198~199" /> <Function ID="85" Name="Program 5" Display="'Program 5'" Dmx="200~205" /> <Function ID="86" Name="Program 6" Display="'Program 6'" Dmx="206~211" /> <Function ID="87" Name="Program 7" Display="'Program 7'" Dmx="212~216" /> <Function ID="88" Name="Fan Low" Display="'Fan Low'" Dmx="217~227" /> <Function ID="89" Name="Fan High" Display="'Fan High'" Dmx="228~238" /> <Function ID="90" Name="Fan Auto" Display="'Fan Auto'" Dmx="239~249" /> </Attribute> </Control> <Mode Name="Basic, 19 DMX" Channels="19"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="40b9375f-3f59-4967-a63e-820a4d526906" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="4" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="6" Wheel="15" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="9" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="10" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="11" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="12" Wheel="54" /> <Attribute ID="Focus" ChannelOffset="13" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" /> <Attribute ID="Frost_1" ChannelOffset="15" Wheel="21" /> <Attribute ID="Frost_2" ChannelOffset="16" Wheel="49" /> <Attribute ID="Dim_Mode" ChannelOffset="17" Wheel="26" /> <Attribute ID="PT_Speed" ChannelOffset="18" Wheel="25" /> <Attribute ID="Control" ChannelOffset="19" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 22 DMX" Channels="22"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="dd2d13e6-4786-450a-a5b4-78253e7c549b" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="6" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" /> <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" /> <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="Focus" ChannelOffset="15" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" /> <Attribute ID="Frost_1" ChannelOffset="17" Wheel="21" /> <Attribute ID="Frost_2" ChannelOffset="18" Wheel="49" /> <Attribute ID="Dim_Mode" ChannelOffset="19" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="20" Wheel="27" /> <Attribute ID="PT_Speed" ChannelOffset="21" Wheel="25" /> <Attribute ID="Control" ChannelOffset="22" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 26 DMX" Channels="26"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="21624d1e-1671-4411-9aaa-8a30ed9c60ed" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="6" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" /> <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="10,11" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="13,14" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="15" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="16,17" Wheel="54" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="19,20" Wheel="19" /> <Attribute ID="Frost_1" ChannelOffset="21" Wheel="21" /> <Attribute ID="Frost_2" ChannelOffset="22" Wheel="49" /> <Attribute ID="Dim_Mode" ChannelOffset="23" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="24" Wheel="27" /> <Attribute ID="PT_Speed" ChannelOffset="25" Wheel="25" /> <Attribute ID="Control" ChannelOffset="26" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col/ Gobo"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect/ Focus"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:88" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:89" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:90" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900 Hz"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910 Hz"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920 Hz"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930 Hz"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940 Hz"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950 Hz"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960 Hz"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970 Hz"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980 Hz"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990 Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000 Hz"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010 Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020 Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030 Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040 Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050 Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060 Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070 Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080 Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090 Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100 Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110 Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120 Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130 Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140 Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150 Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160 Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170 Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180 Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190 Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210 Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220 Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230 Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240 Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250 Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260 Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270 Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280 Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290 Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300 Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310 Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320 Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330 Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340 Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350 Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360 Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370 Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380 Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390 Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400 Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410 Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420 Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430 Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440 Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450 Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460 Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470 Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480 Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490 Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500 Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500 Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000 Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000 Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000 Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10 KHz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15 KHz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20 KHz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25 KHz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Disable Refresh Rate"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="10" Name="Dark Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour2:2,Colour2Func:1,Colour1:1,Colour1Func:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour2:3,Colour2Func:1,Colour1:1,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" 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 id="6e689d1b-7737-4b33-ab83-ad89c7dd0dea">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</Swatch> <Swatch id="9fc7f952-3c17-457f-afac-aa789ba4af11">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</Swatch> <Swatch id="6b48e46c-72dd-4aae-87f2-44ac55d47c2e">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</Swatch> <Swatch id="b02323ee-f4ed-4536-9532-17f30b9e3e4a">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</Swatch> <Swatch id="70214439-e2d5-4a8c-974a-1a83add758c8">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</Swatch> <Swatch id="226a907f-5b39-45e2-aa85-126d4e3b2286">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</Swatch> <Swatch id="5ea972a6-8fee-459c-b6ad-c715be7fbdea">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</Swatch> <Swatch id="6b64826d-49dd-4600-a463-0572a4c4162c">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</Swatch> </swatchLibrary> </Fixture>