View Personality

BriteQ BT-Shark (BriteQ_BT-Shark.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="BT-Shark" ShortName="BT-Shark" Company="BriteQ" Version="1"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>1cb58eb1-faf7-4610-aca6-431f80165680</Thumbnail> <History Date="05-06-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="09-06-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ecfc8d7c-1188-4a6e-bbd2-18f63f5f8745" /> <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="'%.1f%%',0.0~100.0" Dmx="255~0" /> </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" /> </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 %.1f%%',0.0~100.0" Dmx="16~131" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 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="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" Highlight="4" Lowlight="9" /> <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" If="'Colour1Func'==2" /> <Condition Name="Index" ID="17" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="18,19,20,21" If="'Colour1Func'==4" /> <Else ID="22" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="4~7" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="8~11" WheelPosition="2" Colour="255,128,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="12~15" WheelPosition="3" Colour="255,255,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="16~19" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Light Blue" Display="'Light Blue'" Dmx="20~23" WheelPosition="5" Colour="0,128,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="24~27" WheelPosition="6" Colour="255,0,255" /> <Function ID="8" Name="CTO 3800K" Display="'CTO 3800K'" Dmx="28~31" WheelPosition="7" Colour="255,240,200" /> <Function ID="9" Name="Dark Blue" Display="'Dark Blue'" Dmx="32~35" WheelPosition="8" Colour="0,0,180" /> <Function ID="10" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="36~38" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="D Rd/ Org" Display="'D Rd/ Org'" Dmx="39~41" WheelPosition="1" Colour="200,0,0" /> <Function ID="12" Name="Org/ Yel" Display="'Org/ Yel'" Dmx="42~44" WheelPosition="2" Colour="255,128,0" /> <Function ID="13" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="45~47" WheelPosition="3" Colour="255,255,0" /> <Function ID="14" Name="Grn/ L Blu" Display="'Grn/ L Blu'" Dmx="48~50" WheelPosition="4" Colour="0,255,0" /> <Function ID="15" Name="L Blu/ Mag" Display="'L Blu/ Mag'" Dmx="51~53" WheelPosition="5" Colour="0,128,255" /> <Function ID="16" Name="Dk Blu/ Op" Display="'Dk Blu/ Op'" Dmx="54~56" WheelPosition="6" Colour="255,0,255" /> <Function ID="17" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="211~214" Colour="0,0,0" /> <Function ID="19" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="170~210" Colour="0,0,0" /> <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="211~214" Colour="0,0,0" /> <Function ID="21" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="215~255" Colour="0,0,0" /> <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="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>31e6594c-7705-4a30-925f-492c41dafe49</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>2c6bd462-0957-41a2-8726-c17791c702d5</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>1ccbcd95-356e-4d6c-9a54-09365b283c64</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>ceadeeba-d42d-427a-a1d6-6229cbc66856</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>fcfc85dd-953f-4b13-9fa3-a14b1dd381c4</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>cc6c1e9d-7b82-4bd3-bffd-237721f42ad2</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~63" WheelPosition="6"> <Swatch>c13ed38a-9c61-4235-bd86-43aaeb393c5b</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>31e6594c-7705-4a30-925f-492c41dafe49</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~73" WheelPosition="1"> <Swatch>2c6bd462-0957-41a2-8726-c17791c702d5</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="74~82" WheelPosition="2"> <Swatch>1ccbcd95-356e-4d6c-9a54-09365b283c64</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="83~91" WheelPosition="3"> <Swatch>ceadeeba-d42d-427a-a1d6-6229cbc66856</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="92~100" WheelPosition="4"> <Swatch>fcfc85dd-953f-4b13-9fa3-a14b1dd381c4</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="101~109" WheelPosition="5"> <Swatch>cc6c1e9d-7b82-4bd3-bffd-237721f42ad2</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="110~127" WheelPosition="6"> <Swatch>c13ed38a-9c61-4235-bd86-43aaeb393c5b</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" /> <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"> <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="'%.f%%',0~100" 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="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"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==3" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>31e6594c-7705-4a30-925f-492c41dafe49</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>3375c273-59fd-4545-942c-fba8f3767571</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>9c2fcedc-3b32-44ca-a4b5-30bafd9bc14c</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>f358ac75-0dd5-491c-ba9d-e701c25880b3</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>29048efb-01dd-40d6-9541-493cc4217f5a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>8a01e966-2e5f-43bc-96ed-df8301d5bba8</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~63" WheelPosition="6"> <Swatch>bf23b1e6-080e-4d9b-af57-17dd9d638dd5</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>31e6594c-7705-4a30-925f-492c41dafe49</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~73" WheelPosition="1"> <Swatch>3375c273-59fd-4545-942c-fba8f3767571</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="74~82" WheelPosition="2"> <Swatch>9c2fcedc-3b32-44ca-a4b5-30bafd9bc14c</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="83~91" WheelPosition="3"> <Swatch>f358ac75-0dd5-491c-ba9d-e701c25880b3</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="92~100" WheelPosition="4"> <Swatch>29048efb-01dd-40d6-9541-493cc4217f5a</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="101~109" WheelPosition="5"> <Swatch>8a01e966-2e5f-43bc-96ed-df8301d5bba8</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="110~127" WheelPosition="6"> <Swatch>bf23b1e6-080e-4d9b-af57-17dd9d638dd5</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Linear Prism" Display="'Linear Prism'" Dmx="6~127" /> <Function ID="3" Name="Circular Prism" Display="'Circular Prism'" Dmx="128~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="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="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="2m (Gobo 1)" Display="'2m (Gobo 1)'" Dmx="16~25" /> <Function ID="3" Name="3m (Gobo 1)" Display="'3m (Gobo 1)'" Dmx="26~35" /> <Function ID="4" Name="4m (Gobo 1)" Display="'4m (Gobo 1)'" Dmx="36~45" /> <Function ID="5" Name="5m (Gobo 1)" Display="'5m (Gobo 1)'" Dmx="46~55" /> <Function ID="6" Name="6m (Gobo 1)" Display="'6m (Gobo 1)'" Dmx="56~65" /> <Function ID="7" Name="7m (Gobo 1)" Display="'7m (Gobo 1)'" Dmx="66~75" /> <Function ID="8" Name="8m (Gobo 1)" Display="'8m (Gobo 1)'" Dmx="76~85" /> <Function ID="9" Name="10m (Gobo 1)" Display="'10m (Gobo 1)'" Dmx="86~95" /> <Function ID="10" Name="12m (Gobo 1)" Display="'12m (Gobo 1)'" Dmx="96~105" /> <Function ID="11" Name="14m (Gobo 1)" Display="'14m (Gobo 1)'" Dmx="106~115" /> <Function ID="12" Name="16m (Gobo 1)" Display="'16m (Gobo 1)'" Dmx="116~125" /> <Function ID="13" Name="18m (Gobo 1)" Display="'18m (Gobo 1)'" Dmx="126~135" /> <Function ID="14" Name="2m (Gobo 2)" Display="'2m (Gobo 2)'" Dmx="136~145" /> <Function ID="15" Name="3m (Gobo 2)" Display="'3m (Gobo 2)'" Dmx="146~155" /> <Function ID="16" Name="4m (Gobo 2)" Display="'4m (Gobo 2)'" Dmx="156~165" /> <Function ID="17" Name="5m (Gobo 2)" Display="'5m (Gobo 2)'" Dmx="166~175" /> <Function ID="18" Name="6m (Gobo 2)" Display="'6m (Gobo 2)'" Dmx="176~185" /> <Function ID="19" Name="7m (Gobo 2)" Display="'7m (Gobo 2)'" Dmx="186~195" /> <Function ID="20" Name="8m (Gobo 2)" Display="'8m (Gobo 2)'" Dmx="196~205" /> <Function ID="21" Name="10m (Gobo 2)" Display="'10m (Gobo 2)'" Dmx="206~215" /> <Function ID="22" Name="12m (Gobo 2)" Display="'12m (Gobo 2)'" Dmx="216~225" /> <Function ID="23" Name="14m (Gobo 2)" Display="'14m (Gobo 2)'" Dmx="226~235" /> <Function ID="24" Name="16m (Gobo 2)" Display="'16m (Gobo 2)'" Dmx="236~245" /> <Function ID="25" Name="18m (Gobo 2)" Display="'18m (Gobo 2)'" Dmx="246~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Fan Low" Display="'Fan Low'" Dmx="8~10" /> <Function ID="3" Name="Fan Auto" Display="'Fan Auto'" Dmx="11~13" /> <Function ID="4" Name="Fan High" Display="'Fan High'" Dmx="14~16" /> <Function ID="5" Name="Display On" Display="'Display On'" Dmx="17~19" /> <Function ID="6" Name="Display Off" Display="'Display Off'" Dmx="20~22" /> <Function ID="7" Name="Pan Invert" Display="'Pan Invert'" Dmx="23~25" /> <Function ID="8" Name="Pan Normal" Display="'Pan Normal'" Dmx="26~28" /> <Function ID="9" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="29~31" /> <Function ID="10" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="32~34" /> <Function ID="11" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="38~40" /> <Function ID="12" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="41~43" /> <Function ID="13" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="44~46" /> <Function ID="14" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="47~49" /> <Function ID="15" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="50~52" /> <Function ID="16" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="53~55" /> <Function ID="17" Name="Dim Linear" Display="'Dim Linear'" Dmx="59~61" /> <Function ID="18" Name="Dim Square" Display="'Dim Square'" Dmx="62~64" /> <Function ID="19" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="65~67" /> <Function ID="20" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="68~70" /> <Function ID="21" Name="PWM 900Hz" Display="'PWM 900Hz'" Dmx="74~76" /> <Function ID="22" Name="PWM 1200Hz" Display="'PWM 1200Hz'" Dmx="77~79" /> <Function ID="23" Name="PWM 1500Hz" Display="'PWM 1500Hz'" Dmx="80~82" /> <Function ID="24" Name="PWM 3600Hz" Display="'PWM 3600Hz'" Dmx="83~85" /> <Function ID="25" Name="PWM 5400Hz" Display="'PWM 5400Hz'" Dmx="86~88" /> <Function ID="26" Name="PWM 7200Hz" Display="'PWM 7200Hz'" Dmx="89~91" /> <Function ID="27" Name="PWM 12000Hz" Display="'PWM 12000Hz'" Dmx="92~94" /> <Function ID="28" Name="PWM 24000Hz" Display="'PWM 24000Hz'" Dmx="95~97" /> <Function ID="29" Name="Reset P/T" Display="'Reset P/T'" Dmx="100~102" /> <Function ID="30" Name="Reset Colour" Display="'Reset Colour'" Dmx="103~105" /> <Function ID="31" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="106~108" /> <Function ID="32" Name="Reset Prism" Display="'Reset Prism'" Dmx="109~111" /> <Function ID="33" Name="Reset Focus" Display="'Reset Focus'" Dmx="112~114" /> <Function ID="34" Name="Reset All" Display="'Reset All'" Dmx="115~117" /> <Function ID="35" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="200~255" /> </Attribute> </Control> <Mode Name="14 DMX" Channels="14"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f5604d00-9d0b-4a1b-b219-29ed0a15d0ee" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="9" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" /> <Attribute ID="Zoom" ChannelOffset="11" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="12" Wheel="20" /> <Attribute ID="Frost" ChannelOffset="13" Wheel="21" /> <Attribute ID="Control" ChannelOffset="14" Wheel="28" /> </Include> </Mode> <Mode Name="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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="0c43fe4f-6cdf-4ddb-89e4-0d7e470e9b2a" /> <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="Dimmer" ChannelOffset="6,7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="13" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="14" Wheel="24" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="16" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="17" Wheel="49" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Control" ChannelOffset="19" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 900Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 1200Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 1500Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 3600Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 5400Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 7200Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 12000Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 24000Hz"> <Set Channel="Control:28" 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" /> <Palette ID="2" Name="Deep Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="13" Name="Magenta" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" /> </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" /> </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="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="1cb58eb1-faf7-4610-aca6-431f80165680">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</Swatch> <Swatch id="31e6594c-7705-4a30-925f-492c41dafe49">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</Swatch> <Swatch id="2c6bd462-0957-41a2-8726-c17791c702d5">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</Swatch> <Swatch id="1ccbcd95-356e-4d6c-9a54-09365b283c64">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</Swatch> <Swatch id="ceadeeba-d42d-427a-a1d6-6229cbc66856">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</Swatch> <Swatch id="fcfc85dd-953f-4b13-9fa3-a14b1dd381c4">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</Swatch> <Swatch id="cc6c1e9d-7b82-4bd3-bffd-237721f42ad2">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</Swatch> <Swatch id="c13ed38a-9c61-4235-bd86-43aaeb393c5b">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</Swatch> <Swatch id="3375c273-59fd-4545-942c-fba8f3767571">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</Swatch> <Swatch id="9c2fcedc-3b32-44ca-a4b5-30bafd9bc14c">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</Swatch> <Swatch id="f358ac75-0dd5-491c-ba9d-e701c25880b3">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</Swatch> <Swatch id="29048efb-01dd-40d6-9541-493cc4217f5a">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</Swatch> <Swatch id="8a01e966-2e5f-43bc-96ed-df8301d5bba8">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</Swatch> <Swatch id="bf23b1e6-080e-4d9b-af57-17dd9d638dd5">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</Swatch> </swatchLibrary> </Fixture>