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Martin Rush MH 3 Beam (Martin_Rush MH3 Beam.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Rush MH3 Beam" ShortName="MH3 Beam" Company="Martin"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>a233c0eb-92ac-420f-bfba-4b9ff3a60333</Thumbnail> <History Date="03-06-13" Author="Peter Budd" Comment="Created" /> <History Date="17-05-16" Author="Nic Morris" Comment="Changed open gobo to locate at zero and revised open/closed shutter ranges in attempt to fix customer bug report." /> <History Date="17-05-16" Author="Nic Morris" Comment="Inverted speed wheel direction. Changed prism effect to zoom in line with latest documentation." /> <History Date="17-05-16" Author="Nic Morris" Comment="Removed some faulty palettes." /> <History Date="17-05-16" Author="Nic Morris" Comment="Increased macro delay in attempt to fix customer bug report." /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="18-05-18" Author="Nic Morris" Comment="Added gobo swatches. Added product thumbnail. Standardised colour functions." /> <History Date="18-05-18" Author="Nic Morris" Comment="Added colour function index. Fixed gobo function index." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="0c350c4a-7428-4061-8b7b-afbd7d26cc5f" /> <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="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="Dim Conventional" Display="'Dim Conventional'" Dmx="30~39" /> <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="40~49" /> <Function ID="4" Name="P/T Fast" Display="'P/T Fast'" Dmx="50~59" /> <Function ID="5" Name="P/T Normal" Display="'P/T Normal'" Dmx="60~69" /> <Function ID="6" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" /> <Function ID="7" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" /> <Function ID="8" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" /> <Function ID="9" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" /> <Function ID="10" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" /> <Function ID="11" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" /> <Function ID="12" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="13" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="14" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="15" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="16" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="170~179" /> <Function ID="17" Name="Reset Beam" Display="'Reset Beam'" Dmx="190~199" /> <Function ID="18" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="19" Name="All in Dark On" Display="'All in Dark On'" Dmx="210~219" /> <Function ID="20" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="220~229" /> <Function ID="21" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="PT_Macro" Name="P/T Macro" Description="" Group="E"> <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="PT_Speed1" Name="P/T Mac Spd" Description="" Group="E"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </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="3" Lowlight="4" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" /> <Condition Name="Split Gel" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Colour1Func'==2" /> <Condition Name="Index" ID="31,32" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="33,34,35,36" If="'Colour1Func'==4" /> <Else ID="37" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5~6" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="9~10" WheelPosition="2" Colour="255,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="13~14" WheelPosition="3" Colour="0,0,255" /> <Function ID="5" Name="Blue Green" Display="'Blue Green'" Dmx="17~18" WheelPosition="4" Colour="0,255,128" /> <Function ID="6" Name="Green" Display="'Green'" Dmx="22~23" WheelPosition="5" Colour="0,255,0" /> <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="26~27" WheelPosition="6" Colour="0,128,255" /> <Function ID="8" Name="Light Pink" Display="'Light Pink'" Dmx="30~31" WheelPosition="7" Colour="255,200,200" /> <Function ID="9" Name="Yellow Green" Display="'Yellow Green'" Dmx="34~35" WheelPosition="8" Colour="180,180,0" /> <Function ID="10" Name="Dark Pink" Display="'Dark Pink'" Dmx="38~39" WheelPosition="9" Colour="255,150,150" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="43~44" WheelPosition="10" Colour="0,0,255" /> <Function ID="12" Name="Light Yellow" Display="'Yellow'" Dmx="47~48" WheelPosition="11" Colour="255,255,128" /> <Function ID="13" Name="Straw" Display="'Straw'" Dmx="51~52" WheelPosition="12" Colour="255,250,230" /> <Function ID="14" Name="Light Blue" Display="'Light Blue'" Dmx="55~56" WheelPosition="13" Colour="0,128,255" /> <Function ID="15" Name="Dark Blue" Display="'Deep Blue'" Dmx="59~60" WheelPosition="14" Colour="0,0,180" /> <Function ID="16" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="3~4" WheelPosition="0" Colour="255,255,255" /> <Function ID="17" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="7~8" WheelPosition="1" Colour="255,0,0" /> <Function ID="18" Name="Yel/ Blu" Display="'Yel/ Blu'" Dmx="11~12" WheelPosition="2" Colour="255,255,0" /> <Function ID="19" Name="Blu/ Bl Grn" Display="'Blu/ Bl Grn'" Dmx="15~16" WheelPosition="3" Colour="0,0,255" /> <Function ID="20" Name="Bl Grn/ Grn" Display="'Bl Grn/ Grn'" Dmx="19~21" WheelPosition="4" Colour="0,255,128" /> <Function ID="21" Name="Grn/ L Blu" Display="'Grn/ L Blu'" Dmx="24~25" WheelPosition="5" Colour="0,255,0" /> <Function ID="22" Name="L Blu/ L Pl" Display="'L Blu/ L Pl'" Dmx="28~29" WheelPosition="6" Colour="0,128,255" /> <Function ID="23" Name="L Pk/ Yel Grn" Display="'L Pk/ Yel Grn'" Dmx="32~33" WheelPosition="7" Colour="255,200,200" /> <Function ID="24" Name="Yel Grn/ D Pk" Display="'Yel Grn/ D Pk'" Dmx="36~37" WheelPosition="8" Colour="180,180,0" /> <Function ID="25" Name="D Pk/ Blu" Display="'D Pk/ Blu'" Dmx="40~42" WheelPosition="9" Colour="255,150,150" /> <Function ID="26" Name="Blu/ L Yel" Display="'Blu/ L Yel'" Dmx="45~46" WheelPosition="10" Colour="0,0,255" /> <Function ID="27" Name="L Yel/ Straw" Display="'L Yel/ Straw'" Dmx="49~50" WheelPosition="11" Colour="255,255,128" /> <Function ID="28" Name="Straw/ L Blu" Display="'Straw/ L Blu'" Dmx="53~54" WheelPosition="12" Colour="255,250,230" /> <Function ID="29" Name="L Blu/ D Blu" Display="'L Blu/ D Blu'" Dmx="57~58" WheelPosition="13" Colour="0,128,255" /> <Function ID="30" Name="D Blu/ Op" Display="'D Blu/ Op'" Dmx="61~63" WheelPosition="14" Colour="0,0,180" /> <Function ID="31" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="32" Name="Index" Display="'Index %.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="255,255,255" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="255,255,255" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="37,38,39,40" If="'Gobo1Func'==3" /> <Else ID="41" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a3a80ce5-6ffc-4ea5-a4b7-6c0eaddcaa32</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~6" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>109f10c8-4593-4491-b649-cb84ee7d6d20</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="7~9" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ce1a0e1d-f85a-4e63-b9ec-7ec17dfe01bf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="10~12" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a1a5d96a-3dcf-470d-b634-87563d739582</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="13~15" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>890d8b1e-e93f-4a0c-a925-6110d2b20384</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="16~18" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>6e3c336a-9dfe-4a27-8d5c-78f0ccf96281</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="19~21" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77c4f785-77cd-43ee-85e8-9bf563f5852d</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="22~24" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b2f1d01a-8ebc-4165-b862-6c2a0f22e38a</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="25~27" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7d5a02cf-0d03-4232-a8f9-7e39e02c7878</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="28~30" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3ba37fc-41fd-4238-9f65-d3a3be2b7a3a</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="31~33" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4b5ceee6-2841-4cdf-9cae-7483b34aed3d</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="34~36" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2a32eff6-ed53-4994-8ec0-c7ef23ce2b2f</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="37~39" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a164ecd8-2c1f-4a72-acf7-c73752b55bb2</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="40~42" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e2e4249e-b8b1-4e91-8061-555720f40573</Swatch> </Function> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="43~45" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>46707548-81cd-4b4f-aea5-85fbf713ab67</Swatch> </Function> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="46~48" WheelPosition="15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>813ab6e8-3f9a-4886-a0c1-99dd176d81f0</Swatch> </Function> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="49~51" WheelPosition="16" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d3d446de-c92b-4c82-beb8-8c6dc682e751</Swatch> </Function> <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="52~55" WheelPosition="17" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>73dae6c0-c398-4a45-b60c-a7b8bad73512</Swatch> </Function> <Function ID="19" Name="Open" Display="'Open'" Dmx="56~59" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a3a80ce5-6ffc-4ea5-a4b7-6c0eaddcaa32</Swatch> </Function> <Function ID="20" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~63" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>109f10c8-4593-4491-b649-cb84ee7d6d20</Swatch> </Function> <Function ID="21" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~67" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ce1a0e1d-f85a-4e63-b9ec-7ec17dfe01bf</Swatch> </Function> <Function ID="22" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="68~71" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a1a5d96a-3dcf-470d-b634-87563d739582</Swatch> </Function> <Function ID="23" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="72~75" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>890d8b1e-e93f-4a0c-a925-6110d2b20384</Swatch> </Function> <Function ID="24" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="76~79" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>6e3c336a-9dfe-4a27-8d5c-78f0ccf96281</Swatch> </Function> <Function ID="25" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="80~83" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77c4f785-77cd-43ee-85e8-9bf563f5852d</Swatch> </Function> <Function ID="26" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="84~87" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b2f1d01a-8ebc-4165-b862-6c2a0f22e38a</Swatch> </Function> <Function ID="27" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="88~91" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7d5a02cf-0d03-4232-a8f9-7e39e02c7878</Swatch> </Function> <Function ID="28" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="92~95" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e3ba37fc-41fd-4238-9f65-d3a3be2b7a3a</Swatch> </Function> <Function ID="29" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="96~99" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4b5ceee6-2841-4cdf-9cae-7483b34aed3d</Swatch> </Function> <Function ID="30" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="100~103" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2a32eff6-ed53-4994-8ec0-c7ef23ce2b2f</Swatch> </Function> <Function ID="31" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="104~107" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a164ecd8-2c1f-4a72-acf7-c73752b55bb2</Swatch> </Function> <Function ID="32" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="108~111" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e2e4249e-b8b1-4e91-8061-555720f40573</Swatch> </Function> <Function ID="33" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="112~115" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>46707548-81cd-4b4f-aea5-85fbf713ab67</Swatch> </Function> <Function ID="34" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="116~119" WheelPosition="15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>813ab6e8-3f9a-4886-a0c1-99dd176d81f0</Swatch> </Function> <Function ID="35" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="120~123" WheelPosition="16" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d3d446de-c92b-4c82-beb8-8c6dc682e751</Swatch> </Function> <Function ID="36" Name="Gobo 17 Shake" Display="'Gobo 17 Shake %.f%%',0~100" Dmx="124~127" WheelPosition="17" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>73dae6c0-c398-4a45-b60c-a7b8bad73512</Swatch> </Function> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="38" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="40" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="41" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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" Display="'Prism %.f%%',0~100" Dmx="8~127" /> <Function ID="3" Name="Effect 1" Display="'Effect 1'" Dmx="128~132" /> <Function ID="4" Name="Effect 2" Display="'Effect 2'" Dmx="133~137" /> <Function ID="5" Name="Effect 3" Display="'Effect 3'" Dmx="138~141" /> <Function ID="6" Name="Effect 4" Display="'Effect 4'" Dmx="142~146" /> <Function ID="7" Name="Effect 5" Display="'Effect 5'" Dmx="147~150" /> <Function ID="8" Name="Effect 6" Display="'Effect 6'" Dmx="151~155" /> <Function ID="9" Name="Effect 7" Display="'Effect 7'" Dmx="156~159" /> <Function ID="10" Name="Effect 8" Display="'Effect 8'" Dmx="160~164" /> <Function ID="11" Name="Effect 9" Display="'Effect 9'" Dmx="165~168" /> <Function ID="12" Name="Effect 10" Display="'Effect 10'" Dmx="169~173" /> <Function ID="13" Name="Effect 11" Display="'Effect 11'" Dmx="174~177" /> <Function ID="14" Name="Effect 12" Display="'Effect 12'" Dmx="178~182" /> <Function ID="15" Name="Effect 13" Display="'Effect 13'" Dmx="183~187" /> <Function ID="16" Name="Effect 14" Display="'Effect 14'" Dmx="188~191" /> <Function ID="17" Name="Effect 15" Display="'Effect 15'" Dmx="192~196" /> <Function ID="18" Name="Effect 16" Display="'Effect 16'" Dmx="197~200" /> <Function ID="19" Name="Effect 17" Display="'Effect 17'" Dmx="201~205" /> <Function ID="20" Name="Effect 18" Display="'Effect 18'" Dmx="206~209" /> <Function ID="21" Name="Effect 19" Display="'Effect 19'" Dmx="210~214" /> <Function ID="22" Name="Effect 20" Display="'Effect 20'" Dmx="215~218" /> <Function ID="23" Name="Effect 21" Display="'Effect 21'" Dmx="219~223" /> <Function ID="24" Name="Effect 22" Display="'Effect 22'" Dmx="224~227" /> <Function ID="25" Name="Effect 23" Display="'Effect 23'" Dmx="228~232" /> <Function ID="26" Name="Effect 24" Display="'Effect 24'" Dmx="233~236" /> <Function ID="27" Name="Effect 25" Display="'Effect 25'" Dmx="237~241" /> <Function ID="28" Name="Effect 26" Display="'Effect 26'" Dmx="242~246" /> <Function ID="29" Name="Effect 27" Display="'Effect 27'" Dmx="247~250" /> <Function ID="30" Name="Effect 28" Display="'Effect 28'" Dmx="251~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="49858~65535" /> </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" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" Intensity="0~0" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" Intensity="0~0" /> <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" 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> </Control> <Mode Name="19 DMX, 16bit" Channels="19"> <Import PearlRef="MT_RshMH3Bm" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="e0da6c0c-2db2-46bd-8afe-22b609ce4297" /> <Include> <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="18,19" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Focus" ChannelOffset="15" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="11" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="12,13" Wheel="24" /> <Attribute ID="Zoom" ChannelOffset="14" Wheel="20" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> <Attribute ID="PT_Macro" ChannelOffset="7" Wheel="52" /> <Attribute ID="PT_Speed1" ChannelOffset="8" Wheel="53" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:12" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:13" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:14" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:15" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:16" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:17" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:18" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:21" Delay="10000" /> <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="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Yellow Green" Number="3" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="5" Name="Yellow Green" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="6" Name="Blue Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Blue Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="8" Name="Blue Green" Number="6" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="12" Name="Dark Pink" Number="10" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="14" Name="Dark Pink" Number="8" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1" /> </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" 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 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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