View Personality

Terbly SL18P (Terbly_SL18P.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="SL18P" ShortName="SL18P" Company="Terbly" Version="41"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>cee995e0-0670-4f2b-8a88-ebc01c9b28f3</Thumbnail> <History Date="27-05-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="02-11-15" Author="Nic Morris" Comment="Updated to latest spec in response to manufacturer request" Version="2" /> <History Date="14-04-16" Author="Nic Morris" Comment="Split autofocus into two separate 8bit controls in response to manufacturer request." Version="3" /> <History Date="20-04-16" Author="Nic Morris" Comment="Added colour index function and increased macro delay in response to manufacturer bug report." Version="4" /> <History Date="05-05-17" Author="Nic Morris" Comment="Changed All Blade Rot to locate and power on at 50% in response to customer bug report." Version="5" /> <History Date="11-05-17" Author="Nic Morris" Comment="Reverted blade rot to locate and power on at zero." Version="6" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added Atlabase ID's. Added channel counts to mode names." Version="7" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added product thumbnail" Version="8" /> <History Date="30-12-17" Author="Nic Morris" Comment="Changed blades to two-point system in response to manufacturer request (documentation is incorrect)." Version="9" /> <History Date="02-01-18" Author="Nic Morris" Comment="Revised blade ID's in response to manufacturer calibration data." Version="10" /> <History Date="20-05-18" Author="Nic Morris" Comment="Created from Terbly GL-6" Version="11" /> <History Date="22-05-18" Author="Nic Morris" Comment="Changed RGB to default at zero in response to manufacturer bug report." Version="12" /> <History Date="22-05-18" Author="Nic Morris" Comment="Removed RGB from highlight/lowlight in response to manufacturer request." Version="13" /> <History Date="27-06-18" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail. Added gobo swatches." Version="14" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="15" /> <History Date="07-09-22" Author="Nic Morris" Comment="Created from Terbly GL10WP" Version="16" /> <History Date="08-09-22" Author="Nic Morris" Comment="Revised RDM model ID in response to manufacturer request (documentation had wrong ID)." Version="18" /> <History Date="10-09-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="19" /> <History Date="14-12-22" Author="Nic Morris" Comment="Created from Terbly SL5000PH (note charts say standard mode is 39 channels but have two controls on offset 39. assumed should be 40 for now)" Version="20" /> <History Date="18-12-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="21" /> <History Date="28-02-23" Author="Nic Morris" Comment="Updated in line with latest documentation in response to manufacturer request (animation rot merged into animation, prism rot separated into prism 1 rot and prism 2 rot. frost function changes. additional fan speed control functions/macros)" Version="22" /> <History Date="23-02-24" Author="Nic Morris" Comment="Created from Terbly SL5000P IP" Version="23" /> <History Date="11-04-24" Author="Nic Morris" Comment="Updated in line with full documentataion (revises colour swatches, adds product thumbnail and gobo swatches)" Version="25" /> <History Date="13-04-24" Author="Nic Morris" Comment="Corrected gobo wheel 2 slot 5 dmx end value." Version="27" /> <History Date="24-05-24" Author="Nic Morris" Comment="Created from Terbly GL750P" Version="28" /> <History Date="28-05-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="29" /> <History Date="29-07-24" Author="Nic Morris" Comment="Created from Terbly SL750P" Version="30" /> <History Date="30-07-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="32" /> <History Date="18-02-25" Author="Nic Morris" Comment="Created from Terbly ZL880P (identical)" Version="33" /> <History Date="20-02-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="34" /> <History Date="02-04-25" Author="Nic Morris" Comment="Created from Terbly SL880P (identical)" Version="35" /> <History Date="21-10-25" Author="Nic Morris" Comment="Created from Terbly SL880P IP" Version="37" /> <History Date="24-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="38" /> <History Date="24-11-25" Author="Nic Morris" Comment="Changed name from SL880P IP Ultra to SL10P IP in response to manufacturer request." Version="39" /> <History Date="24-12-25" Author="Nic Morris" Comment="Created from Terbly SL10P IP" Version="40" /> <History Date="29-12-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="41" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1759" /> </RDM> <AtlaBase TypeID="1e89095a-4f1b-4dd0-ae83-88270a2d899a" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </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="32~32" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" 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="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="Default" Display="'Default'" Dmx="101~255" /> </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" Iris="0~0" Zoom="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="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </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" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5140~9509" Colour="153,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,165,24" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="14392~18761" Colour="0,72,252" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="19018~23387" Colour="248,121,0" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="23644~28013" Colour="118,0,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="28270~32639" Colour="255,0,255" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="255,255,255" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" 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="Colour_Macro" Name="Colour 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="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Col_Speed" Name="Col 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="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>10a1aa72-1e24-417d-ac32-d89f3bd276a2</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>6dbdf5a0-6568-4bcd-b9d9-6db5617c4de9</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>c8ecfeb8-e93c-47d9-9ff9-f06b4cb5ca3c</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>2395dfdb-7cf8-4519-a087-caf173b075cd</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>88bcebad-d9c3-40ab-87e6-99ad6ba826a2</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>5d65ab12-1738-4942-9df7-0b292b7e442f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>f1b76b92-5edf-43da-87b6-f47c81fef77c</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>10a1aa72-1e24-417d-ac32-d89f3bd276a2</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>6dbdf5a0-6568-4bcd-b9d9-6db5617c4de9</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>c8ecfeb8-e93c-47d9-9ff9-f06b4cb5ca3c</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>2395dfdb-7cf8-4519-a087-caf173b075cd</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>88bcebad-d9c3-40ab-87e6-99ad6ba826a2</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>5d65ab12-1738-4942-9df7-0b292b7e442f</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>f1b76b92-5edf-43da-87b6-f47c81fef77c</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 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="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <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" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>10a1aa72-1e24-417d-ac32-d89f3bd276a2</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~5139" WheelPosition="1"> <Swatch>2bd80121-c084-4177-a111-d472f038e3a0</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7709" WheelPosition="2"> <Swatch>1023f670-1d8d-4d0a-8de3-be5bfcccf2dd</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10279" WheelPosition="3"> <Swatch>b72a9a0d-8ccf-4a82-adec-d8279c9500c7</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12849" WheelPosition="4"> <Swatch>c4525846-2054-4ee1-8913-79032b8ed693</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15419" WheelPosition="5"> <Swatch>0d55549f-8bfe-4142-82d1-ae4bbc26ae75</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17989" WheelPosition="6"> <Swatch>39068c30-cb50-4853-83cc-5bdb8b914aec</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7"> <Swatch>80f4535d-fefe-46fd-9493-7f663044f341</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>10a1aa72-1e24-417d-ac32-d89f3bd276a2</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.2f%%',0.00~100.00" Dmx="20046~24120" WheelPosition="1"> <Swatch>2bd80121-c084-4177-a111-d472f038e3a0</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.2f%%',0.00~100.00" Dmx="24121~28195" WheelPosition="2"> <Swatch>1023f670-1d8d-4d0a-8de3-be5bfcccf2dd</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.2f%%',0.00~100.00" Dmx="28196~32270" WheelPosition="3"> <Swatch>b72a9a0d-8ccf-4a82-adec-d8279c9500c7</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.2f%%',0.00~100.00" Dmx="32271~36345" WheelPosition="4"> <Swatch>c4525846-2054-4ee1-8913-79032b8ed693</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.2f%%',0.00~100.00" Dmx="36346~40420" WheelPosition="5"> <Swatch>0d55549f-8bfe-4142-82d1-ae4bbc26ae75</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.2f%%',0.00~100.00" Dmx="40421~44495" WheelPosition="6"> <Swatch>39068c30-cb50-4853-83cc-5bdb8b914aec</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.2f%%',0.00~100.00" Dmx="44496~48570" WheelPosition="7"> <Swatch>80f4535d-fefe-46fd-9493-7f663044f341</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="Spin CW" Display="'Spin CW %.1f%%',0.0~100.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" /> <Function ID="2" Name="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="32~63" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="64~95" /> <Function ID="4" Name="Prism 1+2" Display="'Prism 1+2'" Dmx="96~127" /> <Function ID="5" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="6" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="7" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="8" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="9" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="10" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="11" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="12" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="13" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="14" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="15" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="16" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="17" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="18" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="19" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="20" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </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_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="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Light Frost" Display="'Light Frost'" Dmx="64~127" /> <Function ID="3" Name="Heavy Frost" Display="'Heavy Frost'" Dmx="128~191" /> <Function ID="4" Name="Light+Heavy Frost" Display="'Light+Heavy Frost'" Dmx="192~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 1A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 1B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 2A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 2B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 3A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 3B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 4A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 4B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Spd" Name="Blade Spd" 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="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="C/G Fixed" Display="'C/G Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="C/G Index" Display="'C/G Index'" Dmx="30~39" /> <Function ID="4" Name="Display Off" Display="'Display Off'" Dmx="40~42" /> <Function ID="5" Name="Display On" Display="'Display On'" Dmx="43~45" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="46~48" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="49~51" /> <Function ID="8" Name="Fan Silent" Display="'Fan Silent'" Dmx="52~54" /> <Function ID="9" Name="Fan Studio" Display="'Fan Studio'" Dmx="55~57" /> <Function ID="10" Name="Fan Mute" Display="'Fan Mute'" Dmx="58~60" /> <Function ID="11" Name="Gamma=2.0" Display="'Gamma=2.0'" Dmx="61~63" /> <Function ID="12" Name="Gamma=2.2" Display="'Gamma=2.2'" Dmx="64~66" /> <Function ID="13" Name="Gamma=2.4" Display="'Gamma=2.4'" Dmx="67~69" /> <Function ID="14" Name="Gamma=2.6" Display="'Gamma=2.6'" Dmx="70~72" /> <Function ID="15" Name="Gamma=2.8" Display="'Gamma=2.8'" Dmx="73~75" /> <Function ID="16" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="18" Name="Reset Col" Display="'Reset Col'" Dmx="88~90" /> <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="20" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="94~96" /> <Function ID="21" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="22" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="23" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="24" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="25" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="26" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="27" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="28" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> </Control> <Mode Name="Standard, 40 DMX" Channels="40" Id="6033833d-b320-4d73-b50c-123c83928b8c"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="124" TiltMaxSpeed="94" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="f6eba9f4-1a77-4b3d-904c-cd11a90e8abc" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="28" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="11" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="12" Wheel="141" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="17" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="18" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="19" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="21" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="25" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="26" Wheel="23" /> <Attribute ID="Prism_2_Rot" ChannelOffset="27" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="28" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="30" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="31" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="32" Wheel="51" /> <Attribute ID="Blade_LT" ChannelOffset="33" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_RB" ChannelOffset="35" Wheel="81" /> <Attribute ID="Blade_RT" ChannelOffset="36" Wheel="80" /> <Attribute ID="Blade_All_Rot" ChannelOffset="37" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="38" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="39" Wheel="139" /> <Attribute ID="Control" ChannelOffset="40" Wheel="29" /> </Include> </Mode> <Mode Name="Extended, 62 DMX" Channels="62" Id="b9062874-c895-47d7-98c0-86f3b69aa229"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="124" TiltMaxSpeed="94" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="22dea945-ee1e-4db9-858c-7949b5c17a69" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="28" /> <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="14" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="15" Wheel="141" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16,17" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="18,19" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="20,21" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="22,23" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="24,25" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="26" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="27" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="28" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="29,30" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="31,32" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="33" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="34,35" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="36" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="37,38" Wheel="23" /> <Attribute ID="Prism_2_Rot" ChannelOffset="39,40" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="41" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="42,43" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="44,45" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="46,47" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="48,49" Wheel="51" /> <Attribute ID="Blade_LT" ChannelOffset="50,51" Wheel="110" /> <Attribute ID="Blade_LB" ChannelOffset="52,53" Wheel="109" /> <Attribute ID="Blade_RB" ChannelOffset="54,55" Wheel="81" /> <Attribute ID="Blade_RT" ChannelOffset="56,57" Wheel="80" /> <Attribute ID="Blade_All_Rot" ChannelOffset="58,59" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="60" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="61" Wheel="139" /> <Attribute ID="Control" ChannelOffset="62" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:16" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:17" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:18" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:19" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:20" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:21" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:4" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:5" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:8" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Studio"> <Set Channel="Control:9" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Mute"> <Set Channel="Control:10" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma=2.0"> <Set Channel="Control:11" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma=2.2"> <Set Channel="Control:12" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma=2.4"> <Set Channel="Control:13" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma=2.6"> <Set Channel="Control:14" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma=2.8"> <Set Channel="Control:15" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </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" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="10a1aa72-1e24-417d-ac32-d89f3bd276a2">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</Swatch> <Swatch id="cee995e0-0670-4f2b-8a88-ebc01c9b28f3">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</Swatch> <Swatch id="6dbdf5a0-6568-4bcd-b9d9-6db5617c4de9">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</Swatch> <Swatch id="c8ecfeb8-e93c-47d9-9ff9-f06b4cb5ca3c">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</Swatch> <Swatch id="2395dfdb-7cf8-4519-a087-caf173b075cd">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</Swatch> <Swatch id="88bcebad-d9c3-40ab-87e6-99ad6ba826a2">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</Swatch> <Swatch id="5d65ab12-1738-4942-9df7-0b292b7e442f">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</Swatch> <Swatch id="f1b76b92-5edf-43da-87b6-f47c81fef77c">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</Swatch> <Swatch id="2bd80121-c084-4177-a111-d472f038e3a0">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</Swatch> <Swatch id="1023f670-1d8d-4d0a-8de3-be5bfcccf2dd">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</Swatch> <Swatch id="b72a9a0d-8ccf-4a82-adec-d8279c9500c7">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</Swatch> <Swatch id="c4525846-2054-4ee1-8913-79032b8ed693">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</Swatch> <Swatch id="0d55549f-8bfe-4142-82d1-ae4bbc26ae75">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</Swatch> <Swatch id="39068c30-cb50-4853-83cc-5bdb8b914aec">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</Swatch> <Swatch id="80f4535d-fefe-46fd-9493-7f663044f341">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</Swatch> </swatchLibrary> </Fixture>