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SGM G-Spot (SGM) (SGM_G-Spot.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="G-Spot" ShortName="G-Spot" Company="SGM"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>526f4aa5-2c94-48c4-9eff-6a7a4168e1dd</Thumbnail> <History Date="30-10-13" Author="Nic Morris" Comment="Created" /> <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." /> <History Date="05-03-14" Author="Nic Morris" Comment="Removed Gobo1 Adj, Gobo 2 Adj and reserved channels in line with rev 5 documentation. Renamed modes to suit." /> <History Date="05-09-15" Author="Nic Morris" Comment="Added extra Open function to shutter in response to customer request and in line with rev. 10, firmware 1.40" /> <History Date="05-09-15" Author="Nic Morris" Comment="Added display on/off controls and macros and revised sleep macro" /> <History Date="18-12-15" Author="Nic Morris" Comment="Added LED Freq and Capture control functions and macros in line with rev,11 documentation in response to customer bug report." /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="25-06-18" Author="Nic Morris" Comment="Added product thumbnail. Updated to firmware 1.80. Added gobo swatches." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="445ad26c-ef8b-4a6c-b0dc-0cf0a3bb6f50" /> <Control> <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 (Preheat On)" Display="'Open (Preheat On)'" Dmx="8~15" Intensity="0~0" /> <Function ID="3" Name="Open (Preheat Off)" Display="'Open (Preheat Off)'" Dmx="255~255" Intensity="0~0" /> <Function ID="4" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="116~16" Intensity="0~0" /> <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="152~117" Intensity="0~0" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="153~173" Intensity="0~0" /> <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="174~194" Intensity="0~0" /> <Function ID="8" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="195~220" /> <Function ID="9" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="221~246" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" 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="No CTC (RAW)" Display="'No CTC (RAW)'" Dmx="1~4" Colour="255,255,255" /> <Function ID="3" Name="2000K" Display="'2000K'" Dmx="5~5" Colour="255,255,255" /> <Function ID="4" Name="2200K" Display="'2200K'" Dmx="15~15" Colour="255,255,255" /> <Function ID="5" Name="2700K" Display="'2700K'" Dmx="40~40" Colour="255,255,255" /> <Function ID="6" Name="3000K" Display="'3000K'" Dmx="54~54" Colour="255,255,255" /> <Function ID="7" Name="3200K" Display="'3200K'" Dmx="65~65" Colour="255,255,255" /> <Function ID="8" Name="4000K" Display="'4000K'" Dmx="105~105" Colour="255,255,255" /> <Function ID="9" Name="4200K" Display="'4200K'" Dmx="115~115" Colour="255,255,255" /> <Function ID="10" Name="5500K" Display="'5500K'" Dmx="177~177" Colour="255,255,255" /> <Function ID="11" Name="6300K" Display="'6300K'" Dmx="216~216" Colour="255,255,255" /> <Function ID="12" Name="8000K" Display="'8000K'" Dmx="238~238" Colour="255,255,255" /> <Function ID="13" Name="10000K" Display="'10000K'" Dmx="255~255" Colour="255,255,255" /> <Function ID="14" Name="Variable" Display="'Variable %.1f%%',0.0~100.0" Dmx="5~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Fixed Shake" Display="'Fixed Shake'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Shake" Display="'Scroll Shake'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </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" If="'Gobo1Func'==1||'Gobo1Func'==2||'Gobo1Func'==3" /> <Condition Name="Scroll" ID="7,8,9,10" If="'Gobo1Func'==4||'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="11" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0b33473d-492a-459c-a1e3-012aa7664534</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Spin Cycle)" Display="'Gobo 1 (Spin Cycle)'" Dmx="21~41" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>084d1755-aa36-4255-af44-3152184f3c75</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Ring)" Display="'Gobo 2 (Ring)'" Dmx="42~62" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8f3d6027-8236-49b8-ac58-4335f19a9421</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Bar)" Display="'Gobo 3 (Bar)'" Dmx="63~83" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f8337fd6-e1e6-4c1c-b7eb-aa3d3a44aaeb</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Triangle)" Display="'Gobo 4 (Triangle)'" Dmx="84~104" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9dca4329-a879-47ea-81ea-f17caedf2c7f</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Concentric)" Display="'Gobo 5 (Concentric)'" Dmx="105~127" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>dce89a0a-3120-43bb-bd84-c2f675f01ba0</Swatch> </Function> <Function ID="7" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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'==4" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==5" /> <Condition Name="Shake" ID="6" If="'Gobo1Func'==3||'Gobo1Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="32768~32799" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32800~46418" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="46419~46919" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="46920~60538" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Shake" Display="'Shake %.1f%%',0.0~100.0" Dmx="60539~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Fixed Shake" Display="'Fixed Shake'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Shake" Display="'Scroll Shake'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </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" If="'Gobo2Func'==1||'Gobo2Func'==2||'Gobo2Func'==3" /> <Condition Name="Scroll" ID="7,8,9,10" If="'Gobo2Func'==4||'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="11" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0b33473d-492a-459c-a1e3-012aa7664534</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Breakup Bricks)" Display="'Gobo 1 (Breakup Bricks)'" Dmx="21~41" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>14e1437c-38ac-499f-867f-acd53641dc36</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Spiral Leaf)" Display="'Gobo 2 (Spiral Leaf)'" Dmx="42~62" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e21c65a-3319-4c5a-8da3-72c3635a8b4a</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Dots)" Display="'Gobo 3 (Dots)'" Dmx="63~83" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2ef2cd0a-3d19-4d82-a51a-0612cdb04f0e</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Kaleidoscope Gems)" Display="'Gobo 4 (Kaleidoscope Gems)'" Dmx="84~104" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>986ab46b-f433-4466-afe1-31403fed9295</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Fire up Close)" Display="'Gobo 5 (Fire up Close)'" Dmx="105~127" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f94f4583-cd74-45c1-9b43-8265d6051d0f</Swatch> </Function> <Function ID="7" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==4" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==5" /> <Condition Name="Shake" ID="6" If="'Gobo2Func'==3||'Gobo2Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="32768~32799" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32800~46418" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="46419~46919" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="46920~60538" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Shake" Display="'Shake %.1f%%',0.0~100.0" Dmx="60539~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="200~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="201~205" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="206~210" /> <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="211~215" /> <Function ID="5" Name="Rnd Pulse" Display="'Rnd Pulse %.f%%',0~100" Dmx="216~255" /> </Attribute> <Attribute ID="Effect1Func" Name="Effect 1 Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Effect1" /> <Function ID="2" Name="Spin" Display="'Spin'" Dmx="0~0" Update="Effect1" /> <Function ID="3" Name="Calibration" Display="'Calibration'" Dmx="0~0" Update="Effect1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Effect1" /> </Attribute> <Attribute ID="Effect1" Name="Effect 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="1,2" If="'Effect1Func'==1" /> <Condition Name="Spin" ID="3,4" If="'Effect1Func'==2" /> <Condition Name="Calibration" ID="5" If="'Effect1Func'==3" /> <Else ID="6" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="5~127" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~153" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="154~179" /> <Function ID="5" Name="Calibration" Display="'Calibration %.f%%',0~100" Dmx="180~255" /> <Function ID="6" 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="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="5~129" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~130" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~255" /> </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="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="6~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" 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="Effect2" Name="Effect 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Sync Gobo Rot CW" Display="'Sync Gobo Rot CW'" Dmx="5~15" /> <Function ID="3" Name="Sync Gobo Rot CCW" Display="'Sync Gobo Rot CCW'" Dmx="16~26" /> <Function ID="4" Name="Shutter Black = RED" Display="'Shutter Black = RED'" Dmx="27~32" /> <Function ID="5" Name="Shutter Black = GREEN" Display="'Shutter Black = GREEN'" Dmx="33~38" /> <Function ID="6" Name="Shutter Black = BLUE" Display="'Shutter Black = BLUE'" Dmx="39~44" /> <Function ID="7" Name="Shutter Black = WHITE" Display="'Shutter Black = WHITE'" Dmx="45~50" /> <Function ID="8" Name="Shutter Black = MAG" Display="'Shutter Black = MAG'" Dmx="51~56" /> <Function ID="9" Name="Shutter Black = YELL" Display="'Shutter Black = YELL'" Dmx="57~62" /> <Function ID="10" Name="Shutter Black = CYAN" Display="'Shutter Black = CYAN'" Dmx="63~68" /> </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="Reset All" Display="'Reset All'" Dmx="5~9" /> <Function ID="3" Name="Reset Pan" Display="'Reset Pan'" Dmx="10~14" /> <Function ID="4" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="15~19" /> <Function ID="5" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="20~24" /> <Function ID="6" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="25~29" /> <Function ID="7" Name="Sleep" Display="'Sleep'" Dmx="30~34" /> <Function ID="8" Name="Display OFF" Display="'Display OFF'" Dmx="35~39" /> <Function ID="9" Name="Display ON" Display="'Display ON'" Dmx="40~44" /> <Function ID="10" Name="LED Freq" Display="'LED Freq'" Dmx="45~115" /> <Function ID="11" Name="Capture 1" Display="'Capture 1'" Dmx="116~119" /> <Function ID="12" Name="Capture 2" Display="'Capture 2'" Dmx="120~123" /> <Function ID="13" Name="Capture 3" Display="'Capture 3'" Dmx="124~127" /> <Function ID="14" Name="Capture 4" Display="'Capture 4'" Dmx="128~131" /> <Function ID="15" Name="Capture 5" Display="'Capture 5'" Dmx="132~135" /> <Function ID="16" Name="Capture 6" Display="'Capture 6'" Dmx="136~139" /> <Function ID="17" Name="Capture 7" Display="'Capture 7'" Dmx="140~143" /> <Function ID="18" Name="Capture 8" Display="'Capture 8'" Dmx="144~147" /> <Function ID="19" Name="Capture 9" Display="'Capture 9'" Dmx="148~151" /> <Function ID="20" Name="Capture 10" Display="'Capture 10'" Dmx="152~155" /> <Function ID="21" Name="Capture 11" Display="'Capture 11'" Dmx="156~159" /> <Function ID="22" Name="Capture 12" Display="'Capture 12'" Dmx="160~163" /> <Function ID="23" Name="Capture 13" Display="'Capture 13'" Dmx="164~167" /> <Function ID="24" Name="Capture 14" Display="'Capture 14'" Dmx="168~171" /> <Function ID="25" Name="Capture 15" Display="'Capture 15'" Dmx="172~175" /> <Function ID="26" Name="Capture 16" Display="'Capture 16'" Dmx="176~179" /> <Function ID="27" Name="Capture 17" Display="'Capture 17'" Dmx="180~183" /> <Function ID="28" Name="Capture 18" Display="'Capture 18'" Dmx="184~187" /> <Function ID="29" Name="Capture 19" Display="'Capture 19'" Dmx="188~191" /> <Function ID="30" Name="Capture 20" Display="'Capture 20'" Dmx="192~195" /> <Function ID="31" Name="Capture 21" Display="'Capture 21'" Dmx="196~199" /> <Function ID="32" Name="Capture 22" Display="'Capture 22'" Dmx="200~203" /> <Function ID="33" Name="Capture 23" Display="'Capture 23'" Dmx="204~207" /> <Function ID="34" Name="Capture 24" Display="'Capture 24'" Dmx="208~211" /> </Attribute> </Control> <Mode Name="Standard, 24 DMX" Channels="24"> <Import PearlRef="SM_GSPOT_24" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="3e60cff4-9fc7-4786-8a27-601abdab3358" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="7,8" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="9,10" Wheel="3" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="12,13" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Iris" ChannelOffset="17" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="20" Wheel="49" /> <Attribute ID="Zoom" ChannelOffset="21" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="22" Wheel="20" /> <Attribute ID="Effect1Func" Wheel="22" /> <Attribute ID="Effect1" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism" ChannelOffset="19" Wheel="52" /> <Attribute ID="Effect2" ChannelOffset="23" Wheel="24" /> <Attribute ID="Control" ChannelOffset="24" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 30 DMX" Channels="30"> <Import PearlRef="SM_GSPOT_30" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="e0d01241-71d6-4797-9426-79408a8351ac" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="11,12" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="13,14" Wheel="3" /> <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="10" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="19,20" Wheel="18" /> <Attribute ID="Iris" ChannelOffset="21" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="24" Wheel="49" /> <Attribute ID="Zoom" ChannelOffset="25,26" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Effect1Func" Wheel="22" /> <Attribute ID="Effect1" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="52" /> <Attribute ID="Effect2" ChannelOffset="29" Wheel="24" /> <Attribute ID="Control" ChannelOffset="30" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Pan"> <Set Channel="Control:3" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Tilt"> <Set Channel="Control:4" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:5" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:6" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Sleep"> <Set Channel="Control:7,Shutter:1,Dimmer:1:0,Red:1:0,Green1:0,Blue:1:0,CTO:1,Pan:1:0,Tilt:1:0,Gobo1Func:1,Gobo1:1,Gobo1Rot:1:0,Gobo2Func:1,Gobo2:1,Gobo2Rot:1:0,Iris:1:100,Effect1Func:1,Effect1:1,Prism:1,Frost:1,Zoom:1:0,Focus:1:0,Effect2:1" Delay="32000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display OFF"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display ON"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 1"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 2"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 3"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 4"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 5"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 6"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 7"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 8"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 9"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 10"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 11"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 12"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 13"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 14"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 15"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 16"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 17"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 18"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 19"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 20"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 21"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 22"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 23"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Capture 24"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1 (Spin Cycle)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2 (Ring)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3 (Bar)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4 (Triangle)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5 (Concentric)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 1 (Breakup Bricks)" Number="17" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 2 (Spiral Leaf)" Number="18" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 3 (Dots)" Number="19" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 4 (Kaleidoscope Gems)" Number="20" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 5 (Fire up Close)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,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="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 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>