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Miner Light BSW 440 20r (3in1) (Miner Light_BSW 440 20r (3in1).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="BSW 440 20r (3in1)" ShortName="BSW440 20r" Company="Miner Light" Version="9"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>7da34d80-753a-4151-8866-c92a5f811b90</Thumbnail> <History Date="26-10-14" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="19-11-14" Author="Peter Budd" Comment="Made the dimmer 16bit inline with the documentation." Version="2" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="3" /> <History Date="15-02-19" Author="Nic Morris" Comment="Added product thumbnail. Added RDM ID's. Increased dimmer wheel resolution." Version="4" /> <History Date="15-02-19" Author="Nic Morris" Comment="Fixed duplicate ID's in else conditions. Added colour 2 and 3 function index. Revised colour 1 function index." Version="5" /> <History Date="15-02-19" Author="Nic Morris" Comment="Recreated palettes with missing gobos." Version="6" /> <History Date="20-02-19" Author="Nic Morris" Comment="Added gobo swatches" Version="7" /> <History Date="03-10-25" Author="Nic Morris" Comment="Created from Clay Paky Mythos (identical. charts are a mess. parts cannot be read due to gobo images being placed randomly over unrelated data. clearly copied straight from Clay Paky. badly...)" Version="8" /> <History Date="05-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="9" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b0a48383-de95-49f8-a1a9-2822307c0519" /> <Control> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour1Func'==1" /> <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour1Func'==2" /> <Condition Name="Index" ID="13,14,15,16,17,18" If="'Colour1Func'==3" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Soft" Display="'Soft'" Dmx="50~50" WheelPosition="2" Colour="0,0,0" /> <Function ID="3" Name="Lavender" Display="'Lavender'" Dmx="100~100" WheelPosition="3" Colour="0,0,0" /> <Function ID="4" Name="3200K" Display="'3200K'" Dmx="150~150" WheelPosition="4" Colour="0,0,0" /> <Function ID="5" Name="2500K" Display="'2500K'" Dmx="204~204" WheelPosition="5" Colour="0,0,0" /> <Function ID="6" Name="Blue Wood" Display="'Blue Wood'" Dmx="255~255" WheelPosition="6" Colour="0,0,0" /> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="Op/ Soft" Display="'Op/ Soft'" Dmx="28~28" WheelPosition="1" Colour="255,255,255" /> <Function ID="9" Name="Soft/ Lav" Display="'Soft/ Lav'" Dmx="80~80" WheelPosition="2" Colour="0,0,0" /> <Function ID="10" Name="Lav/ 3200K" Display="'Lav/ 3200K'" Dmx="129~129" WheelPosition="3" Colour="0,0,0" /> <Function ID="11" Name="3200K/ 2500K" Display="'3200K/ 2500K'" Dmx="181~181" WheelPosition="4" Colour="0,0,0" /> <Function ID="12" Name="2500K/ Blu Wood" Display="'2500K/ Blu Wood'" Dmx="235~235" WheelPosition="5" Colour="0,0,0" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="14" Name="Op - Soft" Display="'Op - Soft %.f%%',0~100" Dmx="0~49" WheelPosition="1" Colour="255,255,255" /> <Function ID="15" Name="Soft - Lav" Display="'Soft - Lav %.f%%',0~100" Dmx="50~99" WheelPosition="2" Colour="0,0,0" /> <Function ID="16" Name="Lav - 3200" Display="'Lav - 3200 %.f%%',0~100" Dmx="100~149" WheelPosition="3" Colour="0,0,0" /> <Function ID="17" Name="3200 - 2500" Display="'3200 - 2500 %.f%%',0~100" Dmx="150~203" WheelPosition="4" Colour="0,0,0" /> <Function ID="18" Name="2500 - B Wd" Display="'2500 - B Wd %.f%%',0~100" Dmx="204~255" WheelPosition="5" Colour="0,0,0" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour2Func'==1" /> <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour2Func'==2" /> <Condition Name="Index" ID="13,14,15,16,17,18,19" If="'Colour2Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Green" Display="'Dark Green'" Dmx="50~50" WheelPosition="2" Colour="0,180,0" /> <Function ID="3" Name="CTB" Display="'CTB'" Dmx="100~100" WheelPosition="3" Colour="230,230,255" /> <Function ID="4" Name="Dark Blue" Display="'Deep Blue'" Dmx="150~150" WheelPosition="4" Colour="0,0,180" /> <Function ID="5" Name="H.M. Green" Display="'H.M. Green'" Dmx="200~200" WheelPosition="5" Colour="0,180,0" /> <Function ID="6" Name="Dark Red" Display="'Dark Red'" Dmx="255~255" WheelPosition="6" Colour="180,0,0" /> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="Op/ D Grn" Display="'Op/ D Grn'" Dmx="28~28" WheelPosition="1" Colour="255,255,255" /> <Function ID="9" Name="D Grn/ CTB" Display="'D Grn/ CTB'" Dmx="75~75" WheelPosition="2" Colour="0,180,0" /> <Function ID="10" Name="CTB/ D Blu" Display="'CTB/ D Blu'" Dmx="129~129" WheelPosition="3" Colour="230,230,255" /> <Function ID="11" Name="D Blu/ HMG" Display="'D Blu/ HMG'" Dmx="178~178" WheelPosition="4" Colour="0,0,180" /> <Function ID="12" Name="HMG/ D Rd" Display="'HMG/ D Rd'" Dmx="235~235" WheelPosition="5" Colour="0,180,0" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="14" Name="Op - D Grn" Display="'Op - D Grn %.f%%',0~100" Dmx="0~49" WheelPosition="1" Colour="255,255,255" /> <Function ID="15" Name="D Grn = CTB" Display="'D Grn = CTB %.f%%',0~100" Dmx="50~99" WheelPosition="2" Colour="0,180,0" /> <Function ID="16" Name="CTB - D Blu" Display="'CTB - D Blu %.f%%',0~100" Dmx="100~149" WheelPosition="3" Colour="230,230,255" /> <Function ID="17" Name="D Blu - HMG" Display="'D Blu - HMG %.f%%',0~100" Dmx="150~199" WheelPosition="4" Colour="0,0,180" /> <Function ID="18" Name="HMG - D Rd" Display="'HMG - D Rd %.f%%',0~100" Dmx="200~235" WheelPosition="5" Colour="0,180,0" /> <Function ID="19" Name="Dark Red" Display="'Dark Red'" Dmx="255~255" WheelPosition="6" Colour="180,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3Func" Name="Colour 3 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3" Name="Colour 3" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour3Func'==1" /> <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour3Func'==2" /> <Condition Name="Index" ID="13,14,15,16,17,18,19" If="'Colour3Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Light Green" Display="'Light Green'" Dmx="50~50" WheelPosition="2" Colour="0,255,64" /> <Function ID="3" Name="Pink" Display="'Pink'" Dmx="100~100" WheelPosition="3" Colour="255,128,255" /> <Function ID="4" Name="Aquamarine" Display="'Aquamarine'" Dmx="150~150" WheelPosition="4" Colour="128,255,255" /> <Function ID="5" Name="Dark Orange" Display="'Dark Orange'" Dmx="200~200" WheelPosition="5" Colour="217,108,0" /> <Function ID="6" Name="Light Orange" Display="'Light Orange'" Dmx="255~255" WheelPosition="6" Colour="255,128,64" /> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="Op/ L Grn" Display="'Op/ L Grn'" Dmx="28~28" WheelPosition="1" Colour="255,255,255" /> <Function ID="9" Name="L Grn/ Pk" Display="'L Grn/ Pk'" Dmx="75~75" WheelPosition="2" Colour="0,255,64" /> <Function ID="10" Name="Pk/ Aq" Display="'Pk/ Aq'" Dmx="129~129" WheelPosition="3" Colour="255,128,255" /> <Function ID="11" Name="Aq/ D Org" Display="'Aq/ D Org'" Dmx="178~178" WheelPosition="4" Colour="128,255,255" /> <Function ID="12" Name="D Org/ L Org" Display="'D Org/ L Org'" Dmx="235~235" WheelPosition="5" Colour="217,108,0" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="14" Name="Op - L Grn" Display="'Op - L Grn %.f%%',0~100" Dmx="0~49" WheelPosition="1" Colour="255,255,255" /> <Function ID="15" Name="L Grn - Pk" Display="'L Grn - Pk %.f%%',0~100" Dmx="50~99" WheelPosition="2" Colour="0,255,64" /> <Function ID="16" Name="Pk - Aq" Display="'Pk - Aq %.f%%',0~100" Dmx="100~149" WheelPosition="3" Colour="255,128,255" /> <Function ID="17" Name="Aq - D Org" Display="'Aq - D Org %.f%%',0~100" Dmx="150~199" WheelPosition="4" Colour="128,255,255" /> <Function ID="18" Name="D Org - L Org" Display="'D Org - L Org %.f%%',0~100" Dmx="200~235" WheelPosition="5" Colour="217,108,0" /> <Function ID="19" Name="Light Orange" Display="'Light Orange'" Dmx="255~255" WheelPosition="6" Colour="255,128,64" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="39,40,41,42" If="'Gobo1Func'==3" /> <Else ID="43" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a31bd153-07b4-43fe-bc70-271e6e0cd071</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~4" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8c88b8c0-3ca7-4df7-b79f-731ec17ae33c</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~8" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d165978e-c818-41ef-a050-6ffc3bb9ff4d</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~12" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>32176c41-dde4-4a39-bfd7-88be3bdecb7f</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~16" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ccab7f18-a10c-4eb6-9577-b5b6ffb1df5c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="19~19" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1f37a25-d5c7-424a-b2b9-4b75872888e2</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="23~23" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>dd98fdbf-74d1-497b-8152-b0c8ac638c5b</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="27~27" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ba19ccba-23ea-4ab8-a736-ffc3b18e991a</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="31~31" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>69dc60af-f80c-4f7d-80df-c5bdcf975f11</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="35~35" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>da1846fc-b369-4fe8-b83a-e008e9045d7f</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="38~38" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e9fa84fa-0c39-45cf-a8c8-4a9bc5f4a4b2</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="42~42" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>03940f5a-d0c0-4307-aabe-10a17c272df6</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="46~46" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5037b59d-5f26-425e-b69f-82bfcf0bf743</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="50~50" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>30edeea7-2e4c-4d91-97e5-06c755ab0a1d</Swatch> </Function> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="54~54" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f6d134e1-a3ed-498e-95fa-095227d22df9</Swatch> </Function> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="57~57" WheelPosition="15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1ae049a2-47b6-46f5-896a-04f2fad59700</Swatch> </Function> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="61~61" WheelPosition="16" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>49f1d1cc-ab15-4a43-975e-749daa3a073e</Swatch> </Function> <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="65~65" WheelPosition="17" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>fb456a87-cde8-4861-810b-392d8fb814eb</Swatch> </Function> <Function ID="19" Name="Gobo 18" Display="'Gobo 18'" Dmx="69~69" WheelPosition="18" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>181266b3-3ed4-4d02-b1e4-846dba978d7e</Swatch> </Function> <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a31bd153-07b4-43fe-bc70-271e6e0cd071</Swatch> </Function> <Function ID="21" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~165" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8c88b8c0-3ca7-4df7-b79f-731ec17ae33c</Swatch> </Function> <Function ID="22" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="166~170" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d165978e-c818-41ef-a050-6ffc3bb9ff4d</Swatch> </Function> <Function ID="23" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="171~175" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>32176c41-dde4-4a39-bfd7-88be3bdecb7f</Swatch> </Function> <Function ID="24" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="176~181" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ccab7f18-a10c-4eb6-9577-b5b6ffb1df5c</Swatch> </Function> <Function ID="25" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="182~186" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e1f37a25-d5c7-424a-b2b9-4b75872888e2</Swatch> </Function> <Function ID="26" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="187~191" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>dd98fdbf-74d1-497b-8152-b0c8ac638c5b</Swatch> </Function> <Function ID="27" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="192~197" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ba19ccba-23ea-4ab8-a736-ffc3b18e991a</Swatch> </Function> <Function ID="28" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="198~202" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>69dc60af-f80c-4f7d-80df-c5bdcf975f11</Swatch> </Function> <Function ID="29" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="203~207" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>da1846fc-b369-4fe8-b83a-e008e9045d7f</Swatch> </Function> <Function ID="30" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="208~214" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e9fa84fa-0c39-45cf-a8c8-4a9bc5f4a4b2</Swatch> </Function> <Function ID="31" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="215~218" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>03940f5a-d0c0-4307-aabe-10a17c272df6</Swatch> </Function> <Function ID="32" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="219~223" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5037b59d-5f26-425e-b69f-82bfcf0bf743</Swatch> </Function> <Function ID="33" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="224~229" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>30edeea7-2e4c-4d91-97e5-06c755ab0a1d</Swatch> </Function> <Function ID="34" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="230~234" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f6d134e1-a3ed-498e-95fa-095227d22df9</Swatch> </Function> <Function ID="35" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="235~239" WheelPosition="15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1ae049a2-47b6-46f5-896a-04f2fad59700</Swatch> </Function> <Function ID="36" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="240~245" WheelPosition="16" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>49f1d1cc-ab15-4a43-975e-749daa3a073e</Swatch> </Function> <Function ID="37" Name="Gobo 17 Shake" Display="'Gobo 17 Shake %.f%%',0~100" Dmx="246~250" WheelPosition="17" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>fb456a87-cde8-4861-810b-392d8fb814eb</Swatch> </Function> <Function ID="38" Name="Gobo 18 Shake" Display="'Gobo 18 Shake %.f%%',0~100" Dmx="251~255" WheelPosition="18" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>181266b3-3ed4-4d02-b1e4-846dba978d7e</Swatch> </Function> <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="40" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="72~113" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="41" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="42" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="43" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Anim" Name="Anim" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Anim_Rot" Name="Anim Rot" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="0~124" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="125~130" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a31bd153-07b4-43fe-bc70-271e6e0cd071</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~37" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4b83c7f3-d7e7-405f-aed5-16b15a19e3b9</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~56" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3319f596-c25d-4071-98e3-bd4a1a373c7f</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="57~74" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d608cadf-dade-4cdc-a446-d570e5ae6b2e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="75~92" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>563d8f9b-4081-44ba-a79d-0b1c36464064</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="93~111" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>72a016c8-ed38-4b40-af03-a075cb958961</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~129" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>af7b2e07-5fd2-4f73-9ff0-fe7819afbe2e</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a31bd153-07b4-43fe-bc70-271e6e0cd071</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~150" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4b83c7f3-d7e7-405f-aed5-16b15a19e3b9</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~171" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3319f596-c25d-4071-98e3-bd4a1a373c7f</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="172~192" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d608cadf-dade-4cdc-a446-d570e5ae6b2e</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="193~213" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>563d8f9b-4081-44ba-a79d-0b1c36464064</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="214~234" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>72a016c8-ed38-4b40-af03-a075cb958961</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="235~255" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>af7b2e07-5fd2-4f73-9ff0-fe7819afbe2e</Swatch> </Function> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="11~132" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="133~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Beam_Mode" Name="Beam Mode" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Zoom/ Autofocus" Display="'Zoom/ Autofocus'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Beam Mode" Display="'Beam Mode'" Dmx="128~255" Iris="0~0" Zoom="0~0" /> </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="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="P/T Fast" Display="'P/T Fast'" Dmx="12~24" /> <Function ID="3" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" /> <Function ID="4" Name="CMY Full Range" Display="'CMY Full Range'" Dmx="63~75" /> <Function ID="5" Name="CMY Limited" Display="'CMY Limited'" Dmx="76~87" /> </Attribute> <Attribute ID="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="26~76" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" /> </Attribute> <Attribute ID="Lamp" Name="Lamp" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" /> <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" /> </Attribute> <Attribute ID="Macroe" Name="Macro" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Standby" Display="'Standby'" Dmx="8~11" /> <Function ID="3" Name="Standby Black" Display="'Standby Black'" Dmx="12~15" /> <Function ID="4" Name="Zoom In Fade" Display="'Zoom In Fade'" Dmx="16~45" /> <Function ID="5" Name="Zoom Out Fade" Display="'Zoom Out Fade'" Dmx="46~75" /> <Function ID="6" Name="Zoom In Out" Display="'Zoom In Out'" Dmx="76~105" /> <Function ID="7" Name="Standby Black 1" Display="'Standby Black 1'" Dmx="106~135" /> <Function ID="8" Name="Zoom In Fade Rand" Display="'Zoom In Fade Rand'" Dmx="136~165" /> <Function ID="9" Name="Zoom Out Fade Rand" Display="'Zoom Out Fade Rand'" Dmx="166~195" /> <Function ID="10" Name="Zoom In Out Rand" Display="'Zoom In Out Rand'" Dmx="196~225" /> <Function ID="11" Name="Standby Black 2" Display="'Standby Black 2'" Dmx="226~255" /> </Attribute> <Attribute ID="P/T_Time" Name="P/T Time" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Col_Time" Name="Col Time" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Beam_Time" Name="Beam Time" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo_Time" Name="Gobo Time" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Standard, 30 DMX" Channels="30" Id="ebc5beac-940a-4a61-b5fb-48c40f9dbd9b"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="6a45d34f-f581-47e0-b255-e273fb885e33" /> <Include> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="23,24" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="25,26" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="5" Wheel="37" /> <Attribute ID="Colour3" ChannelOffset="6" Wheel="39" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour2Func" Wheel="9" /> <Attribute ID="Colour3Func" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="14,15" Wheel="18" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" /> <Attribute ID="Beam_Mode" ChannelOffset="22" Wheel="49" /> <Attribute ID="Anim" ChannelOffset="11" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="12" Wheel="53" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Function" ChannelOffset="27" Wheel="58" /> <Attribute ID="Reset" ChannelOffset="28" Wheel="29" /> <Attribute ID="Lamp" ChannelOffset="29" Wheel="30" /> <Attribute ID="Macroe" ChannelOffset="30" Wheel="54" /> </Include> </Mode> <Mode Name="Vector, 34 DMX" Channels="34" Id="21932a39-e703-4907-a6a8-972169691636"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="244" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="9160ec7c-82f1-4605-994f-6211bde1a927" /> <Include> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="23,24" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="25,26" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" /> <Attribute ID="Colour2" ChannelOffset="5" Wheel="37" /> <Attribute ID="Colour3" ChannelOffset="6" Wheel="39" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour2Func" Wheel="9" /> <Attribute ID="Colour3Func" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="14,15" Wheel="18" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" /> <Attribute ID="Beam_Mode" ChannelOffset="22" Wheel="49" /> <Attribute ID="Anim" ChannelOffset="11" Wheel="52" /> <Attribute ID="Anim_Rot" ChannelOffset="12" Wheel="53" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Function" ChannelOffset="27" Wheel="58" /> <Attribute ID="Reset" ChannelOffset="28" Wheel="29" /> <Attribute ID="Lamp" ChannelOffset="29" Wheel="30" /> <Attribute ID="Macroe" ChannelOffset="30" Wheel="54" /> <Attribute ID="P/T_Time" ChannelOffset="31" Wheel="25" /> <Attribute ID="Col_Time" ChannelOffset="32" Wheel="26" /> <Attribute ID="Beam_Time" ChannelOffset="33" Wheel="27" /> <Attribute ID="Gobo_Time" ChannelOffset="34" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Reset:4" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:3" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Reset:2" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Lamp:2" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Lamp:3" Delay="6000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Normal"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Full Range"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Limited"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function: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:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" 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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jUBPqH8ZNGcWhdQMQoun7e8543S8sm8KDrarNv3NuwaoN0m5RHnUDPsurN2FLWPGV4BNP0onSukJjmt3A4Y4roqsJIxfeTY2x7Af0mN2e4d2sM0I1p+Ntl+yeKEdyYCDoP2jl0CV+vR7AhtpT6A8MGtkXZNzDxfoRGudMAaRfTQVdTGwNVcmY0LLpRXYKKRK7y73//e6v9mE4ZjgdsVAMWZDefjp/XI9jSLAMrnB71NmVcsXN4VaGyiHPedckWctY0aRqLSbWgUdQL5LVjdVDULbsM/D+fFe33KKtmS6mcODWwcEGXDy+z0vwinCJlwCTAkSeBJokZVSPZBsrR0BZFkpuuYIW1fE1lHUiJ6ZZdhyQ2A8kJN+362ADrsangxvwjG8GsNDDLsRKZTQMoE0yJVTmuDKqU5ASNwgoxOPPk1qMiTT6LHq0ivhhgHM6lLlApRlcS7SbgAoiYY/fxGIAtsanzhg1sGZjXmy4f3CXondAhdbvoiHaNSFn5Gv0/zm6VVVYZueIsgpNBEvDd5S53aXPqywDnhTZoUsfI96WlUx/aBh4wig4LS/SAZQxs1vRoGuL0YrsnAXonPtFnPvOZWt/zYEgKawxXpLuicGA8CnnLcMkll6RhflfRHn8Lz2W/dSBy1zNfr9Y63bLL4IFhqKrSy2pLO0RqU5mBrVv0CU8b5UHf+UXCQFNiXSbbiEsOM2oa8VsYDlb9uuuuK/2crABJzbbbblvrHPKQS2TUdR1sJXEeLrqyLqFJDBXwi1/84k73W3Qo/1kuXHCPRmFLGHkw7PgodUKXkL7ho2h+W3d5O+X6SNMqSg5twn1WDrAsYOCnkfao0Haz68KUrm8Yv6lu60tk7Oc+97lKdaJNYDTVzM69jYg12ZYRbF7YSktuOPpGsdj1hb///e+TBQsWpNXQdYD0xQd5COpUKfHR+GKCgDIY4fBMX/7yl2vtm59DQUF5WgemQSk4eciYVVCg7YCCmIgSID9gnqu2xqhPiXikGwjkYj1RdFEKF+oukj5v3rx0ShT1NQES0kUe5fTKCxpRZTGqQJTGKOtSKRrY+W7spWoyiLBp9xy3Lek7AmuMNTBAE+CGJGy79MduvfXW1JlWVlanKsY5ZARwmwIKo58pTJooLwocBmqDYzxKpZuJCDWHqwNBCW5LTUGXUWsV8MeyJXcioZqBgahLBEJU2AVMI3gZMpY6oORQuSMI6AKUDHKaRUnoDB4Ev1sUmLWUGobuNt7/9a/rLfOD2/KQxF41ZBSoLxh3JEFjamCVl6tQ22cFszbDuJuIj+H/1P1R/ECqga6rlCShcVSmzDJg3019DCJzFXBbfosose6UKEKVJVHDMElIAfo9kQxsdQZWSWAI/DEcU9PWSHwskdkoDqoIpg7BhqdNnWUMSEJz5o2sZUDcXn311eloZUpHQdStqJbiQf/g+GI78lXA//zzn/8ca/cr1hrBQAGCebtuiCs6xL384Q9/qPU96wEpnlBQEhOMGHWh+ntU1kBPfFsT2LcRUL3oNEBfs8glfOkIVlsmoU0kAlDboHEw6jVRm4Kpi9+Ht+oD0kpGJTxRl6X4gpJsSeciH24SMFqbTUaRzR1gBQZWuy1mRkLix0bV9kmRkNYoeqgDfBCDxAf1DUWxouWutGaCElmBHpjzSvDASz8ZJHpY+2jVxv2T+FOMR1uiIsEbP8tTWzdFojoJP6MTz6TQlU6fXkuyPnav1qrAZTL0/JI4MdGqoTvxHxZdMjYDdSgJct0nxDSCjcfJTFrc2HbdIQGQyFLgMOnfkgEV4/pGJFUL0XrFACJAklxTiww9n6nuWtNuqAR07NbfVSGQaQqSGvRD7LaZVfGb3/wmnUmKumH3gU6WpBAh1s0hZpBwxm1ZF3EaQMkhNdQEiFMqjWn5LRrfyRIwsiaQf21bUBNvzZMxwAGZDjmck243AIhSpWOa1WHumwB5PA3GpfMOPZz8aV0CGE9n3SXTKepGiaJgq+k1mYiBkb/QiMdeyLMqPOFqK+tKsvNQhzhpKNzlrjTpHUaapFmgHGUGIgTUCkqqyWjWq4Fl1cdK6WOX61cFdt40ovi1LRC1k/QjOfI0aHW1dKZCgRnXoEg8QHTpvjVp3sfAyAjiLteazDjyuC1P1zTA0yhd46J1xQeZTkz5wyNAHzAlGoEdvy7MJlwDRSGjwJ3hZ//qV7+qs/vrGZjmBVENzNCLOZ6WdgOWJRZZ6YjYJfg7VBnaGPTVEEYuUVHMpZdeWvu7ythMiQpixkE2xQAhu1LjgbyZgSnSi8YEepp1HZxUU7phSP+gEEwHsYpQPeE0buiamMGLEZj6FU1Ut50m9QSeksavzjka5Tj/NRoPL2VgN9U6u5pg9dNgXKqUTM/5lpZVIDLkn3jiSXQYjwitLF/JiEmaRKQxIIuCkW/CbUnvOX9LzzSBqVKWoyL1cVM2gkUDWfOkQVJD1NeED/LUUkAM0w+6EgrhacjKINTH8TWVc5cBt2V6r1t2JrvgnPiIbVZYkZnAACiyqRBVpiPY1Y2PVgFOpq+qpDyMNkYaUWvdaUTEK9XDmIp0W6YmpOpZZ51V+H0pGZEXxW4XvWDtT9W5xHndoIQjj8xW6NIF1MoKkCiLx+Dq6AamakcbySaLXrWBxK6kdV0lB4h4JanH8XTZWo1lFIdggj/WpvdXth981CgxZBkEHeoOul5hhczaAzamSjy+gSlHo7oQRfal4DSN8FGa9ICoo0GTd1TVZIHUMhhx+G722wT8OaNF3d+CHKU/iyV5Ms1yHbgA+QUnhpAamD5CvNVod5/qwlQ1ymfpAghGI4YfXncaIcWWXkFU1nkQjBAeoFEkpAooU6UCk6qwapsp1oNZF1tssUXahcgKKDFBoVu24EQyY1OXLxduxC0hVL0sKWkf0BUUVPABYkmfcVr4IFNjXQhEjBQbbLBBo2PzRbQlLyu0NfooKqbSqNJjQqTLuOr2QOPrUQ+TT41qStclPNAGEKve5XAZ28rCCXclqoEJ6bHN/IguJdBGqsMPPzylEZpMiTTpyMY2jrjRL8utliWF+SqS4aM4JFGZUd7vqZtcJtA0XaMh+oSpMutilJsq0yc9MzAddKPncHQR5BuJvLrwxzzhprQm6lNOr1GrSl1BFSipM12I9MpA86YVU5HPpqaSI18wEowEotQowgWJVXE1DigcRck5jjHtypwZWLc5kxGQz+pigVDFrm6IIKIuVCq5GF37KOpG6ckEGUUwQuGwSKizhSuMwJrMNOG2CAbQDxZzmDQKesmlNjVsYMa3XtpHG3VEH00aqpg6jBJGgyatNBGOHOcYDrDpwnnpXFNWnqcGUdmawlsFxCRCTfOIAotp0J/pxc8PGwJb+n8GppdmGGoNabM6HcYAw+D7uBF1/LE2fFAGDn3MZW+sT2TqHdUP1UhWt4dFBkGCdE2sNFRdIICl4HKNay5mU/4xnDOgee7FwEBzOfxOVYmJZmx8jbZVyH0sSiC95EEYtXZlE5ha+Zuxl4auCtVJXJ2CFum36+eHDYyHdkD+kzGh/hBnM2pJGpGhH9HVzfrpT3+a1mvGzpGaKlEnFKZtgXLg33Hku2il2RZmIGoM/FdJtHu7tz9sYEvCdkMyYrWPGHCSnNSiZfh0s6Gm1A+iK7g4Uldog5hRl6SwLoUq4NuUiglITLnTsgiGNlfaVI0o8mFDS7L/ud3ArC0T/DDf6lVyau7We4tmLDMyfIpcl0Rzk64vqqlNhWXSYSMYVUHsBdU585LiTdvBa2HgHPtqnTAOIvedd955XLuBs7N1iiCv2zgx6dnAAAMuotS8Fz/l6WgytUioy78ZoRgYwrLMSOnUyGm64sHKIOLF8rs5VeEaOHcpqGkAN4XUxzUbkXfMcOLw/+QNzNxJgFi5pVNXMPRi1JtCCooDnDUXQRkYOVT6yAXmgX9Cl0hfifxiAS1iiqPslV8cBwS01glNF1zoGigUGZiKjQLZzjJs6zIGZqXSME2ekUxgFGsKNyRj0Ivyb+gQzrbkbx6GelVAcoQxV5DDVUmnMJpxSXij6jQYl/N0zgjgGm7KGcOr3UKRtPFzyRwxsKoOsOhLeqpoASrGx08iSowJxGqVtZ+mob2ToETkXncRjGTGdpZBkYGdHrZrkplV5KcW9FXqAKs0KsmS0bIHRU+jjoP2V7R2dpfQbtNoOWqBCSQyP2dSa3ISaHLka5anAZs5Pf/HWQYWhrh/h2nymPDPAxudYWS48EYcTmcdaKVkJCtLRovYulZ65MF5l96xoltZmkvdAGlT1bbpXQGfpZu269pwNbtj2E7+j2Xq/8Vh2z/pKTdZFRKqHPmmkhTpFc6q0SwPSg/lbAjdmOVmKBnGgyYpg0jYarV62PcBo5WsivUKGkJoubjojUIDC5Z4TbjIpyRT5IuR+eCErJbWBhhobH5RPhMxqou26DImGDLer6zszDSercAbM8IFDQRFiXVXs8vhFDZT9Mao+qVDkykwMEscc8AVcHS1P442QyqqNEJtqJpRjR4LSt5QMtJVZblVf8fR8Yli1DIwYuuHc+Q7aJ1waNkbpQYWDvq9MIqdE/65SdujN4WSdsN2UylzGfhjHO6iggjSk2zpvZgrb+iPr7iEEZX5PJLIMhqj1rdsAp13JOONkB3gHLZS9ua4CsxFyQQNTJ/Xro0rQ1ZQQeyXhwWi9OSvUPfXCgpG8EyjCkY4/HyxLpb1I1tn1FQpTeTlJVg06s2RBhYs8/xJjWIc+q7XShwGRx6RaCosavlpTUXR3riuM23hOJqllNUXmsa5B0azNi2vZEo48rIEHcLodf6oD1SpIZ/IKCZs5hvEjOgoHlxw/VT1rhiGY1MNmCpjdgVSbGIEExmXJeflap2Lld+aXA8kM25r1IJfDTFy9IKxBjYYxRBocR/lHDi5dPOxRxDiPYnloiBCxbaEc4vwvRKMokayUYGMayHdZZWVquDb8d98r8uFJQY4fdzoBVW7YPhVKgt65cWI7LDvbamJceDsow2K+DE3FgE5qlqoC/AJjaajOubgzqTFtCsYB1QM+qHrHmgD4L0qWXolAwuWemUYxTRY6LWLCd/I4ltk1bEbBVOgSuMUdeCROZBGQm3EAioCD7fWWmuVVhdJIclnWiuJ5q0MyGINZ7poC1qCo9lElQ/W6eOjtzfdS/R2m8PwVKMV3OSY0MPMVGh0yGuecEYiPhq1UTe2LYzU+DEsftmURj6TLQWTBx8OSSxHGxEcucp93isbWLDYG8MoskeSE5T1gUWLFqVTAwI0JjSNky3QFDhPPpL24Mdy5Vmdg8/J79M0pQxGW4ZulZUMPS4TswdbqPrhup3ILPSIONq65vdagTqVSlVEF1s+TKZi5RIFKXkoNcN8i8hiQi4Sgz+KCJXdoJQlmGT8OL26PdAawL2vtdhnLQMLlntbGMWUZBtKVq7z3bZwET3Zpsw2HfqqQHcebDfCNQ+BB3n32muvHe34eqgiRI3Yo8R+S5YsSbeeIKe18LaaeaXadyrs/9pgZLuHfx4Xtl6X6JCY9XR3nTrJg+iPL+QG5+soOc7K7PSQiFmVpGDENDmqpK9HMKrd3fu6X2w0FIQDnRCMjK437lxRAM6+aC52GZdjuMFF+Uo9X0W3utnEBJpBp8WyXhc94rPueZMvtplrUBbi9upd1TqAEQVnZAqLGdGB42DPreCRB19Ml5xtttkm6jnIh4puK1TzxAI/oTE91djAgkX/JYxi5DwXhu3uTffTBFdddVXqaHu6YwL3xpAYc17mjEYwfXHEYzYg0aZT76+ieoIeoGJ4vnvddAetvOVw4EvCTdgt/HM2BR4Z/DGUAqc7JsicBRb8sXyFtjI0xCdFRsyS/j76aZRgN/e4zQ5ah2MDf2z98M/e271I3/CVYkuL5QoV8BalixQJ46PIamIAK99Ff4sGOKyp3zWMruJ9XWBVIW3f0f4qwZOdLV1HqRoTksxSNEX+2MEHH5y2zyTv6RIa9cWWb5eApqews29ddGJgA35sQfjn6mHrdmmLMdB60jSJVoiZr7RvN7zMHxNtdmXo+DeELyJ1AkCsLajLd03L6rcAAASkSURBVJWhM8Zy0Dxl8/BPC16v09V+q8A0QpxIHRoTcoUUF9jzvMyZoTOyJv1iM9inqNGI2LIIoym0Wtx8uHlJW3RKiQ/ylQRcHr1el38lAybai90bnoRbbrQo+W76lAVoUqCydOnSdNSKrT0bAcPyVnXyjFXQec4lnOCvg5FtnPRsZIo1VGebprpeNiUPaxhp9luk3eIziTjJbqrATGRURNxOaNQCxrWxe9f1jqMk9SZlZHwjo0Bsf4x2yzE49ji5YcgdUl0Q+o3rva83Gil02YJaPSGacUG0rPGQkZFb9+aT9eWPKTuTStIJJ6/dMoqq3kZtjDpPleZl3ah7Ap9rq1jGBVFlCQMj01HEI9pbdOnGSRbH7CYNaAlGVOSPkdNYU9E2DKOWqJd6dcIQLW7etc+VR1zdS3K748/Ijk164sn4MvKIJNCkLzHBH6Pntw1DVZT+shZKyPqC0fczrqIyuZ6B51rQZbRYhugGBgMKY4dkpsVPL4y/WkOl8V23Es+DP6ZmQAfDfO9SpXD65WsxRc6cL42bEA4L235d8Vzj0IuBweAH7RsMTYUp0Xj0BLmFOK2hQ/YSExk/ZqQqUpVGqEdsAonU3bpI/9RBbwaWYZC7JA2gSY4u9VHNLNprugh6VdCn0fITRE4hSG7mt01cN0HvBgYDFQYt2RFh2ymJqIzVg4GeX+l97NXIBBdTZmBmDT7Cnm0kN20wEQODwQ/eZdB0+KgkosZfsYibrxonJmILIGuChn73vqfEPCZmYBkGU6b8pcLeaNVKFmZXrBGTH5ui0Uv1z8ImGvquMXEDg0Ehybbhn1ZFODKJVNxrFFOhHcMfE60O1ylOCKIJtasn9RUljsNUGBgMLsgXgqFZEkPXFuVxnfbCwI9ZO5uuq6vSN9SDxrmal0RoMFIVBPtmgINiE6d1MTUGlmFwgfYKhsZhOjzpuKuPiiDs+6g0TlWophZAWMdygpCK27tqr4i+MXUGlmFwwZ4TDG2jZKYXQmc9yuQJTZVtliLW00uDkSaLdXUEqYNFVVooTRJTa2AZBhdw0y4NzVSWKR6sZVQHZEF6QBS13uwJc8KwMky9gWUYMjRNW1VfbJe08NEknbUisApa1S7OyvQ1z51AEQYfS43eoaMa7k4j5oyBZRhc4B2CoSkywTnsmjRc9kaC+oADDkgOOeSQkZ8jZcahaQzcQ4ORYcjdHhO2xWV96Kcdc87AMgwu+EHB0A4Or9oYLBi81mI7tQmXr7QcYBHUPhIFUkL0BBlx5DP1yRlFy7PMJcxZA8swuAEcotOCsdFKb5HMLCDBYsa2ZTY6WfJPl2dV1MMQHVpTvKjrYcewkKTVhuVnz8wviTeXMecNbBiDG6Os5+RgbFZRIHJkcIxNY9NCn80oJaqkiKCnx5fpy6o5cFnn55bgU12czBiVoXFJH9qsSeB/ysCGMbhh3xpsbwkGJ9O94WBjbKoyNPlKPXyLYWlnTrvFwDqkH7CviLIrkhmj0pX3onB+USx32vA/a2B5DG7oeYMtRTA6DSXmhW2NbLv++usVD/PjvK6QjE9bSc/cHLalyYz/5PXqoe3ycOxeI4Npwv8BgK6Od0RsDnYAAAAASUVORK5CYII=</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>