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Cameo Opus H5 (Cameo_Opus H5.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Opus H5" ShortName="Opus H5" Company="Cameo" Version="2"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>99bd709b-3a08-4ea7-9a41-247a74e0548c</Thumbnail> <History Date="18-02-20" Author="Nic Morris" Comment="Created (colour and gobo snap functions are fixture level functions and therefore cannot be supported at the moment)" Version="0" /> <History Date="20-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="18-11-20" Author="Nic Morris" Comment="Added gobo swatches" Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="28122cec-3981-46e7-80b5-a05a99eef285" /> <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="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="11~22" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="34~45" /> <Function ID="7" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="57~68" /> <Function ID="8" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="23~33" /> <Function ID="9" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="46~56" /> <Function ID="10" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="69~79" /> <Function ID="11" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" /> </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="High_CRI" Name="High CRI" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CRI" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Split_Colour" Name="Split Colour" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Split Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Colour1Func'==3" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="3341~3341" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="Medium Blue" Display="'Medium Blue'" Dmx="6682~6682" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="10023~10023" WheelPosition="3" Colour="255,255,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="13364~13364" WheelPosition="4" Colour="255,0,255" /> <Function ID="6" Name="Deep Green" Display="'Deep Green'" Dmx="16705~16705" WheelPosition="5" Colour="0,200,0" /> <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="20046~20046" WheelPosition="6" Colour="255,128,255" /> <Function ID="8" Name="Peacock" Display="'Peacock'" Dmx="23387~23387" WheelPosition="7" Colour="0,255,128" /> <Function ID="9" Name="Orange" Display="'Orange'" Dmx="26728~26728" WheelPosition="8" Colour="255,128,0" /> <Function ID="10" Name="Lime" Display="'Lime'" Dmx="30069~30069" WheelPosition="9" Colour="0,200,0" /> <Function ID="11" Name="CTO 2600K" Display="'CTO 2600K'" Dmx="33410~33410" WheelPosition="10" Colour="255,240,200" /> <Function ID="12" Name="Amber" Display="'Amber'" Dmx="36751~36751" WheelPosition="11" Colour="255,100,0" /> <Function ID="13" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="40092~40092" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="Congo Blue" Display="'Congo Blue'" Dmx="43433~43433" WheelPosition="13" Colour="180,0,255" /> <Function ID="15" Name="Op - D Rd" Display="'Op - D Rd %.2f%%',0.00~100.00" Dmx="0~3341" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="D Rd - M Blu" Display="'D Rd - M Blu %.2f%%',0.00~100.00" Dmx="3341~6682" WheelPosition="1" Colour="200,0,0" /> <Function ID="17" Name="M Blu - Yel" Display="'M Blu - Yel %.2f%%',0.00~100.00" Dmx="6682~10023" WheelPosition="2" Colour="0,0,255" /> <Function ID="18" Name="Yel - Mag" Display="'Yel - Mag %.2f%%',0.00~100.00" Dmx="10023~13364" WheelPosition="3" Colour="255,255,0" /> <Function ID="19" Name="Mag - D Grn" Display="'Mag - D Grn %.2f%%',0.00~100.00" Dmx="13364~16705" WheelPosition="4" Colour="255,0,255" /> <Function ID="20" Name="D Grn - Lav" Display="'D Grn - Lav %.2f%%',0.00~100.00" Dmx="16705~20046" WheelPosition="5" Colour="0,200,0" /> <Function ID="21" Name="Lav - Pck" Display="'Lav - Pck %.2f%%',0.00~100.00" Dmx="20046~23387" WheelPosition="6" Colour="255,128,255" /> <Function ID="22" Name="Pck - Org" Display="'Pck - Org %.2f%%',0.00~100.00" Dmx="23387~26728" WheelPosition="7" Colour="0,255,128" /> <Function ID="23" Name="Org - Lm" Display="'Org - Lm %.2f%%',0.00~100.00" Dmx="26728~30069" WheelPosition="8" Colour="255,128,0" /> <Function ID="24" Name="Lm - 2600" Display="'Lm - 2600 %.2f%%',0.00~100.00" Dmx="30069~33410" WheelPosition="9" Colour="0,200,0" /> <Function ID="25" Name="2600 - Amb" Display="'2600 - Amb %.2f%%',0.00~100.00" Dmx="33410~36751" WheelPosition="10" Colour="255,240,200" /> <Function ID="26" Name="Amb - 3200" Display="'Amb - 3200 %.2f%%',0.00~100.00" Dmx="36751~40092" WheelPosition="11" Colour="255,100,0" /> <Function ID="27" Name="3200 - C Blu" Display="'3200 - C Blu %.2f%%',0.00~100.00" Dmx="40092~43433" WheelPosition="12" Colour="255,240,200" /> <Function ID="28" Name="C Blu - Op" Display="'C Blu - Op %.2f%%',0.00~100.00" Dmx="43433~49087" WheelPosition="13" Colour="180,0,255" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="57568~57568" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49344~57311" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="57568~57568" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57825~65535" Colour="0,0,0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" 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="Index Index" Display="'Index Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Index Spin" Display="'Index Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="8" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="9" 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="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Index" ID="12,13,14,15,16,17,18,19,20,21,22,23" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Shake" ID="24,25,26,27,28,29,30,31,32,33,34" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Condition Name="Scroll" ID="35,36,37,38" If="'Gobo1Func'==7||'Gobo1Func'==8" /> <Else ID="39" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="2" Name="Open + Flat Field Filter" Display="'Open + Flat Field Filter'" Dmx="3~5" WheelPosition="1"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~19" WheelPosition="3"> <Swatch>5448409c-9765-476a-b260-dcc033d0f6d2</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="33~33" WheelPosition="4"> <Swatch>13ed0cb5-283f-481a-9eb8-6077c622ef70</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="47~47" WheelPosition="5"> <Swatch>61116bc2-317a-43d5-9aa9-b900ec42067b</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="61~61" WheelPosition="6"> <Swatch>13c22124-f878-4547-8767-868448a93891</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="75~75" WheelPosition="7"> <Swatch>a9861e2a-f375-4bbc-acba-017bbda84b02</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="89~89" WheelPosition="8"> <Swatch>60f7c25a-74c0-4dbb-b070-8c1e9af49bcc</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="103~103" WheelPosition="9"> <Swatch>1a4e82c7-5eda-4d28-8b64-edfd40d25d23</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="117~117" WheelPosition="10"> <Swatch>12f663b5-5e56-49b6-8122-ae649e855317</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="131~131" WheelPosition="11"> <Swatch>1a8a3839-f6cb-49fd-9e9d-a7065e44a2dd</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="13" Name="Open + Flat Field Filter" Display="'Open + Flat Field Filter'" Dmx="3~5" WheelPosition="1"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="14" Name="Op - 1" Display="'Op - 1 %.f%%',0~100" Dmx="6~19" WheelPosition="2"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="15" Name="1 - 2" Display="'1 - 2 %.f%%',0~100" Dmx="19~33" WheelPosition="3"> <Swatch>5448409c-9765-476a-b260-dcc033d0f6d2</Swatch> </Function> <Function ID="16" Name="2 - 3" Display="'2 - 3 %.f%%',0~100" Dmx="33~47" WheelPosition="4"> <Swatch>13ed0cb5-283f-481a-9eb8-6077c622ef70</Swatch> </Function> <Function ID="17" Name="3 - 4" Display="'3 - 4 %.f%%',0~100" Dmx="47~61" WheelPosition="5"> <Swatch>61116bc2-317a-43d5-9aa9-b900ec42067b</Swatch> </Function> <Function ID="18" Name="4 - 5" Display="'4 - 5 %.f%%',0~100" Dmx="61~75" WheelPosition="6"> <Swatch>13c22124-f878-4547-8767-868448a93891</Swatch> </Function> <Function ID="19" Name="5 - 6" Display="'5 - 6 %.f%%',0~100" Dmx="75~89" WheelPosition="7"> <Swatch>60f7c25a-74c0-4dbb-b070-8c1e9af49bcc</Swatch> </Function> <Function ID="20" Name="6 - 7" Display="'6 - 7 %.f%%',0~100" Dmx="89~103" WheelPosition="8"> <Swatch>60f7c25a-74c0-4dbb-b070-8c1e9af49bcc</Swatch> </Function> <Function ID="21" Name="7 - 8" Display="'7 - 8 %.f%%',0~100" Dmx="103~117" WheelPosition="9"> <Swatch>1a4e82c7-5eda-4d28-8b64-edfd40d25d23</Swatch> </Function> <Function ID="22" Name="8 - 9" Display="'8 - 9 %.f%%',0~100" Dmx="117~131" WheelPosition="10"> <Swatch>12f663b5-5e56-49b6-8122-ae649e855317</Swatch> </Function> <Function ID="23" Name="9 - 10" Display="'9 - 10 %.f%%',0~100" Dmx="131~144" WheelPosition="11"> <Swatch>1a8a3839-f6cb-49fd-9e9d-a7065e44a2dd</Swatch> </Function> <Function ID="24" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="25" Name="Open + Flat Field Filter" Display="'Open + Flat Field Filter'" Dmx="3~5" WheelPosition="1"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="151~154" WheelPosition="3"> <Swatch>5448409c-9765-476a-b260-dcc033d0f6d2</Swatch> </Function> <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="155~158" WheelPosition="4"> <Swatch>13ed0cb5-283f-481a-9eb8-6077c622ef70</Swatch> </Function> <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="159~162" WheelPosition="5"> <Swatch>61116bc2-317a-43d5-9aa9-b900ec42067b</Swatch> </Function> <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="163~166" WheelPosition="6"> <Swatch>13c22124-f878-4547-8767-868448a93891</Swatch> </Function> <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="167~170" WheelPosition="7"> <Swatch>a9861e2a-f375-4bbc-acba-017bbda84b02</Swatch> </Function> <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="171~174" WheelPosition="8"> <Swatch>60f7c25a-74c0-4dbb-b070-8c1e9af49bcc</Swatch> </Function> <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="175~178" WheelPosition="9"> <Swatch>1a4e82c7-5eda-4d28-8b64-edfd40d25d23</Swatch> </Function> <Function ID="33" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="179~182" WheelPosition="10"> <Swatch>12f663b5-5e56-49b6-8122-ae649e855317</Swatch> </Function> <Function ID="34" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="183~186" WheelPosition="11"> <Swatch>1a8a3839-f6cb-49fd-9e9d-a7065e44a2dd</Swatch> </Function> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="36" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" /> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="38" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="225~255" /> <Function ID="39" 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'==7" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6||'Gobo1Func'==8" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="33153~49087" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <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="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="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo2Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo2Func'==2" /> <Condition Name="Shake" ID="29,30,31,32,33,34,35,36,37,38,39,40,41,42" If="'Gobo2Func'==3" /> <Condition Name="Scroll" ID="43,44,45,46" If="'Gobo2Func'==4" /> <Else ID="47" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="14~14" WheelPosition="1"> <Swatch>1a10cc39-2a44-4e8d-b17f-d51516438793</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="23~23" WheelPosition="2"> <Swatch>9271e71e-0efe-491a-af88-5aa22ff39b88</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="32~32" WheelPosition="3"> <Swatch>da62dc7c-dd6c-41a3-9b65-34e0bf2923b2</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="41~41" WheelPosition="4"> <Swatch>ed06321b-4e6e-43cd-9a54-a297a77870d3</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~50" WheelPosition="5"> <Swatch>d8ad8cca-db9b-4c65-ae2f-a2018f17cdec</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="59~59" WheelPosition="6"> <Swatch>8f17d183-32b3-42cb-b501-ee7dfd92853a</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="68~68" WheelPosition="7"> <Swatch>56441d8e-a988-4d72-b6b8-dd9246e91610</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="77~77" WheelPosition="8"> <Swatch>181353aa-46db-40bc-8a22-cbfdb8fa707d</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="86~86" WheelPosition="9"> <Swatch>a7c4bb83-33a6-481b-a40c-ad92c518cbbf</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="95~95" WheelPosition="10"> <Swatch>2770800e-fe09-4199-bc1a-46266f45f83e</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="104~104" WheelPosition="11"> <Swatch>16789ebb-f61a-48a1-9332-6aacb1793ff8</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="113~113" WheelPosition="12"> <Swatch>61bf98cf-8e2f-44f2-823b-9bb8b50b9343</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="122~122" WheelPosition="13"> <Swatch>10dd531a-498e-4cfb-8f4b-931c54ec7fdc</Swatch> </Function> <Function ID="15" Name="Op - 1" Display="'Op - 1 %.f%%',0~100" Dmx="0~14" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="16" Name="1 - 2" Display="'1 - 2 %.f%%',0~100" Dmx="14~23" WheelPosition="1"> <Swatch>1a10cc39-2a44-4e8d-b17f-d51516438793</Swatch> </Function> <Function ID="17" Name="2 - 3" Display="'2 - 3 %.f%%',0~100" Dmx="23~32" WheelPosition="2"> <Swatch>9271e71e-0efe-491a-af88-5aa22ff39b88</Swatch> </Function> <Function ID="18" Name="3 - 4" Display="'3 - 4 %.f%%',0~100" Dmx="32~41" WheelPosition="3"> <Swatch>da62dc7c-dd6c-41a3-9b65-34e0bf2923b2</Swatch> </Function> <Function ID="19" Name="4 - 5" Display="'4 - 5 %.f%%',0~100" Dmx="41~50" WheelPosition="4"> <Swatch>ed06321b-4e6e-43cd-9a54-a297a77870d3</Swatch> </Function> <Function ID="20" Name="5 - 6" Display="'5 - 6 %.f%%',0~100" Dmx="50~59" WheelPosition="5"> <Swatch>d8ad8cca-db9b-4c65-ae2f-a2018f17cdec</Swatch> </Function> <Function ID="21" Name="6 - 7" Display="'6 - 7 %.f%%',0~100" Dmx="59~68" WheelPosition="6"> <Swatch>8f17d183-32b3-42cb-b501-ee7dfd92853a</Swatch> </Function> <Function ID="22" Name="7 - 8" Display="'7 - 8 %.f%%',0~100" Dmx="68~77" WheelPosition="7"> <Swatch>56441d8e-a988-4d72-b6b8-dd9246e91610</Swatch> </Function> <Function ID="23" Name="8 - 9" Display="'8 - 9 %.f%%',0~100" Dmx="77~86" WheelPosition="8"> <Swatch>181353aa-46db-40bc-8a22-cbfdb8fa707d</Swatch> </Function> <Function ID="24" Name="9 - 10" Display="'9 - 10 %.f%%',0~100" Dmx="86~95" WheelPosition="9"> <Swatch>a7c4bb83-33a6-481b-a40c-ad92c518cbbf</Swatch> </Function> <Function ID="25" Name="10 - 11" Display="'10 - 11 %.f%%',0~100" Dmx="95~104" WheelPosition="10"> <Swatch>2770800e-fe09-4199-bc1a-46266f45f83e</Swatch> </Function> <Function ID="26" Name="11 - 12" Display="'11 - 12 %.f%%',0~100" Dmx="104~113" WheelPosition="11"> <Swatch>16789ebb-f61a-48a1-9332-6aacb1793ff8</Swatch> </Function> <Function ID="27" Name="12 - 13" Display="'12 - 13 %.f%%',0~100" Dmx="113~122" WheelPosition="12"> <Swatch>61bf98cf-8e2f-44f2-823b-9bb8b50b9343</Swatch> </Function> <Function ID="28" Name="13 - Op" Display="'13 - Op %.f%%',0~100" Dmx="122~131" WheelPosition="13"> <Swatch>10dd531a-498e-4cfb-8f4b-931c54ec7fdc</Swatch> </Function> <Function ID="29" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>0f114894-4373-403a-afb3-701ae80ab9ae</Swatch> </Function> <Function ID="30" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="132~135" WheelPosition="1"> <Swatch>1a10cc39-2a44-4e8d-b17f-d51516438793</Swatch> </Function> <Function ID="31" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="136~139" WheelPosition="2"> <Swatch>9271e71e-0efe-491a-af88-5aa22ff39b88</Swatch> </Function> <Function ID="32" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="140~143" WheelPosition="3"> <Swatch>da62dc7c-dd6c-41a3-9b65-34e0bf2923b2</Swatch> </Function> <Function ID="33" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="144~147" WheelPosition="4"> <Swatch>ed06321b-4e6e-43cd-9a54-a297a77870d3</Swatch> </Function> <Function ID="34" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="148~151" WheelPosition="5"> <Swatch>d8ad8cca-db9b-4c65-ae2f-a2018f17cdec</Swatch> </Function> <Function ID="35" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="152~155" WheelPosition="6"> <Swatch>8f17d183-32b3-42cb-b501-ee7dfd92853a</Swatch> </Function> <Function ID="36" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="156~159" WheelPosition="7"> <Swatch>56441d8e-a988-4d72-b6b8-dd9246e91610</Swatch> </Function> <Function ID="37" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="160~163" WheelPosition="8"> <Swatch>181353aa-46db-40bc-8a22-cbfdb8fa707d</Swatch> </Function> <Function ID="38" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="164~167" WheelPosition="9"> <Swatch>a7c4bb83-33a6-481b-a40c-ad92c518cbbf</Swatch> </Function> <Function ID="39" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="168~171" WheelPosition="10"> <Swatch>2770800e-fe09-4199-bc1a-46266f45f83e</Swatch> </Function> <Function ID="40" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="172~175" WheelPosition="11"> <Swatch>16789ebb-f61a-48a1-9332-6aacb1793ff8</Swatch> </Function> <Function ID="41" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="176~179" WheelPosition="12"> <Swatch>61bf98cf-8e2f-44f2-823b-9bb8b50b9343</Swatch> </Function> <Function ID="42" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="180~183" WheelPosition="13"> <Swatch>10dd531a-498e-4cfb-8f4b-931c54ec7fdc</Swatch> </Function> <Function ID="43" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="44" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" /> <Function ID="45" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="46" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="225~255" /> <Function ID="47" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </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="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1 (6-Facet Linear)" Display="'Prism 1 (6-Facet Linear)'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~191" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 2 (6-Facet Linear)" Display="'Prism 2 (6-Facet Linear)'" Dmx="6~68" /> <Function ID="3" Name="Prism 3 (8-Facet Circular)" Display="'Prism 3 (8-Facet Circular)'" Dmx="69~131" /> <Function ID="4" Name="Prism 4 (24-Facet Circular)" Display="'Prism 4 (24-Facet Circular)'" Dmx="132~194" /> <Function ID="5" Name="Prism 5 (Cyclindric)" Display="'Prism 5 (Cyclindric)'" Dmx="195~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~191" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" 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="Frost_2" Name="Frost 2" 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="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Bounce 1/3" Display="'Bounce 1/3 %.f%%',0~100" Dmx="170~129" /> <Function ID="3" Name="Bounce 2/3" Display="'Bounce 2/3 %.f%%',0~100" Dmx="212~171" /> <Function ID="4" Name="Bounce Full" Display="'Bounce Full %.f%%',0~100" Dmx="255~213" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~191" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="P/T_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="Pan" Display="'Pan %.f%%',0~100" Dmx="6~40" /> <Function ID="3" Name="Tilt" Display="'Tilt %.f%%',0~100" Dmx="41~75" /> <Function ID="4" Name="P/T" Display="'P/T %.f%%',0~100" Dmx="76~110" /> <Function ID="5" Name="P/T Inv" Display="'P/T Inv %.f%%',0~100" Dmx="111~145" /> <Function ID="6" Name="Circle" Display="'Circle %.f%%',0~100" Dmx="146~180" /> <Function ID="7" Name="Circle Inv" Display="'Circle Inv %.f%%',0~100" Dmx="181~215" /> <Function ID="8" Name="Random" Display="'Random %.f%%',0~100" Dmx="216~255" /> </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="Move in Dark On" Display="'Move in Dark On'" Dmx="6~7" /> <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="8~9" /> <Function ID="4" Name="Prism in Dark On" Display="'Prism in Dark On'" Dmx="10~11" /> <Function ID="5" Name="Prism in Dark Off" Display="'Prism in Dark Off'" Dmx="12~13" /> <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="14~15" /> <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="16~17" /> <Function ID="8" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="18~19" /> <Function ID="9" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="20~21" /> <Function ID="10" Name="Pan Invert" Display="'Pan Invert'" Dmx="42~43" /> <Function ID="11" Name="Pan Normal" Display="'Pan Normal'" Dmx="44~45" /> <Function ID="12" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="46~47" /> <Function ID="13" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="48~49" /> <Function ID="14" Name="Pan 540°" Display="'Pan 540°'" Dmx="50~51" /> <Function ID="15" Name="Tilt 630°" Display="'Tilt 630°'" Dmx="52~53" /> <Function ID="16" Name="Lamp On" Display="'Lamp On'" Dmx="66~67" /> <Function ID="17" Name="Lamp Off" Display="'Lamp Off'" Dmx="68~69" /> <Function ID="18" Name="Lamp Standard" Display="'Lamp Standard'" Dmx="70~71" /> <Function ID="19" Name="Lamp Eco" Display="'Lamp Eco'" Dmx="72~73" /> <Function ID="20" Name="Display On" Display="'Display On'" Dmx="140~141" /> <Function ID="21" Name="Display Off" Display="'Display Off'" Dmx="142~143" /> <Function ID="22" Name="Col Wheel Snap" Display="'Col Wheel Snap'" Dmx="148~149" /> <Function ID="23" Name="Col Wheel Scroll" Display="'Col Wheel Scroll'" Dmx="150~151" /> <Function ID="24" Name="Gobo Wheel Snap" Display="'Gobo Wheel Snap'" Dmx="152~153" /> <Function ID="25" Name="Gobo Wheel Scroll" Display="'Gobo Wheel Scroll'" Dmx="154~155" /> <Function ID="26" Name="Dim Linear" Display="'Dim Linear'" Dmx="164~165" /> <Function ID="27" Name="Dim Exponential" Display="'Dim Exponential'" Dmx="166~167" /> <Function ID="28" Name="Dim Logarithmic" Display="'Dim Logarithmic'" Dmx="168~169" /> <Function ID="29" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="170~171" /> <Function ID="30" Name="Col Pos Quick" Display="'Col Pos Quick'" Dmx="210~211" /> <Function ID="31" Name="Col Pos CW" Display="'Col Pos CW'" Dmx="212~213" /> <Function ID="32" Name="Gobo Pos Quick" Display="'Gobo Pos Quick'" Dmx="214~215" /> <Function ID="33" Name="Gobo Pos CW" Display="'Gobo Pos CW'" Dmx="216~217" /> <Function ID="34" Name="Reset P/T" Display="'Reset P/T'" Dmx="222~223" /> <Function ID="35" Name="Reset Head" Display="'Reset Head'" Dmx="234~235" /> <Function ID="36" Name="Reset All" Display="'Reset All'" Dmx="236~237" /> </Attribute> </Control> <Mode Name="Standard, 29 DMX" Channels="29"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="0b2aca65-6307-4112-a23a-a3fd73f89794" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Cyan" ChannelOffset="7" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9" Wheel="12" /> <Attribute ID="High_CRI" ChannelOffset="10" Wheel="37" /> <Attribute ID="Split_Colour" ChannelOffset="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="Zoom" ChannelOffset="17" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Prism_1" ChannelOffset="19" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="21" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="23" Wheel="21" /> <Attribute ID="Frost_2" ChannelOffset="24" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="25" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="26" Wheel="84" /> <Attribute ID="P/T_Macro" ChannelOffset="27" Wheel="113" /> <Attribute ID="PT_Speed" ChannelOffset="28" Wheel="25" /> <Attribute ID="Control" ChannelOffset="29" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 36 DMX" Channels="36"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f6d04bfe-8bcd-4e33-8a43-d87b1fdd013a" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Cyan" ChannelOffset="8,9" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="10,11" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="12,13" Wheel="12" /> <Attribute ID="High_CRI" ChannelOffset="14" Wheel="37" /> <Attribute ID="Split_Colour" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16,17" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="19,20" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="21" Wheel="17" /> <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="24,25" Wheel="20" /> <Attribute ID="Prism_1" ChannelOffset="26" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="27" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="28" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="29" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="30" Wheel="21" /> <Attribute ID="Frost_2" ChannelOffset="31" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="32" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="33" Wheel="84" /> <Attribute ID="P/T_Macro" ChannelOffset="34" Wheel="113" /> <Attribute ID="PT_Speed" ChannelOffset="35" Wheel="25" /> <Attribute ID="Control" ChannelOffset="36" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Head"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Prism in Dark On"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Prism in Dark Off"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan 540°"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt 630°"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Standard"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Eco"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Wheel Snap"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Wheel Scroll"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Wheel Snap"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Wheel Scroll"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Exponential"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Logarithmic"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Pos Quick"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Pos CW"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Pos Quick"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Pos CW"> <Set Channel="Control:33" Delay="6000" /> <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="Open + Flat Field Filter" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 8" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="11" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="20" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="21" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="22" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="23" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="24" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo2:14,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 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" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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