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Martin ERA 700 Performance IP (Martin_ERA 700 Performance IP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="ERA 700 Performance IP" ShortName="ERA700PfIP" Company="Martin" Version="7"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>7992c369-d687-4294-8ab6-260bc49014a5</Thumbnail> <History Date="04-01-24" Author="Nic Morris" Comment="Created (no framing calibration. note iris ranges are different for the two modes - this looks wrong)" Version="0" /> <History Date="11-02-24" Author="Nic Morris" Comment="Updated in line with Revision D manual (revises colour functions and gobo 1 swatch order)" Version="7" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="58492839-01fe-4961-8cb0-47888b767aaf" /> <Control> <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="30~30" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" /> </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="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:6500" PowerOn="1:6500" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1fK',2700.0~6500.0" Dmx="65535~0" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Shake" Display="'Shake'" 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="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="6" 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" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Index" ID="9,10,11,12,13,14,15,16,17" If="'Colour1Func'==2" /> <Condition Name="Shake" ID="18,19,20,21,22,23,24,25" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="26,27,28,29" If="'Colour1Func'==4" /> <Condition Name="Random" ID="30,31" If="'Colour1Func'==5" /> <Else ID="32" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red 627" Display="'Red 627'" Dmx="1~1" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Deep Blue 498" Display="'Deep Blue 498'" Dmx="2~2" WheelPosition="2" Colour="0,0,200" /> <Function ID="4" Name="Deep Green 500-544" Display="'Deep Green 500-544'" Dmx="3~3" WheelPosition="3" Colour="0,200,0" /> <Function ID="5" Name="Lavender 421" Display="'Lavender 421'" Dmx="4~4" WheelPosition="4" Colour="255,128,255" /> <Function ID="6" Name="Deep Orange 581" Display="'Deep Orange 581'" Dmx="5~5" WheelPosition="5" Colour="255,100,0" /> <Function ID="7" Name="CRI" Display="'CRI'" Dmx="6~6" WheelPosition="6" Colour="255,255,255" /> <Function ID="8" Name="Congo Blue 181" Display="'Congo Blue 181'" Dmx="7~7" WheelPosition="7" Colour="180,0,255" /> <Function ID="9" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="24~36" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Rd - D Blu" Display="'Rd - D Blu %.f%%',0~100" Dmx="36~48" WheelPosition="1" Colour="255,0,0" /> <Function ID="11" Name="D Blu - D Grn" Display="'D Blu - D Grn %.f%%',0~100" Dmx="48~60" WheelPosition="2" Colour="0,0,200" /> <Function ID="12" Name="D Grn - Lav" Display="'D Grn - Lav %.f%%',0~100" Dmx="60~72" WheelPosition="3" Colour="0,200,0" /> <Function ID="13" Name="Lav - D Org" Display="'Lav - D Org %.f%%',0~100" Dmx="72~84" WheelPosition="4" Colour="255,128,255" /> <Function ID="14" Name="D Org - CRI" Display="'D Org - CRI %.f%%',0~100" Dmx="84~96" WheelPosition="5" Colour="255,100,0" /> <Function ID="15" Name="CRI - C Blu" Display="'CRI - C Blu %.f%%',0~100" Dmx="96~108" WheelPosition="6" Colour="255,255,255" /> <Function ID="16" Name="C Blu - Op" Display="'C Blu - Op %.f%%',0~100" Dmx="108~120" WheelPosition="7" Colour="180,0,255" /> <Function ID="17" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="24~120" Colour="0,0,0" /> <Function ID="18" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="128~135" WheelPosition="0" Colour="255,255,255" /> <Function ID="19" Name="Red Shake" Display="'Red Shake %.f%%',0~100" Dmx="136~143" WheelPosition="1" Colour="255,0,0" /> <Function ID="20" Name="Deep Blue Shake" Display="'Deep Blue Shake %.f%%',0~100" Dmx="144~151" WheelPosition="2" Colour="0,0,200" /> <Function ID="21" Name="Deep Green Shake" Display="'Deep Green Shake %.f%%',0~100" Dmx="152~159" WheelPosition="3" Colour="0,200,0" /> <Function ID="22" Name="Lavender Shake" Display="'Lavender Shake %.f%%',0~100" Dmx="160~167" WheelPosition="4" Colour="255,128,255" /> <Function ID="23" Name="Deep Orange Shake" Display="'Deep Orange Shake %.f%%',0~100" Dmx="168~175" WheelPosition="5" Colour="255,100,0" /> <Function ID="24" Name="CRI Shake" Display="'CRI Shake %.f%%',0~100" Dmx="176~183" WheelPosition="6" Colour="255,255,255" /> <Function ID="25" Name="Congo Blue Shake" Display="'Congo Blue Shake %.f%%',0~100" Dmx="184~191" WheelPosition="7" Colour="180,0,255" /> <Function ID="26" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" Colour="0,0,0" /> <Function ID="27" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~214" Colour="0,0,0" /> <Function ID="28" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" Colour="0,0,0" /> <Function ID="29" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="217~239" Colour="0,0,0" /> <Function ID="30" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="31" Name="Random" Display="'Random %.f%%',0~100" Dmx="241~255" Colour="0,0,0" /> <Function ID="32" 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="Random Index" Display="'Random Index'" 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="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5" /> <Condition Name="Random" ID="21,22" If="'Gobo1Func'==6" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>81771eab-fb6a-4725-91b1-bbfc8c7ed78a</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Tri Array)" Display="'Gobo 1 (Tri Array)'" Dmx="1~1" WheelPosition="1"> <Swatch>c2223672-e2ac-40a5-8f1f-990cc53150f2</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Ker Pow)" Display="'Gobo 2 (Ker Pow)'" Dmx="2~2" WheelPosition="2"> <Swatch>92b84547-37d1-4b87-9d30-eabffbe577a9</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Mirror Block)" Display="'Gobo 3 (Mirror Block)'" Dmx="3~3" WheelPosition="3"> <Swatch>5aaea918-3869-4140-900d-dd2a6b804f60</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Stretched Out)" Display="'Gobo 4 (Stretched Out)'" Dmx="4~4" WheelPosition="4"> <Swatch>e0c4d377-b0e2-4a1d-9eff-79cc6393894d</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Point and Curve)" Display="'Gobo 5 (Point and Curve)'" Dmx="5~5" WheelPosition="5"> <Swatch>99e01d97-7c13-4150-b6e0-b6fddf7dd5e0</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Pandoras Cluster)" Display="'Gobo 6 (Pandoras Cluster)'" Dmx="6~6" WheelPosition="6"> <Swatch>8558f067-acd0-4093-8d2c-2c41d9333a31</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Limbo)" Display="'Gobo 7 (Limbo)'" Dmx="7~7" WheelPosition="7"> <Swatch>3381ee6a-6c4b-4a22-b57f-e93e204db6eb</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>81771eab-fb6a-4725-91b1-bbfc8c7ed78a</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="128~136" WheelPosition="1"> <Swatch>c2223672-e2ac-40a5-8f1f-990cc53150f2</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="137~145" WheelPosition="2"> <Swatch>92b84547-37d1-4b87-9d30-eabffbe577a9</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="146~154" WheelPosition="3"> <Swatch>5aaea918-3869-4140-900d-dd2a6b804f60</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="155~163" WheelPosition="4"> <Swatch>e0c4d377-b0e2-4a1d-9eff-79cc6393894d</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="164~172" WheelPosition="5"> <Swatch>99e01d97-7c13-4150-b6e0-b6fddf7dd5e0</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="173~181" WheelPosition="6"> <Swatch>8558f067-acd0-4093-8d2c-2c41d9333a31</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="182~190" WheelPosition="7"> <Swatch>3381ee6a-6c4b-4a22-b57f-e93e204db6eb</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~215" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="216~239" /> <Function ID="21" Name="Stop" Display="'Stop'" Dmx="240~240" /> <Function ID="22" Name="Random" Display="'Random %.f%%',0~100" Dmx="241~255" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5||'Gobo1Func'==6" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f°',-180.00~180.00" Dmx="0~32767" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32768~49150" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49153~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="5" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo2" /> <Function ID="6" 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="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1" /> <Condition Name="Index" ID="10,11,12,13,14,15,16,17,18,19" If="'Gobo2Func'==2" /> <Condition Name="Shake" ID="20,21,22,23,24,25,26,27,28" If="'Gobo2Func'==3" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo2Func'==4" /> <Condition Name="Random" ID="33,34" If="'Gobo2Func'==5" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>81771eab-fb6a-4725-91b1-bbfc8c7ed78a</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Window Perspective)" Display="'Gobo 1 (Window Perspective)'" Dmx="1~1" WheelPosition="1"> <Swatch>b122b529-6914-44f4-bda3-9d04cab181de</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Dots and Dashes)" Display="'Gobo 2 (Dots and Dashes)'" Dmx="2~2" WheelPosition="2"> <Swatch>1f0b9db2-70a0-4efb-90f8-0aed65205871</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Wurly Curly)" Display="'Gobo 3 (Wurly Curly)'" Dmx="3~3" WheelPosition="3"> <Swatch>8ce89030-ec90-4a27-af8f-4cf463a8d329</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Lava Shimmer)" Display="'Gobo 4 (Lava Shimmer)'" Dmx="4~4" WheelPosition="4"> <Swatch>8d046085-18ca-4270-8680-3711286e5300</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Wool Ball)" Display="'Gobo 5 (Wool Ball)'" Dmx="5~5" WheelPosition="5"> <Swatch>b7ce756e-5e78-4be9-b2cd-34d6e0725cbf</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Pave the Way)" Display="'Gobo 6 (Pave the Way)'" Dmx="6~6" WheelPosition="6"> <Swatch>65e75447-dede-4d80-9467-06370e1cd5ca</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Square Perspective)" Display="'Gobo 7 (Square Perspective)'" Dmx="7~7" WheelPosition="7"> <Swatch>976a3dd2-258e-4c29-82be-6a206d776c66</Swatch> </Function> <Function ID="9" Name="Gobo 8 (Paint Play)" Display="'Gobo 8 (Paint Play)'" Dmx="8~8" WheelPosition="8"> <Swatch>1957d785-f374-4341-ac78-6ebd8369f564</Swatch> </Function> <Function ID="10" Name="Open - 1" Display="'Open - 1 %.f%%',0~100" Dmx="24~35" WheelPosition="0"> <Swatch>81771eab-fb6a-4725-91b1-bbfc8c7ed78a</Swatch> </Function> <Function ID="11" Name="Gobo 1 - 2" Display="'Gobo 1 - 2 %.f%%',0~100" Dmx="35~46" WheelPosition="1"> <Swatch>b122b529-6914-44f4-bda3-9d04cab181de</Swatch> </Function> <Function ID="12" Name="Gobo 2 - 3" Display="'Gobo 2 - 3 %.f%%',0~100" Dmx="46~57" WheelPosition="2"> <Swatch>1f0b9db2-70a0-4efb-90f8-0aed65205871</Swatch> </Function> <Function ID="13" Name="Gobo 3 - 4" Display="'Gobo 3 - 4 %.f%%',0~100" Dmx="57~68" WheelPosition="3"> <Swatch>8ce89030-ec90-4a27-af8f-4cf463a8d329</Swatch> </Function> <Function ID="14" Name="Gobo 4 - 5" Display="'Gobo 4 - 5 %.f%%',0~100" Dmx="68~79" WheelPosition="4"> <Swatch>8d046085-18ca-4270-8680-3711286e5300</Swatch> </Function> <Function ID="15" Name="Gobo 5 - 6" Display="'Gobo 5 - 6 %.f%%',0~100" Dmx="79~90" WheelPosition="5"> <Swatch>b7ce756e-5e78-4be9-b2cd-34d6e0725cbf</Swatch> </Function> <Function ID="16" Name="Gobo 6 - 7" Display="'Gobo 6 - 7 %.f%%',0~100" Dmx="90~101" WheelPosition="6"> <Swatch>65e75447-dede-4d80-9467-06370e1cd5ca</Swatch> </Function> <Function ID="17" Name="Gobo 7 - 8" Display="'Gobo 7 - 8 %.f%%',0~100" Dmx="101~112" WheelPosition="7"> <Swatch>976a3dd2-258e-4c29-82be-6a206d776c66</Swatch> </Function> <Function ID="18" Name="Gobo 8 - Op" Display="'Gobo 8 - Op %.f%%',0~100" Dmx="112~123" WheelPosition="8"> <Swatch>1957d785-f374-4341-ac78-6ebd8369f564</Swatch> </Function> <Function ID="19" Name="Index" Display="'Index %.f%%',0~100" Dmx="24~123" /> <Function ID="20" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="128~134" WheelPosition="0"> <Swatch>81771eab-fb6a-4725-91b1-bbfc8c7ed78a</Swatch> </Function> <Function ID="21" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="135~141" WheelPosition="1"> <Swatch>b122b529-6914-44f4-bda3-9d04cab181de</Swatch> </Function> <Function ID="22" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="142~148" WheelPosition="2"> <Swatch>1f0b9db2-70a0-4efb-90f8-0aed65205871</Swatch> </Function> <Function ID="23" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="149~155" WheelPosition="3"> <Swatch>8ce89030-ec90-4a27-af8f-4cf463a8d329</Swatch> </Function> <Function ID="24" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="156~162" WheelPosition="4"> <Swatch>8d046085-18ca-4270-8680-3711286e5300</Swatch> </Function> <Function ID="25" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="163~169" WheelPosition="5"> <Swatch>b7ce756e-5e78-4be9-b2cd-34d6e0725cbf</Swatch> </Function> <Function ID="26" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~176" WheelPosition="6"> <Swatch>65e75447-dede-4d80-9467-06370e1cd5ca</Swatch> </Function> <Function ID="27" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="177~183" WheelPosition="7"> <Swatch>976a3dd2-258e-4c29-82be-6a206d776c66</Swatch> </Function> <Function ID="28" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="184~190" WheelPosition="8"> <Swatch>1957d785-f374-4341-ac78-6ebd8369f564</Swatch> </Function> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~214" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="217~239" /> <Function ID="33" Name="Stop" Display="'Stop'" Dmx="240~240" /> <Function ID="34" Name="Random" Display="'Random %.f%%',0~100" Dmx="241~255" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation'" Dmx="1~1" /> <Function ID="3" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="128~191" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f°',-180.00~180.00" Dmx="0~32767" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32768~49150" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49153~65535" /> </Attribute> <Attribute ID="Light_Frost" Name="Light 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="Heavy_Frost" Name="Heavy 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="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="1~1" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="2~2" /> <Function ID="4" Name="Prism 1 Shake" Display="'Prism 1 Shake %.f%%',0~100" Dmx="128~159" /> <Function ID="5" Name="Prism 2 Shake" Display="'Prism 2 Shake %.f%%',0~100" Dmx="160~191" /> </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°',-180~180" Dmx="0~32767" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="32768~49150" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="49153~65535" /> </Attribute> <Attribute ID="Iris(Basic)" 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" /> <Function ID="2" Name="Anim FWD" Display="'Anim FWD %.f%%',100~0" Dmx="201~225" /> <Function ID="3" Name="No Anim" Display="'No Anim'" Dmx="226~230" /> <Function ID="4" Name="Anim REV" Display="'Anim REV %.f%%',0~100" Dmx="231~255" /> </Attribute> <Attribute ID="Iris(Extended)" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="49151~0" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="49152~49152" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="49153~57343" /> <Function ID="4" Name="Stop" Display="'Stop'" Dmx="57344~57344" /> <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="57345~65535" /> </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" /> </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" /> </Attribute> <Attribute ID="Blade_1" Name="Frame 1 Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Frame 1 Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_2" Name="Frame 2 Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Frame 2 Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_3" Name="Frame 3 Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Frame 3 Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_4" Name="Frame 4 Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Frame 4 Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Frame All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </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="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="10~14" /> <Function ID="3" Name="Reset Colour" Display="'Reset Colour'" Dmx="16~16" /> <Function ID="4" Name="Reset Beam" Display="'Reset Beam'" Dmx="17~17" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="18~18" /> <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" /> <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" /> <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" /> <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" /> <Function ID="10" Name="P/T Speed Standard" Display="'P/T Speed Standard'" Dmx="27~27" /> <Function ID="11" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="28~28" /> <Function ID="12" Name="P/T Speed Smooth" Display="'P/T Speed Smooth'" Dmx="29~29" /> <Function ID="13" Name="Parameter Shortcuts On" Display="'Parameter Shortcuts On'" Dmx="30~30" /> <Function ID="14" Name="Parameter Shortcuts Off" Display="'Parameter Shortcuts Off'" Dmx="31~31" /> <Function ID="15" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="32~32" /> <Function ID="16" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="33~33" /> <Function ID="17" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="34~34" /> <Function ID="18" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="35~35" /> <Function ID="19" Name="Display On" Display="'Display On'" Dmx="52~52" /> <Function ID="20" Name="Display Off" Display="'Display Off'" Dmx="53~53" /> <Function ID="21" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" /> <Function ID="22" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" /> <Function ID="23" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" /> <Function ID="24" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" /> <Function ID="25" Name="Fan Ultra-Low" Display="'Fan Ultra-Low'" Dmx="58~58" /> <Function ID="26" Name="Hibernation On" Display="'Hibernation On'" Dmx="61~61" /> <Function ID="27" Name="Hibernation Off" Display="'Hibernation Off'" Dmx="62~62" /> <Function ID="28" Name="P/T Limit On" Display="'P/T Limit On'" Dmx="65~65" /> <Function ID="29" Name="P/T Limit Off" Display="'P/T Limit Off'" Dmx="66~66" /> <Function ID="30" Name="Store Lower Pan Limit" Display="'Store Lower Pan Limit'" Dmx="67~67" /> <Function ID="31" Name="Store Upper Pan Limit" Display="'Store Upper Pan Limit'" Dmx="68~68" /> <Function ID="32" Name="Store Lower Tilt Limit" Display="'Store Lower Tilt Limit'" Dmx="69~69" /> <Function ID="33" Name="Store Upper Tilt Limit" Display="'Store Upper Tilt Limit'" Dmx="70~70" /> <Function ID="34" Name="Reset P/T Limit" Display="'Reset P/T Limit'" Dmx="71~71" /> <Function ID="35" Name="Tungsten Emulation On" Display="'Tungsten Emulation On'" Dmx="72~72" /> <Function ID="36" Name="Tungsten Emulation Off" Display="'Tungsten Emulation Off'" Dmx="73~73" /> <Function ID="37" Name="Scene Capture Record" Display="'Scene Capture Record'" Dmx="74~74" /> <Function ID="38" Name="Scene Capture Standalone On" Display="'Scene Capture Standalone On'" Dmx="75~75" /> <Function ID="39" Name="Scene Capture Standalone Off" Display="'Scene Capture Standalone Off'" Dmx="76~76" /> <Function ID="40" Name="Enable Cal" Display="'Enable Cal'" Dmx="100~100" /> <Function ID="41" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="101~101" /> <Function ID="42" Name="Store Dimmer Cal" Display="'Store Dimmer Cal'" Dmx="102~102" /> <Function ID="43" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="103~103" /> <Function ID="44" Name="Store Magenta Cal" Display="'Store Magenta Cal'" Dmx="104~104" /> <Function ID="45" Name="Store Yellow Cal" Display="'Store Yellow Cal'" Dmx="105~105" /> <Function ID="46" Name="Store CTO Cal" Display="'Store CTO Cal'" Dmx="106~106" /> <Function ID="47" Name="Store CMYC Cal" Display="'Store CMYC Cal'" Dmx="107~107" /> <Function ID="48" Name="Store Gobo 1 Cal" Display="'Store Gobo 1 Cal'" Dmx="108~108" /> <Function ID="49" Name="Store Gobo 2 Cal" Display="'Store Gobo 2 Cal'" Dmx="110~110" /> <Function ID="50" Name="Store Beam Effect/ Framing Cal" Display="'Store Beam Effect/ Framing Cal'" Dmx="111~111" /> <Function ID="51" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="112~112" /> <Function ID="52" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="113~113" /> <Function ID="53" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="114~114" /> <Function ID="54" Name="Store Col Wheel Cal" Display="'Store Col Wheel Cal'" Dmx="115~115" /> <Function ID="55" Name="Reset Cal" Display="'Reset Cal'" Dmx="199~199" /> <Function ID="56" Name="Auto Standby Heating On" Display="'Auto Standby Heating On'" Dmx="206~206" /> <Function ID="57" Name="Auto Standby Heating Off" Display="'Auto Standby Heating Off'" Dmx="207~207" /> <Function ID="58" Name="Auto De-humidification On" Display="'Auto De-humidification On'" Dmx="208~208" /> <Function ID="59" Name="Auto De-humidification Off" Display="'Auto De-humidification Off'" Dmx="209~209" /> <Function ID="60" Name="Stop De-humidifaction" Display="'Stop De-humidifaction'" Dmx="210~210" /> <Function ID="61" Name="Forced De-humidification" Display="'Forced De-humidification'" Dmx="212~212" /> </Attribute> <Attribute ID="LED_PWM_Freq" Name="LED PWM Freq" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Reserved, -2.8%" Display="'Reserved, -2.8%'" Dmx="0~0" /> <Function ID="2" Name="Variable -" Display="'Variable - %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="3600Hz" Display="'3600Hz'" Dmx="128~128" /> <Function ID="4" Name="Variable +" Display="'Variable + %.1f%%',0.0~100.0" Dmx="129~254" /> <Function ID="5" Name="19200Hz" Display="'19200Hz'" Dmx="255~255" /> </Attribute> </Control> <Mode Name="Basic, 42 DMX" Channels="42" Id="0427fd2b-2f50-498c-bdc3-607049d12bb1"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="6e61083a-5c7f-4cb5-be32-4119bbf68d65" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="10,11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="18" Wheel="54" /> <Attribute ID="Light_Frost" ChannelOffset="19" Wheel="139" /> <Attribute ID="Heavy_Frost" ChannelOffset="20" Wheel="140" /> <Attribute ID="Prism" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="22" Wheel="24" /> <Attribute ID="Iris(Basic)" ChannelOffset="23" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="24,25" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="26,27" Wheel="20" /> <Attribute ID="Blade_1" ChannelOffset="28" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="30" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="31" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="32" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="33" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="35" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="36" Wheel="111" /> <Attribute ID="Pan" ChannelOffset="37,38" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="39,40" Wheel="3" /> <Attribute ID="Control" ChannelOffset="41" Wheel="28" /> <Attribute ID="LED_PWM_Freq" ChannelOffset="42" Wheel="25" /> </Include> </Mode> <Mode Name="Extended, 54 DMX" Channels="54" Id="562613c1-7125-4b3b-9f1f-552377d145f5"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="e57f070a-c7fa-4d90-a662-81fde084d51b" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="10,11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="18,19" Wheel="54" /> <Attribute ID="Light_Frost" ChannelOffset="20" Wheel="139" /> <Attribute ID="Heavy_Frost" ChannelOffset="21" Wheel="140" /> <Attribute ID="Prism" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23,24" Wheel="24" /> <Attribute ID="Iris(Extended)" ChannelOffset="25,26" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="27,28" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="20" /> <Attribute ID="Blade_1" ChannelOffset="31,32" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="33,34" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="35,36" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="37,38" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="39,40" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="41,42" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="43,44" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="45,46" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="47,48" Wheel="111" /> <Attribute ID="Pan" ChannelOffset="49,50" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="51,52" Wheel="3" /> <Attribute ID="Control" ChannelOffset="53" Wheel="28" /> <Attribute ID="LED_PWM_Freq" ChannelOffset="54" Wheel="25" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:6" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:7" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:8" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:9" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Standard"> <Set Channel="Control:10" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Fast"> <Set Channel="Control:11" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Smooth"> <Set Channel="Control:12" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Parameter Shortcuts On"> <Set Channel="Control:13" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Parameter Shortcuts Off"> <Set Channel="Control:14" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Off"> <Set Channel="Control:15" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Near"> <Set Channel="Control:16" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Med"> <Set Channel="Control:17" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Far"> <Set Channel="Control:18" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:19" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:20" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:21" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Full"> <Set Channel="Control:22" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Med"> <Set Channel="Control:23" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:24" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Ultra-Low"> <Set Channel="Control:25" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation On"> <Set Channel="Control:26" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation Off"> <Set Channel="Control:27" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit On"> <Set Channel="Control:28" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit Off"> <Set Channel="Control:29" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Lower Pan Limit"> <Set Channel="Control:30" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Upper Pan Limit"> <Set Channel="Control:31" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Lower Tilt Limit"> <Set Channel="Control:32" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Upper Tilt Limit"> <Set Channel="Control:33" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Limit"> <Set Channel="Control:34" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten Emulation On"> <Set Channel="Control:35" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten Emulation Off"> <Set Channel="Control:36" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Record"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Standalone On"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Standalone Off"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Enable Cal"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store P/T Cal"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Dimmer Cal"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Cyan Cal"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Magenta Cal"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Yellow Cal"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CTO Cal"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CMYC Cal"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo 1 Cal"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo 2 Cal"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Beam Effect/ Framing Cal"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Iris Cal"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Focus Cal"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Zoom Cal"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Col Wheel Cal"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Cal"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Auto Standby Heating On"> <Set Channel="Control:56" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Auto Standby Heating Off"> <Set Channel="Control:57" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Auto De-humidification On"> <Set Channel="Control:58" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Auto De-humidification Off"> <Set Channel="Control:59" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Stop De-humidifaction"> <Set Channel="Control:60" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Forced De-humidification"> <Set Channel="Control:61" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1 (Tri Array)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2 (Ker Pow)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3 (Mirror Block)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4 (Stretched Out)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5 (Point and Curve)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6 (Pandoras Cluster)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7 (Limbo)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 1 (Window Perspective)" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2 (Dots and Dashes)" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3 (Wurly Curly)" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4 (Lava Shimmer)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5 (Wool Ball)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6 (Pave the Way)" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7 (Square Perspective)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 8 (Paint Play)" Number="0" Page="1" SetControl="Gobo2:9,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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" 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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> 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</Swatch> </swatchLibrary> </Fixture>